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4%,7.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIDklEQVRYheWWa3BU5RnHfyd7SzbZbMJudrOb2yYBciMJCSaSIDHQImJEqbVYrUpt62UcO9rRtqP0Qm0747SdivYyjtVUtAJKBxQFRyFYFTBXCCQYSEjIPZvsns1m3ew9+/aDmBETUGbop/4/Pue8/+d33ud9n/PAFZBCoRDlFRVCq9WKK+F32bKmp4vX9+0TxUuXXjZAzJUASDYacXk8DA8OXvbaKwJgMJkYGh5m0uWSvvzMaDQKhULxvy1NssEgchbnzUmi0+nEzl27xObNm68sRExMjFBrYoVKrb6k6fcfekj0yLJw+/2iqqpq3neVXzdpisUiipZdxeLiUkzWNOLiE0AIplyysA8N0NF4lOPNzbMlMKeliWvWrqN/zM7Wl1+mqalpXt85Nfuy4nU6serG9ay8vo7UzCyiQuCWZfw+HwqVCrM1nUybDb1C8MFbe9n2/HOcaG+XAL6x/iZhMJnY9c96RDQ6b65LAuQWFIgNd99DYfkyPO4pjn98hM6WZob6evFPexGAwWwhp6iEZTWrWbVmLfE+F3/+/ZO8tXfvV37cJQEWFRaJTQ8/gtWWQ0drK2/v+Bc9nR1SjEIp0vNKMKTloNHqEDNhxvtOMNrbQ+WaOu758WMsyzbzi8ce4e15IPKXLBH20VHc52/MvAApqaniJ1t+S1Z+AUcPNfDq357FLcvSovJqUbbmVix5lcgT44QCIbLyC1leYWHk0Ns898zTKBKNPPGHZ0mLDbNp462c6+uTABYVLRG169Zx88bvUL91K7u3b5fgIn3g1rvupnLlSgZ7e9nzUj1uWZYqr9sgbrj3Cfz+MAe2Pc3hPa/Qdmg/+//xFM//6ufk2LJ5ads2EpWCp3+3Bbc2lVvu2jTrecPG21h/+x1odYmUV1XNxucAFJSUiO/96F6CoTDvvL6T0cEBSpbXiLp7HqbzaAOfNB9lQeE6rMu+jXHRCvKvvY3ErFr+8vd63mg4xv2P/pqBk03s+fcb2K6+DmNqqgDo6+oiGIoQCIZIz84hQacTMM81vHH9ejLS0/h452s0vt8AIN3ygweFfaAf58gw+dfeTvu7LzMzo0RnsOLvk5mcDPDAfXfzxp4djCoeJL92A580fUjV2pvILS7Had9P96lOmv7zPmMD/ZzrPo1vepo5AAqFQqyorsYpu2g7cphQKCSVV68UZVU1bH3yl1x78yY+emc3CXorPn+QyZEutOlmctL1HHj/XdLLVtDUsJ+FZSvp2/0ULpeHZHM6AGc6TkpnHv/ZnHJfUAKL1UpRYSHhcIT+nm4A8grycbucqNUqFhfkEvI4Sc/Kxm8/iaVkA+6QgcmQhhNNrUy4TXjsfRBnISpimPZ60eqT5jtms7pgB4zGFFJNJlwjY0xNTgJgSDGilMJo1ComHaMoFRD0OdHqkgkHvKjjDXgmzxAOBvHIMiI6Q2D6U0AQnZnB6/7MJ04bL66qqUGpVEI0Ssvhj/B6PNIFACqNmrBCiVKlno3ZxxwoFWoC0z7Gxj/F5ZIhPgPnaA8aXxiVWsOMbwKjbRnR6WH0loX4nf0kGc3ExWsZO3cWgHRbFj989KfEaePwumS6TrTj9XguLIHH42FofBx/KIguMRGAro4TOBwTBMNBJkYHUWsTcMt2km2VBKeG8di7iF2wEGtOEZ/aT7J4+TpcZ49gK65EHj7LYHfneYAclCo1khC4HA4mZXnuGXA6HJw5fRq3201qegYAZ7tO0d54GGt2Lt0tB7CVVBN09xOcljEVriFt6QZitXEMdR4ko/x6mOomGnBQumIVPS0fMOV0SAAFZWWAACHoPnWKYCAwtxHJDofU1tyE2+Uir7gEgKDfJ318YB8mswl9UjyjZ1ooqLmJVJsNAkNEA8Nok/UUr70L1YyH/mPvUVV3GwHnAI37d816Hzl4gEN738Rpt9PR1jobn9OKv1lXJ751552oY7W88Kc/0nTksCRJkqhcvZbia1bTe6oDx7hMjCaRhJQMpBglPpedaNCDJlZJ2ao6kuJV7Kt/hs7WRgnAmpklxoYGEUJgsliYmpyc3QHFlwE8U1NbMm3ZqDQaUsypdB5r2xIIBKSxwXNbZsIh8ssqsGRlE/F7CLhHUcx4STboyS0uY0nFcrwTA7y3/Xm6jrdKAFfXrhYPPL6ZBSlGXI4J7MPD0kwk8puL7gBAdW2tuGbNGpKMJrraWtlR/yKRSEQCSM20ieyCIswZNnTJRhQqDZFQENk+gn2gl9Ntzfh90xJAeVW12Hjv/RjNZhQxcGD3bna++ALRL8wG805Ex5ubMVms5ORHWFJRwR0xMezb9bqQZVmyD/ZL9sF+lGq1iNclIoQgFAgQOJ/0c1WsrBHfve8BdHo9RCOMD41wpOHgBckvCuD3+aTDDQeFSvNZP1hcuhRLRgYfvveuONbYSDAYlCKhkDQlO+esLSpdKpJTUghHwsTGxRKNhHGMjfJa/YsMnP81f1GXnFrMVquoqq1lYUEBiQsMJOr1jPb3c66nm5H+frweD6FQmMQkPSaLley8fPJKS4nMRHnlr8+QlZNLUUkJb25/lZPHj1/+SAag0+tFWWUlBaWlaBMSUKrUaOLi0MYnoFKpUKrVqDVqQqEQQggkIBqJ0NXezps7thONRpEdjovm+VpzG0BaZqZYVFBAVm4uSQYDMQoFSqUKbUICUowEQoAAt8tFX/cZTrS0MNDb+5X+Xxvgc+kSE4XRZMJoNhOn1aKJjSUUCuHzenE5ZcbHRvF6PJft+/+r/wLpbntdhHwBtQAAAABJRU5ErkJggg==) 15 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMUlEQVRYhe2Wa1DU1xnGf/+9XxBYWK6rICqsAi4YL8QLCpgquWlIk2piZ5rEpm2cZKaTmOlMJ+108qFpZhKbSdJJYtPcG50xjbekCHhDQuQiqAgitwIryy4su1z3xi57+kElIRqt7ZfOtM/H/3n/53ne93nPeQ/8H//rkG4nOMpgEHGJiRgTk9BFRBDw+RhxubBZexlxuW5rr9sSkJm7RCzPzyfzjjuITzKh0euRyeQoVUpkMhkuh4PWs43UHi2n6uTJ2xJy0+AEk0lsfKCENRs2otbpCAtwO4dwDtjxe31o9XoMxjgSTLMxxhmZn2Dk73v38OrLL2Oz2f4lId8blJGVJX70xHYWZGWDTE5zQwP1VZW0NDQwNOCY8Z/ZkiNyV61h09ZHKFi5guZTlex87jkuNDX9W7aQnpkpXnr7HfFReYV4fe8+cc/DW4RaoxHX1jU6vUiely5SzdkizpQi5AqFAESaeZH43Ztvi06nW5SWV4g5KSniJjQ3rkCUwSCef/FFMiw5DLtHeO+1XdRWXvHVmJgslhQWY16WT3xqBmrdLMLBScYcXXTXHuPLz/YSBn7yy+d57MknqTr4Gc89/fR1HMvy8oRzcJDe7m5J8d3Fh7ZtI2/tOsY9Xg799eNp8kVL88SGbU+iMyRxoeYr6k8cI+DzodJFsCA3jy3PvsTdGzbw21/tZO/bbzJn/nzu2/IIPzh8WFSUlUkymUysKiykqLiYFStW8KdXXqG3uxvZt8lT580Tjzz2ODK5nLrKk5Qd2H/Fkuwc8cNfPItnwk/Zng9wDgdJWPIgC9b/jNTl9zNq7WDXb3biViby1AsvMRXw88Wnn+D0BFi/ueSKbVotOcuX03bxIjt37KD08GEJYEYF7t20icUWCxfbOzjx5ReEQiFJrdGKksd/jmfCy/nT1aTlPYCzv4+m8g+Z9AdQayNYv7GYEnM0u995jQefeoEtj2/nk3d3U1NVjXlZHvFJSWLQbpd279olgpOTMyyZroAkSeKuwkK0kkRH8wXO1tUBsKpoPWs23s+F2q9ZmFeMtfk0HXXHUMdaiF1QSNLcLHrOH6elvZfCu9ZQfmgP8zc8BJKM1rNnUegjMc1NA+C75DMEJJtM5OTk4pkK0dnWxuTV4Pyi9Qw57ERGRpOQZMLZ3Upi+kr6G/dha9iHramMWFMqFccruUwG/T09DE+lEJeawaC9H59/ErVW913eaUxbYIyLI9oQjWNkFJvVOh2wYP48WpubmJ8+F6+rC/Pi5fT1tKCLiMGYVYJOK1F5ohS5SkvbRTveiSAulx+lPobgZJDJyRBT4fCtBURGRqJSqxl3uvBMjAOgVCpFWK7C5XIRE2MkMDqCblY0Qa8btVqFf2KISb+a2WlpOKw9yOU6RFgQmhIEvB60kRn4AwE841f2mz13rjClpDIZ8OObmKC9tfUbAV6fD08wiECguVqyYDAoORwOEWUw0HmpHY1hNs31xxCqeFzd1ai9AbT6WWiilegjoohUeXGqlHiHBxi2dRL3QAnOfht2aw8A6zYWs3nbj1ErZFg7Ovj1M8980wPDbjeOwUGUCgUJJtN0iRprakhMSsZm7SYo1zExPkwIFfp4Mx5XD+6+VsZ8SpYW3IO18W+kLr2Xyw2lxCYmk5aZQ2fTWYadTgnAOTDAhYYzuIeG6L98mfGxsW8uIrvNRkP9GcwWC/PNC4mMjBRjY2NS/VeVmJfeiTZCS1vdUVIs+XTVH0WmiSch+z4QoJQCfF36KVHz1qDXSDRV7mFtyTbUKgX1x45MJ1N+YL9UcfCAiE9KQqlQzDwFPp9POlNbg72vj+SUOWTlLgGgu/2SVF1RSkbucqb8bsadvaSv2kSEIRK/u43ASCdhpZLUVduYPTuBltLXybyzgJz89dQe2U9zfc2MoyeEkAb6+6U+q/X6i+h0VRWLcnJQ6SNYVVRE/dfVIhQKSXXHy1DpIshZXcC5quNcPldOZPJCopPXEA4LpgIT9Dfuxz/aT/odq1l192a6z5ykfO8HAGh1OuHzem84GWd81Gi14tHt20nPziY2IZHPP/yAIwcOSABRsUZhWV1EatZShhwO7N0dTIyNMhUKoY8ykDDXzJyMbOLjDHTWn+DI3vfxeSaIS0jk0ad2YL9s5eihg7iv9sMNBQCYs7PF5q1bMcTFo9Zo2feXdzl9qlICkCsUIi3TQsrCHOJT01FpI5iaEkgyiaDfi7vvH/RebKT9/Jkrog0GsW3H0yzLz0cmwvS0XeL9N96gt6trmve6adje0kLtqVPkrV3HrJhYHn5iO5HR0aLs0EFpKhSSOpsa6bxwVkQb44mIMiBJMoKTfsbcLrzjozMSUqrUKFQqwqEQiDCugQEG7fbvt+DbVhQWF7MwJ5eoWCMxRiOtjQ18+ufdjI6M3PSVk5icLGZFG+i42CIBxCcli60/3Y5SLufjt95icGDg5hZcg06vFysLCli8dBn66GjsfTYavqpidVERvZ2d2K1WfB4Pl3t7mJiYkFYWFIqMxRYW5uYSCEyy+w+/p9/aKwHEGI1CAlxDQ9fxXWfBNXg9HulURYUYdrmwLFtGfXU1aRlmktPmMSfDjEqpQqVU8t4fX+VcXa1Ykr+WjKxswlNTqFRK7ixYx+cffQSA+wbEtxQAV8ZnY00NPZ2dIhgMsshiwWnrQ6FSodJoUChVhBEIISRrR7tINpkQ4SlcAw7GR0ZRazQi4Pff1LKbCriGaxkcPXRIJM6eQ4IpmZi4ONRqDd6rg+bS+XP4vR4GbDZ6u7oYu0Wv/MeQJEkoFAohk8tv+fL9r8Y/Aa/NfJVXI4p1AAAAAElFTkSuQmCC) 15 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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}
div.testarea{
animation:rwdcur252647 1.25s linear infinite forwards;
}
