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7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGG0lEQVRYheWXX2xTVRzHP/f20nWldmOzWpYBg00GYgaICmwBTPxHFkGDiZrgAxH1wTfjiz6oL0ajPppoYkRISERJ1MQhmih/MmUEgjjHNiPuD+u2MrZSWFu67q7t9eH8Dr2txaA+epKTe8+555zf9/f7/v6cC//3ZvyLPRZgynseyP4XAJ5/KryJZt88vPOukTJd8/kya03X+c4NDyyzSXf34Vk9fy9PfuiQy37GWy/fQLjX1U35brt6UdMITaACuAVYANQCVTKe5wJlxRk69hsnj2eYcdOQEy1NwLeFh1ds4vE3fXimx4nYKKrnRJEia2g+/UBwM5vvW0bjNi/+5VNEz3fSeewyl6PABBAH7ChjNgXe9bu2ggn46ln3/hUqNzTSdvdpfnpevmWkF1nMA1QCtc/ywhuraHk3S/XaOQKLQ9y+diPrd0xzeXaSyWuigTbjnGidlac+1ALmL2Hp/Cqq26b4vWOI/gvALJASALlSC/i3sa09TN1z/RjYEhiXMFiAw6M88cIgg3aatNY47eKyNAryQP4Q+w8Bp4GAy0plmweo28qOPVPMCyZLojKDQRCHGa4Eo0THgCngKpAsMb27aX/Ji8bTsicFzFDGBwKV+OqjN0B4DagltBhYBNSgvNuiEBlu7RGhCXl6ZV1Z/jUA7yxz6Qq8/pkyACqAKS55gSDgcwEw5anB6G4LALPkqLI0mED2PN1f1+FglOSLShyqgAEGtANpPi3A30VXUqwSREWSzisaiC1a60irlh4QRTCB1GG+6bhKbPJOHGpwCOAQxqEZhw6+IkFiAIiiHNAUofUibDnQJOMasZIGYsq45lEea29g6RqgAQhrEB5UovGc5fSFHLOhhVSHbqfSnOQ8X3GQIQZ7gTPAr0BEQFQBC3ez+5k97DmFCmUTFWIzFELTAqp28+oPJotebGbNLpOZyYuMp8RKs4YgCYsmdwPrgGWCPA70Az8DvcBEF12/l+MSoJXWTcAQLif04Knbxet/TGAADkEuDR3gg3eAHuCCRcFpJoFIkGBoAQsC44zbWbIx4A9gTMBkWmm9Q0ze1EXX+6207gNiwIgo4xMrAZg5ct4cqaEggWV+oJOj3a51piWmYglLAtt46m0//rpZ8ZhuzvR8y6FBl5K6sKQENCL8soy1s2bd6/fx3kt30fLICMMkSbrX5XUYBR5j54EUFeFhAAxMHJq5pyXBdPoEP8YpJBMd55MiZMQ1TrgA6CyZAiZ66TmGihZb1saBjAX4VrN6eQXe8KAIV9ANRoCNPLDhBD/2iKYxERITzreIsdICMCbvpQDG5OmT+ZQASFuAdRu3NWVcwnWzUSGC4rxPDshq9CLQRyHTae0tCuFoyvxECY1ZwDYBs4++sfnwl0TkR5UxColGZ0KNLyOaa9ObsjYcIrRCgC9GJR/EOglcBc0C8lGisXFGuxtYtCYC5DCoxGEpDp/yMSLEFgA1AsakkOe1Zr422tas5sHvHQzTBI5y8LXf6D+DyiETlBQxj4Co7OXXSC2BhlUsDIdxCAKf8wmjjPaicsFoI43BrWx/uoWW+2dIEyeub1Rzwl9VOzsPXsRbewWTBLCSpRvOcmIIVdeSKP6v3wks0SCeJz90mI69h+lYi0pEAeF6ABi+h/sWbab9lUkMDGA7jc9+z5cfnFPePSBrgxa+pqzLkSvw+4E7xAIRodB2A8iKiSNimhgqM3oF7VUgu4n2dwYwyMnh08AD7HjxHD0p14HeGCPf1dCwNS7ER+hLU+yQRU0nIu3RGdFEVzYbwMC41RDf0C0nuQJYAQzr/V+wf28rW6yVrL//F47Hf+bUBfmmgRbdCdzlU3tmiuJbjd/B8TmAB+c6CAtHn1RNwSnTWbKRTo583smRblREJFDpPCrvRfcC94+Jg3IOGxV9Ga5HIbfMkkiso7nNQZW+ehw+46N0imQ/KkeMiqbXpMdQtA6jClQURecsrmvZzfya+VC1/s4QoYdWsuphG7umj3PpJMkB1OXzJCpSdLLxU6BRh2ppnbhpABbKzPVIFQQWyreLqAg4TyHd2hQcTtN4w3/Im/059aH4vFV6QOZTFNeITNndf9P+BFBQXp/8zcoCAAAAAElFTkSuQmCC) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFwklEQVRYhZ2XXWwUVRTHfzss2+0HdekHtAuUUhYoqLUCgjRC1FASicEHBCMJBuKTiT7oi088+pHwwAMPmmACQkQjiSgPEghqCWQRTQpS+wWlbMsWSrtdtu1+uSwzPtxzO9NlK4snuZmZO3fO+d9z/uecOy4KEzfgBcqAcqBE5pPABBAH0kC2QH3TFD9ODDFetZu9H1ZQ9z5Y3KLj+1OcPAncAcJAVEAYgEd0uwETyDiG6VQ+qwAARUDFe3x0rIj5O4cwXOMYrgXMf2Yp9c//zdUBUfxADJb78TesYc3GFClfgoT2mCH6TODhk3jAs5KVDSWUb+rBBbgAGAAaqQ+UUbYhTjwNmDXUsJ1d+32Ur0sBLbzMGPcHT3DsQJRoDxACRlBhy2r3PhbAMpatjcOUceQ+AfjxrwaWAPXb2X3YpHzdX7joxeAaLmBu3du8+wmwFqgHfKgQUSgA4xrXQqUAWI5pi1LgNrc9QEWAwLNllDYM4sISoBYuwrgoprQkQKAVCABVKE7lBeBBxatckPoAb4hQLMq9njosZmPhwWIxFjfoJEUqBpiLWNTwqJfUcxyopLIRWAxUCAAjF4BXDPtrqW0ClovLqgCO8MXBG1xqrxfjf3KaU5zoB3qAe+OMRz3kFw8QI6Y35kVxzwCbhB7A9xbv7Kmh4bMsKj1+4KuPw4T7UXk+co4z357jzFVgIYrNYaAbGO6iK7KFbczBYtLhhVIJVYjQBHatMGVMpWFxM82rnmbDNzdxEcMgDrzI6tbLtF0HJlF5PgLcBQaB60AX0AuMZMmmxxmbWM/KF4qwmA1UYuEHjnOYMcauAFfku2EgBVhTHljG8k33HWn2ABcWFgbGKhPzruw2gkolnddpVDU0gUwHHb+FCPEczVuqqV3YTcjTSWcsQaIHaAf6REdae0ADcN+kb3A9q4gKABcWBmBilkuIMuKFeG4cRVkUCE0yef4iF+6hCFcm6wdk532yLqNDpAGY7bSHGllzdTELmpO48GHxI1/HREFSPko6dlwSJDjWQstSeZeVECVll105wIdlfiIfgAwwcZxD+6upbq2ksqmffjNDZkQUDQsQ3RcqkOxAZYtuShMOL+mkMB2hSjuN5wKIAH2jjDLKaKcYmkARLiRKTVT8qwC/fBuQdSPyXndHzXYtpmNMic4XA7sAVcjVLYhjODpdkOA4M0gLLRuBfgExrT3vYt/rIS6cDdI2DZizbOmer4chnkljs7ZEAC4HAkGCB1toOSLeG0CR7Dp2GDQAwzGmeSJfN3Sj4qcZ7oxZVsDEZZeI8TH++2CSLxRTxjRCbzXVNVvZsa+IuVv7af/yHKfPo2KrSagB6JgjO9fPudUuH4i8HPAAFXv44GCSqjdVm4WfOfT5EOHLKLeGsU88Ogt8qLAkUVyJoNyfzeOFvOIMgbeIudtGBdN9LBpp2jxEeEg84MYOhyZlBMUXzROdagWL4bi679J7dB4WRVjMx+ISbXewq56z8mWxcz8q12TOrp3Em1F0MzKA4l46IymG409B2U8c/SNBIoyK8ZDsNinrNZEeYlfBrDxrEhejwuMWOxaP8mIKgEvujTEikzfo6suQGRLjt1An30lRMgt1UHXLsyXG9XHJ8wqv1W1gx4FS3DeHCGnQD8nDC80B7dJhub8j75IoF8cEfZnsSh+pdErqXgHgrmXp5hTenQtY0Q9th2V+WgnW4ixE+jzvxa4DOu2ygPdlWlcv4aVfAIJ8t7eXbt3bRwQIAtK3kVebLvDrMHba6jFNnP8F2pVp1GEhIdd/5H3JJt74NIJ3RRLwM6eqmytdjrVp0eEGZg1yK4bNkZS8f5ALYCaG5msc7g4uHpsHVAOXOPu77FZniRYdTl0tH+kLTsk9ws4kuvjUy6iR+WFU8xlEccWUtTplnbU/X3Us6M8I7J4eQxFUMzsmY+qIhf0vWJAU6gFQxCwkC55IngQA2K51pq927/+SfwGcZT66aHq/yAAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur78295 1.8666666666667s linear infinite forwards;
}
