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3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 13 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE50lEQVRYhe2Va2xURRTH//cxs3ffD7oFtku7bUrLo5SCjTHlZQgS/GCMxBAiRA1EDGowftBEo/GDQQmGqImJMSFIJEJAIWkVA/iqCEVKpVBEYHeBvli2++pu2d27e+/ce/1QU+TRUhLiF/v/NnPOnPObM2dmgAlN6P8u7l4OLS3Ntq4zXQ2rVj3NQuHLgZqammBlZSAiEhpNp5JNhmHkY/GELxCoKAiC8LNI6IMDYKoi7t+88aMGoeWVrOoGb0TRlZmnB558u/XU4b38TOPUYp+D8ryRgNa4Ral/7KlakdDu+wEQxzLu3r1ng33GUlHp7YFk/AGPWUed7yR//NAzS9f7C2BMw5WkCaXucmQcJR3xeCLGVEUUCWXjBeBHM7z+xpueS8HwuzlFW3f6ygAckgavTQYHFdPcBdhpHm5LEdO9ClojfoSuJcp37dr168BAbP79VGBUgA+3fpCa4i2Z2/vTjkKpFMcUe3HERngdBggAwCEV4NXP4szJY/7FixalM4Opce9+TAAASHSff2/N7POOqa4iONyMq+sCOGgj4zJHDms9+xCL9LXPmlN/+oEAXA6FpERPaHUkrYPwt7lxFPo/FQAAk6hD1xR8d+CbR5iqWACAqYo0HoBRb8GG9etqVnuaLy2skhGOi6jxygB0GBDQnzGjzMmGq2LouJiwYzArYG/PAsUx5/Ht3f1x12SPRRKI1Ltx7fK+QKC8SyT0x7vlGfUW+Mr8/IE2E/wuDi5zAaHkNKiTV8YSWbV90F3RGPc6806WRLJrZ1VdaT+a4y8iJDmoP9zzksfQEOnNI2Pz4+Mvj0WeW1F1RM5l/zJbbZFxAyxsagp39rYWfM5OySQwmMQc2tJ52OfODrC4q/SaqvN8mV1390owkwLCdAYsFVORYioMGBBMVtgEAkf8N9/0jlefb7v6fpapymaR0Oi/84zaA8tWrGC5SXU7th+3oL3HCqeUQOksa2ltdaGuoucT3h/djcoA4+XZj6LruhPTjBgEaoZgcUK0uMAJwz0yScijJyXAW/vQMgBTxl2BbVs2S16JS8TTDbg+1IGU7EGwtQ03OjRY5AvQhkw4cdANS7IfnUERYT4GeO5sKZWpqPIyBKPhLDA/OC6AH44crpePfv7tUuuhcqmxiJxiwfHLPJ6oPgsbkZFTKKy0iM6+QygoDJuWFHDwaje+MjTonHBLrKIh4kqCgOH36mh0SSOAo3cF2PnWy58lL56gGjic3vdp06Z5v5QTfvjxsdI8ls+8uajABGRkCqeJ4WyfAxpzYehGH3SbDtwGkFEEZGSCRu4L19d7SvZvWzm/paRusb7mna2viYRmRwCmmo1nHS7VAgDJbAjf/+lEuYfARoGhIoe5ZQWci5jQ4M/BKekIDhHYTQyGYkcqLULSs7BGz0H21gIChaYxyKk+VMvt6JZdEHlA7N9XUukS1lmJkhcJfWHUI5hkIUDRg96IB6puQNF0dISLMIsmXB/MQDc0CERAPE3hMRMABkSew8ODe3AhuwA5zQBhMqrEBCab+sGBIDrghZncmWvM35DjACpwoIIAG7UAAFjBAwOAXgRcIgAYI/4+cxY+HB6OahojLs+LTFWoSKgyAuCoqstyPB8bC2gsKfksYBi3zAmEQqB3kjiq630AHAASI5NMVcb8mB6k/stcE5rQhO6pvwG+ZP1BnkIl1AAAAABJRU5ErkJggg==) 13 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 13 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFL0lEQVRYhe2VWWxUZRiGn//MWWZpp9N2Ol1oS2mh1IAVtWpA2WQRpCjxQiVeqIQYoxcCiXu4cblwiRgjajRBuRGUGLWFRowo1oK2AVFbSN0KFmjt0GU6nenMnGV+L9qQgFMtJnpj3+TcfN/J/z7n+/68B6Y0pf+7xESNA582uR976tXQhjvXuN/b9lTJzRs36Zu2bFb2N+1jtOWNxUJaQb+WuDYWXLxz3aZn9gIBoE3V9EsCUCdq9B7+6Nkdy9u2iIEOFt9jEY68wo5tyZ+Kh1qqa7KPkaVLCvySFrlyPrAbmAuEgVOXAuDKVLxvw71Xza5bWF2QDM/H6VZCWRbVBXFCydb8Kwu7CWWZmI5CY2cVxtXre/Y2Nm4uCBUcNgzjSGkof9qGjRsXrFi2LGf16jX9+5r2OX8FkHEFr7z88vZQKLiKjo/L5+ifqTWFCSQKAzEXfreNoZoAHD2Tz9tdN3D/w0+e+uTgt7GO06mKcFxmYSeRio6hYs+bEXj0mUfvfmnSE9i9axenz5ztaW0+eGVx6lD10uokirARSCQSyxG4VQeJBlJS4e3lpx4juv/3slnxUVMvNsMEFQfhyUHmz1QCvd8t3rbOs27FPU8c2PNhw9DFfsrFhTvXr6cgmBe+veyHG+ump3EJGwc3AhtdEZiWAggEDtmGRanfofvIB+W2FHhKL2ekajn9M5biFM1BNXzU5Qy6q7zH6r5r+bIy0wQyXsL29uP1qZGY7lGVcUp77GVXGlu6kChIVKIpFZdiYbhSWCMDeAMlpIUY36sEBOciw/zuUagozg1k8vrTBACSJxry1tdZXBZKMpxwoWABCqOWxumITm+0kLipERl1UZQdZ8N1A1TIfqQQgECOPwDT/RaCFGpWbs2kAcJKGXuP6/j0NIMJnfboalpztjUcnLbj1R9nvtDZs3B388HQi4Mhf5qEpfPW1wUcPduHRCCQ46cIhExzfMCF35AsMN9/cveud0snBTDnmoXfpFIpvLpNRZ5Jmd5KX/+x+rycE/fnKYkaa7h50ZIlqbxwYCVR00tlfoyn53RA2r4AwnZsZt96b1NfzsaubDduw+2ZHEBV5axmM7DkyM62AB29Bln6MGVzi5UiX1KdP/g4gbbt9PcMMSI0tjf7kBKqcnsoObuP5GA3o0O9jJzpYGVpOFK/aslzXf55t56ufW7r2vo10Yu9JozirY8/UhL+uf37NUWtwcqQpHvQzWACZuYnCXhs+uMKJwcMVtQk6AhX2rVb9vd4vd479uz5yN9y6LB+86rl0bW31HcpijIP+EXV9M5MPhkBGhsaapW2NxuXFn1RrruSnIt76Rpwc1VZEk2MEkkY5HhsPv85h5n5FoX+FO2XN/Zcc/2iZaqmd9qWqaianrYtUwduA74F+oEiVdNPZAR454kHXx/o/Fp3EJDtW/DQdUdrXCKZcTp9Ix6EUIjEJW2/BajIFXTry8iaVvODxx8IpWLR/l8P7GoruuLGcsex0tNrr1156uihJl9BcfC3lg87gnMXpe/a+vxmVdNj5wH2P/1APH7yKy9AXzxFVckwhX4TjyqIJG1qSyy+OellQeUIpmNwNqKStByOnyrHrU64yQskx7/YN2Ph6E1bX/PBBEFU6DOIDYeIDEmsNDhScuQXE6+qcS7qGQtlqTEc1wi6J2cOmfc94e8YQFUEY2EoyNLcY0U793w/6J6094UgiqLalqmrmm6eB/BXzo0JRQn/syMvTYHZV5cAfsYu5phsy8yYCf+G/kuvKU1pSn+rPwAqcwR8iUbSiwAAAABJRU5ErkJggg==) 13 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 13 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 13 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 13 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGPUlEQVRYhe2Wa3CU9RXGf+81m70km82G7m6AZBMMAdIYkKRKEDXIJaB12lpGcUDoOG2nHacio0yt1LH0k7WdOp2GsbToTGfUahvrFIJoEpCL0ig0pCluTIiEhCSEzea2Wfa97L79kBITEgplaPuF59N/5v2f8zxzzvM/74H/M4QbmeydP78deO2P+312VZytm8nI/ZV3tRfm53eVlJX99wU88eOXf3bmQuxJLSGLmBrIKrKq4rNbtUU+bcUPnnxi2jjxRgnoNdzFVnpQ9KTI5NgkZigiVoqbHt1179zB2g92/WRLyXRx8o0SICX1YcUVQHNmolsWFmATBPzhRu7x1S2rD9u3AhuuS0BjQ4NYt+etNfNTh8stfWi9IgrhFdtfv23inXQbsT7LAkHAEgQsQMAizYzwaa+N/oTt+HS5pwjYWVVVfK6ry1sstj/sGj3o6fdvbn+/5h13Sey1x3ziKMFMk8bYA+r+ffsWIcCq1ZUnTEMveP6larMvLmBNsJWFwDznMDPdOq1Wds5VBVT9emda6YXdx0ulM3KWI86QJBDUdhLRXCzOH8CyEhxsc9LpSIvFWj77iySJzaahPwWEHSqDVnyqp8PRKBGXSn6yfuORQwefX7rs7sGJ3yeZsKPjTEl8zsYmRTLNEU1ink8j3xsnyxlDIIEkJLg7/yJKd3VeT9s/bBXLlx8GBoHBJQtzBjBGJ5FbCZ3iBzdG9KxHdV9qu6fxZHPe5QLHBTy97Ud2SRI3f9yrc6rHIQczDUBEwEASxzoKFpKosXjWRR7PfdPz171vPALYgYqi+bfsDva9G9bP/Z1oTwvRzka+4jr94bLy0gWdqYVb2l3f/eX69etOXLEFFXfe4dz//nsH2k+03B706KhSArCwUHCpcWK6iEMdu5vpTKAlREKHflO495ZFa9auXVP9p9/+atOzhb/zikKSA8LTkcIV6zbn5uZ0A4EVD31rFvCyrKhTWjRegdX33de3anVlzfKsz+cEvQZJZCwkAFx2mcGLXwQLJLHJCR64VWCg+fDD57q6ZhTH67c61VE6YyXxhfdv2J2fn3dQkqQQUAj8QVbU0BT2yz3Q8OHRvGOtnXL/iIKZGCMCCxETIykyatiIGi76oiru1ATZ6aOEBwZnf3r43Z8Xe094RjQbrVnrqgLZ2a8AS4CnABNomo58UgsA9r71e176RpKF2aO0XrBRMMNiID6Ls46v9bVmzZSdXt8pvy+z0Kx91isKH9PY5eACkje3a5dXzjBp0DY3rf7OY7uAMNAF1MuKql+JfEoFtv30xeGaUDYtfU6CHp1Qr0qDsj503jurHskiGu5dmhM46c2oXEXTeT8ZDgF/eI+Yn3FKDEWKY76V335OlmVdVtSwrKjDVyOfIuDrD34zdFYuqLXJBrKUZJ7vInNjbxSWLjIfCrpDnq9qzxCuP4AZj9M5nEp1uJJ1i6JENYmR0ucOLSgqapMVtX1iTkPXSkxDD5iGLpqG7v63LQAoKbvjh3Wnh28/d6zJ+fg9ceziCJ0fNRLsP0qKpDPSWsfx+iMsyUsyJ30PFhaNKVu7y++6dwcwidw09MWMPdNTQBFjfpg0iKb9Hf/ihRdnNjb9bcdSqWbTl1wmaXYbBVk6n4VV/C4DT6pJ94gMlsD5YRvztxyr9fv9ANuA5gnVdQOLgbZregWXkGpXfJty2lduKNNYuyDG7HSNobhCeW6MOZlRjITIXK9GqFdhgT/Oyfeq7cA+4FLfTVlR40AEcAJJ09A9pqHPv5xrvAKvPvP9nf2hj9QEAh6fs+LRLzfkCkz2kIWIQJKOiIMMp0BLTwpnIzZ0YSZZ5ZvCsaGB7tQ09wwtOhw+Xfd6g+/WitmJhJHMKS5beeb40RpHlt/bceTtZm/RsuQj21/YIitqdFzA/h3fGx39/LAdoCcWpSR3hEyHhSrG6Y+pFAU0Pmh1UFEwxEDMQTyRpLVXZmgocM1r1aWB7gjeGVu1vcoBV9gH/HYnPecddCTGFouEBZ+0GbhUhTc/saObAhYKoimTbrtGdqY33BUXElEQsMlfhDiVlH+d0rBfirrOfUoQRdk0dFVWVH08RVpeUVQQxb7rS/mfwT33tgCQxtjEHINp6DdsQb0a/pdcN3ETN3FV/BOjtHTwfOeV9wAAAABJRU5ErkJggg==) 13 15, auto;}
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50%,53.233333333333% {cursor:url(data:image/png;base64,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) 13 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 13 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 13 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 13 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 13 15, auto;}
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}
div.testarea{
animation:rwdcur161226 3s linear infinite forwards;
}
