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0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD1ElEQVRYhe2XTWhUVxTHf3l5HYZxHKchhmBrmoaQRfEjIBSVLjRuqqWSTd0I7apddKG0LmZRRVz4RbHbbEQKlS5aFTdFF+JHq5BNQcSGJlgNbVJCCEOYxDFOx4eLe8975777RtNQaBc9cLjvzdx7z/+c8z/n3gf/y78sbf/oblX13LESAGaDwL4F6hkgUmOEK0FqdOe/AEwCoEoAhFYDIJea27SbNtS7BhDgSxRrCxBhyngOyAMF+yxgGkqXFAjxMlD7BfhRSkdMIa/GC3NAESgDXcDrQI8au+1/Bfr5VHktGr7kvQWAZMxbAGK8j9/YxDQbgF77WydQ5AHn4+gl6wN+JsdafmIjw6n9W4qgDDFhN95PMcAgJ4nsBquoc48jvEqEScESPuECuoloZ44CddJkrmbzoI0qofW8E1gH9PEaIzwh78zsZpYxKsBD4E9MzSymnBHVwJpKPULKZMlTjhpFzzjADF2YNEnUXO9dovnpMaqBtJi4yjONN8eVLLanydhw5qh0BGqh0XYiNjPpmd7JfXQYfU2DlMoS1VXhTNabNIEGN7jALgVimAkucpV0LiWfHRmd8Tpl3uAbNnBUgfFASAo0WUyz+Z6bmKoAQ7gFDPu9PKozIAn9MfaywHYW2M4oX7KV+awItGLsX8wQcoZ+8kQcZJ5O5yxIDCaNTNSE/ARX2c97rOZXtlInO1202Q2KmPPLlOFdtjDE505Q73KKHn4BJoEZ67eQS84OaeE55WkTqFuVNt5Ik1BHIeIA75KWQwxZA0WrpRbPRZJyFQBp8saiOZAQsZbRB6qU7MYl60VgPRLRbBfDOm2N+DfViHQZCgEX+ZjLHoAvuG0BlDHp6rTaYbXEVwzyFmfYzUdkE9wlL9BOJQbSjpDobeaBOSZYzxoWOc0l9vIH8IxxVvMhH9DkCYM8tqBeAUKGOUuNPqbZwjT32c0jkrPjKdBMnwchHUgZCVnMW4UrVLiDyWkBCBlnDds4DMAoQ9ziPOf4IY5epKrKpNHNe8ZhpJkql40aMAtMAb/bcQaY5zN2OKuvsYekmTX4hCOUGWOA7/iaayR590KfRMCI5KluxyXMSSdaB8q8z3VGeSde3cuYNWLK7Di3Oc6Pyhkpu6x7JODeCSUi+o4gtyTpEyX2sZ877KGHe3zLCG8yR1Ln2mN9hTMd1G/ZGddyt63KRaWAKb8SwoektKTBCIA06xPNvJC8SKpxh8uTXNmk1sWQDrUOt3jr1b6WMPvnWLQR8VjabITbYHzjy/g4efmXkcsNAZ0+xg3QZX4N/T0ALhAR9wq2AsP/GXkOoWtbQI2K/SoAAAAASUVORK5CYII=) 15 15, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsElEQVRYhe3XTWhcVRQH8F8mkzEMMchQbam1LSmELvyAhopx4aKC1o2LgpCFHysXIn5sRIqLIBEkLlQQcSUuQhZ+QV0IbpRSiqQughQpBbFo/aSmYypxrGEyuHj3zrvvzZsguhH0wOG9effec84953/+9w7/y39dRgq/2v23WtBUeoVnq3JNWYpztw2grYZ6MFRP3qOhbtBe8jt1XA66l+jQIOol5w2MB230xzMjVxPtJt/LzodnojKAdn9RA01MBm2Gb7CJDn7FhjvcasXJxE6tby97LzscGkC6sBEct7AHUzqm/WEaU+FbCxNWrMqzI7FRs8uyGXcaXpqKRdmziQnc4Dd7HTLvZzvAfhedsWhML2QjlmJwt6PWTPbH4nhNW68KByOh/hPYgd3Y7zYv+taewsybnXfKAi7iB6zJ8ZBupAqIKXgLgcQFUTMclJ3DFw6GLKVrUkdRqsZqSRDddP7Q2gyR7VutKBFXUfPAc+7o16ho4D6rA+YedtIgF8T+LgcQeSR1XuaWfgDRQFcGsE3LPvKIzzV0NXU9acWrTofx7YKI6a65ou6AV9zu0VIGChJB2AxmMhBmbXcTrgvz1vENLuBrGQjX0dEKQbTV5QQ27n5HnLYUxvbJAJt3UCtPVcrxOeV29CzZbdymOWuuKe06SruPizTtdctWHHJCy9mS/cL6kQCImIFd2O97B91ioT9rVM9XnjPpgqwNfwoZSPs91nu8lO6unDc2+xoyUNVKPU+4u7DLLTXPmw3GI2EN02YpiGJmSxlI6TSfdNmEsvyoFQxPhl3UZOdD3Eie/uLOtyWitAsizXY84/2BAOZ9qnhetGTs2ZKBdcJ7psyY95CjipwRbQ9kYNQini3tYFrHPuedc6OdLnvTkhlr6Fk35jH3uN4Ve23Jaz/mqDdcctiXjhjziVmXQhZ+R1dL12JxX+l5v4kN8Qie85k552R1zWr6i4YDXgMfeNDjXrLgjAisraSkbQ1F1FceyeUUXZVdstZkvf5d0Az1T5strH7XMTnQuo47bqdTDnvZC84Gm8OoGvFKll9Kyvw9HjKQ1fhjUx7wen/1Xd5xwpIMjJ3EYWy3TthUNtYaDCS9E8YgUmIp35ImPeVeHzpm2qq3veVaGxUB5LRe0fvVAaSSn1YxE+VerydO8h0WkR6f+be/HEAxkFiKSDDjcuxEp5HlymRT2fuplO91VRJvxDlPpMAb1LzO2/wfiLJ9BqjCRnrXi86GpvifBzAYTFH+htN/lfwJifNOiOZlLtIAAAAASUVORK5CYII=) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYhe2XT4hURxDGf/scJutkdjJ5LuMyLIOElSV4Ef9E9OAhBwXBhBVEcojEkycPgrKigSWnQHL04CUh4ElEEDU5bkSUHDQkEFcxIUowG1kHeei4LMvjMeTQXdPV/d7ujOjRgqJ73vTr+rqq+qt6Q/STBIASEAXaDTQj7rtbToYGMF62AMpqrgGkSjNium8GgDv5sNUKULXzkjW+bHURWLLz9FU8UVrlvwh38hpQB2ILomwBLAIdtY8Lx2sB8E9ftcabwBjT7OUndrGJv/mWK7R4bN/KkFAkFuoA4kJgjOokG8acfBQYA1ps4wyPaHk7/MFxxnkAPAHaGI8sDQogCoyHpx612uAuG3PGAU6xHxcWfVsGEgmBGK8EAGKgATT4lYnCHeaYwPfcK0mkxrI1XrdGm8C4HddzgMXCHaa4hVxB6LKHD14HQAVx/UW2s50z7OYod2jxHjDDbe/tD/mLGWYxt2EZyBihA0hY+8qQXagTrsmPbOMwX3srf+MCG+jwkpTL1NjBn0wyj0m8tjVpElC84cTMCxIzCuYmDN8wlVv5FRNAmxEecpjrTDIH/AMsAM+tF1JlWPLKjQVeKeaBunWjllHawFNrMLEqrl/C5UHRwZwkdLUnwqzNgIyzXPOeriHjS2Zx7l4AnlkQzxUA7XY5ub5puVsyZFEJ3ZocgCYvaXKOrVTJOMLvrKWNIRvxQCc4tTZi9CAtPiLhJIu4vOjqgqUBVDFpMma1YZ8J5z/DsZ1xf0zaM50v2yVGucM7/Mx/TCsAXsUMi4gUkhQTW/nflVunzt15Gjfv7WOKLSTB/p7oJPQbjNNs5Qe+ICLjGN9xihvKzZLVIQOWvd/nWSBfGT0QEgKh4TowRkaDhkrEEiltDuESL8Hdd01mOuHEkGNJGdUtCEMAkPEiwJx5XZHUishuLhJmuRiM1O9uSEZF1zBlHR02c7X39GMu2Q2ErqtKK1ZNy3adOmEoBEABE0oIhAWlCtaAGveIGaFMy/K8bjpcC+by5lN2c5PveZdf+JdDSIu2Sqvmu8csljYrYRPztJjH3fkun/AZMTeZ5Cx+jxixTMX6sZY3VSy6IxLWku53WI2V3jxmtvfONJ8zzRy6M55hnOM8pu55K13JA2FL5hcPB0ZOWmGCcyRsAeAhO3m/Vw/EkHhUADjuWBWAD0RCIx6RTsmMp9nMCe4T9yqgxFkTlCasFb8XBv0wCUNRIp+UUoxC1svd/cEBGBA6N2QUotHUrAHQG/t0x6t9mIgIlXbtek0+jt2CKjeo9PcA6P6uiO0GOulbWUn+B3NmUv+AophKAAAAAElFTkSuQmCC) 15 15, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhe2Xz4sUVxDHP+4OnWZmGYfZiQyyBLPqQEgw5JIsSEhOK3gIwUNOUQRFhZBcc/CcQA4iCYgkrCSHEDC/kBUEQ8ghEfxBUBEUFV1WEAm625kM4zAZxyGHV69fve43a/8BKShed/Ne1bfq1a9eRxFKAJhQrGmUcr2QNI/WFVRcAiJZLYiR7BrK81B906t5HgPuWQAmRHEElIFYAbHKh8BAAdA89DgAYjwAY30kSqeAmqxT8h1RbFkrs8r7QM/blwFRYjxZ15eBKsaJG1iiyTe8xg7usZ2HoqSfs9Yo7gIdYRSwMR7wg80qN4phI5+wgyPsT/fPcYMz/Aj8i3X7VSps5REVusAK8FDWtgDyvOAAJKlHLMdieUMAzFDneM5PF/ieFl0WabKXnen3l7nNH3wOLAP3BUgH6FNPg1RSyim3wWbvvCEeaIRDCLjIC6xmlANcp8V77BY5ZZGdTWHvg7V6KlXquEaJCpF/fwC8wwonmQmC+5U5/MwZC0DnurP+C97kJK+KBXCRBWIG6emjnGE9CSV6QQCTAcAZMjGQpAFXw9x3gxc5wT9sBGCWZf7kazkz4ClDJkEAV2jTYJYDOem7+I0FTgBLwAPMZffyMeB7ocR3zKbKAZbYxE3ABNJ9JlkWoXeAu9S4xc985Sl/i8ss8BMm+m2a5ihcB15J89ZRM02nBJNOIwFt6sTbrJBwhVXKTKcFKJEzXQVipMVqAK6EbqPN6/zCJeYBmOcUtVR5gkmngQCwcbMCxEwTiZyBKHb5n1EOLgasJXV0BnSoEjEipqus0QDA9YpQn+jLPluOcz0hewV+Ha+mMdJTwvRqLS3JHj/VtnCI5/md81xCd8Y1PGBrQB2TEbEC0Bbr2+iK5rds+2xBaKXGuEw501kw8p7PUeUNPmQ7B7meApnw1sT7pmcA3RWzQDwqqQ0+7eNjHrENgPeJuMJhXLGKyEd0dmLSc4GhQDEPpaE51FPbH9NQymNcTufSivDINpayV+AmnD18xnMklPmLjziGy3s9HVmOFNtuGpofc2SDEPxOaNeY8Pil2c2DPxDzAWdpcoxrfIs/jgUroUFY9zzQE+7gIt4Vkk9psZkv2cm7OYtXiXhKgydMFbHeecB4QXdELVi/R2zmOH8zJ2deIj8XWsoOpMFYCMWALaF6nutii1GL0wBsYDGnJD8lF2zHmhLvTY9nuuTa/4LQVGyNWbMAjQeQBxS6ihLZrMlPvIX+mNYay7OCbM5HuEake4f+MTFU4FetKAArfEKe7RUUcvNa9OwrsOTHhv43LGTp/zSO/gMHa3RLTqdiNwAAAABJRU5ErkJggg==) 15 15, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur121376 1.1666666666667s linear infinite forwards;
}
