@keyframes rwdcur175515 {
0%,2.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWklEQVRYhe2Xz0tjVxTHP8l7Pp8hSDUxYpQJFCcrQRh/IBLaM1DrUKZDZXbdFepqKNOF7azmD2idTenCRYVuuxqFaZlQi70NkzCLEHEntlujxvqDtzDxJe+9LoxBZ+I4Rqub+W4enB/3fDj33Mu7cAEppS6SDoCvwcK3KpXKTz6f75bneTld1ydFJHclAEqpiG3bm5VKhbW1Nbq7u9F1HcMwOkWkcN71/OdNAO4YhkE6nSaXy5FOpzEMA+DjOrDhs7bpjQBKqXAdcwlA0zQAdF0/stvH8j5ZXFz8G9gql8tlpdR3p4Ho9YxKqTuWZT33PI9kMpkxTfO+iGxU3X8Ui0USiQSFQoFIJML+/j6BQOD3au6o4zi/AWxubtLa2qo3NTV9W8199FYdsCzr+d7eHqlUikqlMgo8OPKJyE5LS8tNwzCehkIh2zCMp4FA4KaI7FVDvtA0jUwmg1KKZDJJsVikXC5/Xa8Lr3VAKRX2PI+lpSU2NjYoFAroun4PeHwM4h/gfj14IA6wtbUFgG3bWJZFZ2enAbQDO2/sgIj8e3Bw8HJgYIChoSFisRimaU6fUqyeUgB9fX0YhkE0GiUcDuO67qqI7LwaXHcGTNOcAB5omvaZpmnTwC/nAPjRdd3P4/H4+/F4HADHcfD7/Q/rBTd0EZ0lpVQE+ApIAKvAzyLy8soA6gDdAD7gsOMvqjN0NQBKqSnXdaf9/sNx8zwPn8/3RES+OQGglNKBe8A+kBSRyyh+F3gGkM/ncRyHnp4efD4fwKSIzNaG0LKsP8vlckLTNJqbm2eByQsTwEOA5eVlVlZWAIjFYoyMjBz5Zv1VUn8gEEhkMhmy2SyO43x5CcWheifk8/maYX19/YTPDyAibqlUejE6Osrg4CCaps1eEsAqQDQarRm6urpO+GpbEAwGbweDwdoMXBLAD8BH/f39dHR01GbgmO/aTsH3IvLoSgCqEDc4vJQMXrkH3unULZifn58ulUpTbW1tH46Pj6f+L4C6PyRKqXbbtqey2Sy7u7t/Nbr4zMzM0sLCwnvnBhCRHdd1GR4exjTNJ40C9Pb23h4bG9s7O/IUKaXaG05+SzV8DOfm5u5ub28/C4VCn05MTPza6DqNvAsAcF23/fj3WnQZb8N3unb9B6QHUN7bGshyAAAAAElFTkSuQmCC) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLElEQVRYhe2VTUhcVxiGnzn3x05HxlGGqtUrYTAKTW115WZqDsXBMKRQuijdleKqyyaL0IKULppCIIsuspSsCqGrUIJcO0y5xUJxIdiK0zaCGrBSpcw4zgxc7niPXUSHSXKleBnNxnd1ON/fe97zne/AS0YkTJDjOAngK8/z3jVN8yfgSynlXphcepgg13WXhBCp3d1duru731RKZYHLYXKdWgHHcd4AVhcWFtje3qavr490Og1wRUpZOG2+MAp4AIZhPE2gN1K4TSQHgG8ODg6u6bq+DHwrpfwhKFmgAo7jXHJd957v+9loNHpbCDEjpVTH9lwutyCESJdKJTo7O1FK/ZLJZN45in3N87y/TNNMlMtlYrEYmqYRiUTek1I+er6WCCLguu69/f397OrqKvV6/Qsg22w3DCOjadqtZDL5UNO0W4ZhZJrM75ummVhaWsK2bWzbxvd9gM+CagVege/72Y2NDTY3N7Esi97e3qtAg72U0gXuBMUCwwA7OzsA1Go1arUasVjsrSDnQAWi0ejt0dFRJiYm6OnpAbh/QrEg/AwwMjJCPB5ncHCQjo4OdF3/Mcg5UAEhxExbW9uvRye/f8rufgQ8sCzrI8uyAPA8r2ia5udBzqEG0f/BcRwBXAeuAn8AD6WU/54bgRMIDQEmUJBSHhzbAnugxcXTSqknPFXiN6XUjuM414/tkeecLwGelHK7RcUH6vX6E8MwKBaLKKVIJpMopRBCvC2l/L2hgG3bNyqVyka1Wv07n89/0AoCwKeGYbC2tkYulyOfz7OysoIQAo7mQoNApVK5u7i4yPLyMnt7e1+3iMAQwNbWVmOjaT30DIF4PH5zfHycsbExEonETIsIPAbo7+9vbDStH8OLPZAC3LPogVKphO/7L/TAmT/Do1fwnRBiAEApVRRCfHz8MZ33HNCBP5vnwAVOvIK5ubnJarV6s6ur65PJycl/zorAiaO4XC7nCoXCtWKxeJqv+BnMzs5+GJqApmkPhoeHaW9vvxuWwPT09PdhY88NoZ/h/Pz86+vr6yupVOrK1NRU6B4J/R37vv/K4eFhl+/7r4bNcYELAPwHB3U3nY9FTpcAAAAASUVORK5CYII=) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2W32ubVRjHP3nPm7dpm9JmskJTE8taB2q0CrILu4sjgjKQMbBXDnH4g2ntpWN/gsi82YW7GfZCdiPOonS9aAvdA4rgGDjoRbORFtOUVvojhHSEJH1z4kXTksUEm6SpIH6vXs7zPO/3e57znC8H/mV4Gi0UkdPABeBHrfWjRv9jNUj+EfAwk8l8CTwUkQ+OVUA6nb65uLjI1NQU0WiUdDp9s1EBdiNFlmUlHcc54fF48Hq9WJaVrMwRkVHgDWARuKW1/ltOTQEiYgGj2Wz2nM/nu661flAe9/v9l9vb278fGBgAQCn1aUX918CY67rYtk0ul7sqIi9WE1HrCEZ3dna+W15evpTP538XEX95UGt9Wyl1Uin1nlLqpNb6dhl5EBiLxWJMTk4iIrS1tQWBdw/dgWw2ey6RSLCwsEAoFMJxnJeAXytEbAG3qpSfBlhfX6dYLLKxsUGhUEAp9dyhBfh8vutDQ0OXQqEQrutSSf4PuOe6LpFIBIC+vj6UUgB3qyXX9IFS218GftFa18EPIvKm67oztn2wvxta68/qEtAsRMQHnAEeaa3/bBVP02hZB/YhIjbwhTHmAuCzLOsOcEVr/RgadMI68QPwuTFmyHXdp4FPgBkRcaDsFojIqc3NzaVisUhvb+9TtZyrHojI88D5ra0tRARjDCMjI/T3978GnAXmDzqQyWQ+XFpaYm1tjUKh8Haz5CW8CpBIJCgUChSLRVZWVp6IHQjo6Oj4ZnBwkGAwiFLqzhEJuA8QCoVQSuHxeAiHw0/EjmMIfwLOu66LMQbHcWDP2F7XWuePYwjfAb6yLCtm2/YqcAN4S2udh9Ya0QkgAqxqrZdr5R25gJIDXgPGy5bvARe11rHK/FYcwTVg3BhDMpkkl8vBniXPiEjHoQWIiH92dvZsPcylto8bY5ifn2dubo7p6WlSqRTAKaq8CWoKiMfjd6PR6M91iogApFIptre3Adjd3SUej+/HXzm0gK6urivd3d33Hcd5UCunClYBOjs78Xq9B4uBQGD/M15Z0Ioh/A04k0qliMfjBAIBwuHw/qvo2cpBbGoIJyYmxqosXwT+6OnpYXh4uJz8/SO/BcaYZyrXSiQvAB+zZzpXSzv/thmu//HfxV+c60mEtj5YigAAAABJRU5ErkJggg==) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADUklEQVRYhe2Xz2tjVRTHP+/dkKTJFKzUpq+JqXUxDFREwc1oW47iQmE2M4PiQnQtODCui//ADPiDcWNXXbgSodC6GNCSg8hQiKWC8FAQtCFpAzMaSSSZTHPfczEvQ1uSShKVin6X955zvt97znnn3Qv/dTjDOqrqw51O50IsFvtcRH4dNk5sWMdKpfLL/v4+nufBCAdxh3Z03d/GxsZwXXfo08MIGfA8L+N53gLwda99Vc1Za98wxnwlIj1t4ITUra+vn6vX68u5XO5NEQkGEaeqsWazeVAul8lms6TT6edE5FYv274lqNfr7zYajdeB3CDkEfIAOzs7VCoVrLVL/Qz7ZkBVXSAvIj8PIYC1tbXvksnkE2EYkkqlHhWR8jBxRoKqPhYd5H+cXgw9wQaBqi60Wq3rQRA8lE6n3xGRm/+YAFVNttvtVrVa5eDggLm5OYwxj4jIHTg2B1ZWVl5bXV2Vv1jDQjwep1gssr29jbUW4KXu5unKwN8BEbmbSCQWp6ambnme5xtjXu6SnwqcNIrPADPAj4P+jEYSoKqTwMdhGF5yHIcgCO65rrsMvDeIEFUFOAuURORuP7sjPRDN7Q3gkrWWer2O4zhx4DpwdQDyp5rNZgj8YK1tqWpf3yMZUNULwEaj0WBzc5N2u8309DRLS0uEYXjPdd2xP8uCqtJsNsNOp4Pv+3iex+zsLMB5Edk6MQPAkwClUol2uw1AtVql0Wjgum4cePwQ0aSqvhiV7DDOplIpfN9nd3eXYrFIGIYAL/QSfFxAGWBiYuLBQiKRIJVKdYPsReQfAreBL4DbqnrjUIyStRbP8zDGkM1mcRwH4PteAo6XYNJa+5Mx5sze3h61Wo18Ps/4+DjAZyLyiqq+Ddyo1WqUy2VyuVxX8BUR+SiKcxV4PwxDHMeh0+lsxWKx53s145EMiMgdY8xFa+3vMzMzzM/Pd8m3gLcis8tBEFAoFPB9n0KhQBAEABcPxfkAOO84zjJwuR859LgVi8iXqjrH/XmdB74Fbh5qvngYhl1SgiDolid5LM5WJPxE9LyWR6Pykz4+G8aYZxcXFymVSuTzeYwxcP/zHRjDvAuuAU9nMplXM5lMd+3TaH1gjPI2PAc8A3wjIj07/F+BPwCK8mrFiTksGAAAAABJRU5ErkJggg==) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIElEQVRYhe2XwWsbVxDGf/sspNUi5yCwsU1sWpPikF5E8SktZrD/gZrYl9IeCqXH3NqS9lRKKW1PufpkKI0PTQOx0a2ICZS6lk0IhtilLSLIBRsfdLCEdrHktz1EGxxHUqwNKIXmOy1vZr759u3szHvwf4cTN1BVk9baq8aY30TkOC5PIm7g/v7+w8PDw0vDw8N/A2/E5TFxAx3HOXRdl4GBgYO4HC8MVb3cxZZR1fdV9VI3jo47kM/nh1dWVj7vFiwif3SyVSqVaqlU+sH3/b9UdbJnAUdHRx/VarWvVdXrJqIdVDXjeR5bW1scHBwAXO3k2/UvUNWMiNR6FQCwurr6YzKZfK9er5PNZgfj8rwQVDXT96Sv0Ctit+JeoKqXj4+PvwjD8EIqlfpSRO73TYCqUq1Ww2q1SqPRYGRkhFQqlYrmx1N9YGlpaXp5eblj04iJK4ODgxSLRTY2NkgkEgDvRMaXvgP9rIEbrRr46nQN/LfRj072zCdQVRf4xlr7sTHGAx4Bn4jI7V7JVfWCiBz1KuAnYMFaSxAEeN6TYbh4XhGqejEIgnuu6076vk86nb4mInfa+ZozgTlgoV6vk8/nWVtbY319PTJ/f57kAEEQ3Ds5OZnc3NykUqlgrf2505ng7HkgB7C3t0e9XgegXC5Hz6+drglVTajqFVV96lypqhnXdSd3dnYolUoUi0WMMQAz5xHwD0A2m32y4Hkerutira1HM11VrzebzQbwsNlsNlT1euQvIjXf9xkbGyOZTDI+Ph6Z/jyPgF+B0tDQELOzs+RyOebm5jDGYIxZaiV/F7jp+z67u7v4vg9ws7UOQDqdvjY6Osr8/DzT09NYa28Bvz9XgIgEwHwkYmpqKirC28CNlttiGIYUCgW2t7cpFAqEYQiweIrnjjHmdeBD4G1jzAciYtsJeOZeICLbqvomj/v1ReCBiDw45ZIEsPYxn7WWMAxxHCd5hucRsNwuaVcBreAA+KVDzF3HcRZmZmYol8tMTExERXb3ecnaIdYsUNVvwzD81HGc6O2/E5HP+iagJSILvAXcF5FKXJ6Xjn8BceVhyXVRH3MAAAAASUVORK5CYII=) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/ElEQVRYhe2WwWtjVRTGf733vbzmEcMr6CIl0KIjlIgbV7MY5O4cKIRSQVDciLgZR/wDxKW4FJlVdwPThbYlq1aREjjERUvKuKh2KM0olhaCIG19bdLGvHfrYpoSh6S2CRMpzLe5cM+53/nuuYd7DjxHHxCRdL8cqteDc3NzX1Yqlb/m5+e/+F8EaK2rjuOglPqjHwF9QUQuvICI5EQkcZHP0EXkYRjm8vn8L72IKxQK3zcajdvJZJIgCFxjTNTJr+sNDg4Ocjs7Oz/3EhxAKXV7dXWVk5MTgBvd/LpmoF8sLS2932w2H1hrv5uenp58VnGe4/rjmRVhO0TEB96z1vpKqfvGmLBlcwYh4Ojo6IdGo3EriiI8z/sceKll+9c/MDMzMzw7O9vz99wJIqKGh4dvra2tsbKyQhAEL4pI0LIP5AkWFxd/bMvAn1NTU+cZGMgTpFKpt1Kp1HkNDCLm9UHHGhCRKeBTIAv8BHxmjHk8EAEiche4B2CtRSlFFEU4jvPqZUWIiGOt/bpWq93xPK+USCQ+7HZWPXUwEUXRvWazyfLyMgsLC6yvr+M4DsClRy9r7VdRFN3Z3t7m8PDwzXq9Xuk2vDy9OeE4DtVqlb29PU5PT9nc3CSOY4A3Oty0o4BarXZ3a2uLjY0NyuUyvu8D5C4jYBdgZGQEpZ6YgiBAa31uOwt8s1gsPozj+LRYLD4UkZvtJJ7nlTKZDOl0mvHxcay1AL93EtCpBr4F3gnDkP39fUZHR3FdF+BtY0xBRF5uNpu/xnFMtVolk8mgtcZ13VeMMb+dcdyo1+sV3/dbdfSBMeb+ZTIA8BHwTTqdZmxsjKGhIYBPjDGFM3vedV1KpRLlcplSqdQSmG8RGGMe+76vgdeVUi90Cw4dfsKzTvWuiHwMZB3H2TTG/N3mkgCIoiczZmtt7bfxWOA/B9or9wIRycVxvHF8fMzu7i7ZbJZkMonW+jVjzKOr8l258xljHmmtJ13XDScmJnBdN9RaT/YSvG+0t9Vri38A8YU0jwKr5FcAAAAASUVORK5CYII=) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYUlEQVRYhe2XTWhcVRTHfzN3MhMmnZDEEjLmMZAi0oibFAKhRjgBFybYnYqK6C5bLQE3rqW7tn6sshMiKlQDiRg30YOT1pBAKzVmIWqTMMmYUDKQwKMz8+57LjJTJtOZdPLR6qL/zYN7zjv//z3345wLT/AfI1RrUFVPAyOAA9wGvhcRv9pvfHz8jdHR0a+OIyBcg/wla+0d4HPgI2AauF4StQ/RaPSf45BDVQZU9bS19o4x5tTGxga5XI5UKkUikQC4JiKvHZewGtUZGCmTp9NplpaWmJ2dxfM8giB4VVXjjQZW1fDExMQXU1NTZw8jwAHI5XL3B/L5PK7rEgqFAJ5uVACQ2t3dfWtnZ+fDwwi4DZBKpYjFYgB0dXWRSCTwfb8A/N0ou4is9Pb29jiO8+5BftV7IAxcBwY8z8N1XRKJRHn2YyJyuVEBjWJfBkpH7QJwzRhDa2srQRAUgDHg6kmTQ517AEBVT7G35n/WugNOVEAp9R+wN/sC8I2IfPaoSCtRXoIvgUvW2vO+7wvwqap+/DgEhFT1OeD3zc1N0uk04XCYoaEh2tvbAZ4Ske3jkqhqNJvNbvq+39bd3b0vZhg4B7C2toa1lmKxSCaTKdvPHZe8hMHt7e22bDaL53mvVBrCwE3YO/vGGJqamnAcp2y/eUIC5jo6OraTySSRSOS7SkN5E34NvG6tJRQKEQ6HAT4RkfdOSEBdRErfN4FbxpgLwD1g8nGdgv8vVLVZVZ991Dz1OqL3rbVXjDG4rks8Hu8TkV8PG1xVzwArB92ktTqi88CVTCbD/Pw8paJ067Dkk5OTv7mu+5frulZVnXp+DwgAJAgCFhYWWF1dZXl5mXg8jqo+0yi5qp6JxWLPT09Pk8lksNa+U883UmPsj1AohOM4rK+vk0wmsdZijMlUOqlqMzAIzInIvaoYKwB9fX04joMxRusJeGAPqGqz53k/RSKRgSAIyr3ARRG5WuEzmM/n09FolEKhQCwWe1FE5qriONbat40xP4vIjYYFVMxuBDgL/Cgi85X2mZmZX7a2tgYWFxfp7++ns7PzxvDw8Av1SA5CrSWglNJv6/3k+35bsVi8Xzt83287CnldAQ9DS0vLxZ6enply/TDGjB1VQN2O6GEoPVReBn4QkbtHjfME/wIb4VsmN7M90wAAAABJRU5ErkJggg==) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur175515 2s linear infinite forwards;
}
