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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 3, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 3, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYklEQVRYhcXVW4hXVRTH8e9e+9ycJnGcGbOgEpmKJCojLB+6oHYHo6Coqagng1CipDthEVTS1YqCejAr6EI9lA+RplGCmJGE2AzTVJZFXpp0nGaa/zln77V6+Fdkl6f/qAcOh73Zi/XZv7Nhw+F+PnhgzZTD2V+Aqz94YM3iwwkAZcWaZWuvPywA12QIsHLdg+sXHnIA5nAGQILy5oaHNsw7pABBwByogVGgvLv5kc/mHFKAmID9MWO0o7y/bfm2Uw4JIJEEEcGZYGqYAspUjLXfPrF95kEHpKQk1kRY8zc0X2U6yrpdT+8+5qACMslIpYmwaE1EMwVMmUFg7b6nhrsOGiD3OZlkJC7FmycGRYOhAQiGqc3SaO//+tjY5IMDcDm5y8hcM4kYAhYjpto8E7VhtZ2pUVePPvxbMeGAwhfkvmgiyHAmhDoSQ0SDomrNb63nxhDfGVk2mkwoIHMZOTmFFGSSk7mUqqoIVSTWSqwjGiIxRmIdLw0xvPrLXftkogBJSoY5MGcEFwiupgwVtauoXU2IAe89zjnMPC64a0xtBLh5IgCSakpqKZll5FKQu4JJrmB8vEFZllShIlSBUAVi9UcSMS7auWTX8okAJBIFr56ElFQDOTmVFJRW3leWjfWZZT1e/AlO6EE50Zn0WNQpqnrn94t+2Hf8i8c+2lICRJAoiAqpJmRk5OTPzH9p3sONneWWame5o95Tba/3hNVhb7zhmGemd4QYO+sQ5tah+nHwpm+mtpQAATAQFUQ9qSVv55ov/bx3y+Lh0f33N2I5LZEU7xLEhO9u2LE5jsZbZ742YxOwqZXmAKK1YrVBBRLlE58mN6ZHpq9mHfmzRUc+rUxKal8RCEQLqOkcRTcM9H51davNASTWEa0VVe3DuNwdx+2+U65JuxPS7gzrsK11W/1caAsv6xE6pFnExBKDVV9e29/yjZmEKmDYT8AldpEmjHKPa3PImJBkfukFj89/8s/Ffbf2T3aJvOMCC1xF4YJbDlzWUgIadUSjXtK9onOHtduV1mVtrsshXfLWGffOfvLvi2etOHnE2vUquhl23Q7fKRf33z3Q0iGUGMMbRz3XvRUgDsfZOq6YN9xkt+q/Ck568MRhOnlPuhy+WyTp9Ke2AkiOfmH6X4OwK7Rbalhq4Bj6vyLt0L3eBBccrnbtLQH+Pqh2Vz/hwRUOEzsd2PxfRWFSOB2fIAgu8GMrgAMulXoorAtDkbg7YnvtjoF7Bv+1u01PfTqv+rk6vx6uqcfroTqrt7UCOCAB3R8/dCp9LvezXOp6JOHjvlv6lzRiY+N4Ot42Jr/1VkPlE27MYYXiCv/87MWnhVYA7p8Tfdf2n+2d/0icL/BGkEhDGlXpGsk44xJ9JJuUk+bJF3KEzD1r2ZzGhAIABnoHLxQnr4NNDRopY0lpDRpaUroGvkg2Jm3JFee9eM6eVpr/LwBg8Lqvp5nZbbWFhVWsZpaxrKpYflFpvVJNX7lw9QJttTnA7zZ1RezZJDeHAAAAAElFTkSuQmCC) 1 3, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 1 3, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 1 3, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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94.444444444444%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVklEQVRYhcXVb4hVRRjH8e/M+bu7JqZpJkQiq+EWpRliRAZahEIJhWJRVBTWCy1QKiJCI/IPoaWJQRIpvilJqAxETUGlMvtDiLmklWhiJqtud91775kz8zy9uBaJ+eru6oHhcIZ5eD7nd4YzcKWvrYu2DbqS/S0wa+uibXOvJACEldsWbn/0igBMg2GBD3a8tvOByw5ADUYBiBE+2vP6nimXFWCxoAZEQckRPt235NuJlxVg1YKen1EGIGw5sOzAzZcFENsYay1GLSqKCiAMRtn+2/Ijo/odkJAQawOhjc/QGMJwhB0n3/5zRL8CUpuS2AZCgzYQjRRQYSSe7Wff6r6m3wBZlJHalNgkRBoRvCBeEQ94RUU7JOiWnjd7B/YPwGRkJiU1jSSC92gIqEhjT5SKlnq7BNl8bnE173NAHuVkUd5AkGLU4stA8AHxgog27qVMDj5sqiw8F/cpIDUpGRm5zUltRmoSnHN4FwilEMqA+EAIgVCG6T74DadfOmv7ChAnpKgBNYo3Hm9KCu8ojaM0JT54oijCGINqhPFmtopWgGf6AmATSUg0IdWUzOZkJqfF5NRqdYqiwHmHdx7vPMGdTyKEOX/MO7msLwCxDZZIImISEvFkZDibU2jxSlHUd6aatsc2Gm0s7QhjjNp2DTJIRF48Ouf3sze8d/3SphIggA0WK5ZEYlJSMrJVU9dOWVw/VXznasUx1+aO+JF+c5gUHhuxavjVPoQhpfd3lN4dP/zEr4ObSgAPKFixWIlINP44K7IF38/8YW63/+vVuhbDEpsQJzE2tRzdfmyfdIfnR80cuRfY20xzACuloKWCAxvs7sjFjyfVZEMaZe/krdmwIi4oU4dPPCH1SCkTpVd2HVpxaFazzQFsKANSCiJyEGWGqTA/MnZ2HMUkbSma6X5nytU+9uuCkS7pDWhVU+1h/U/zO5s+MWPvPIqeAKZJRWJVXgaDzS1RHC24d9XUFf8s7tzUOVB67SZq3EON3JwzS4D7m0pAglQkyLShK4ccU9UHQVuNNdjUbpywZvyK/y4e+9DYilRkJjW6TWGICju98+Gfm9qENgT/4bWrh+4HCBomiAqaKiY16/+v4MbnxnRrD5+busF6a2Mb3dIMIL7u3eH/PnjxrYqiuUJO16WKpCZdUc1iMGDMgGYAF/zTnbgTZVQSsgCtOu5SRb7ux4kXRBVVPd5nAI/fEbKAZAEG6guH3j980dt9/fQ3U1zVTXa+pNSyq5TyQDOAC45WScIXpsUetHnUQW7azVXs6vysc17tTP2r2i+11t7T1UdctVhuCmMVwZpozfiNt/pmABckcNO6DqFNn6JF67SAaeE24+2XUc0WURT3JBKvLavlQOcdTtyPRSiWNNP8IgBAxxtj9zLAzKCVM0RAHaib1Nax1kVIIZSh3OtCed+kTRPrfQ4AGPPs6G206VjxulSqclCr6qROxTh2W6Ing4Y77/7krlPNNgf4G2kPWNnw1BAdAAAAAElFTkSuQmCC) 1 3, auto;}
}
div.testarea{
animation:rwdcur245601 0.6s linear infinite forwards;
}
