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2.5%,4.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG20lEQVRoge2YW2xT9x3HP+fqWxzbxE5zgQQCBBKCMkALrCtqaUtKt2rdxipeqqlatfWlD9tDNK0vU7WNl7xtKmOTuol2e6Co1dp1Q+Iybhl0oWEtjJBAEggkkDjBcRzHPj7XPRynZBu5SMQBaflKf/nY8vmd3+f8z+92YElLWtKSlvT/LOFhOwA7gUt+yJSCWQpmtAG5agWRVSeId2sYv5vtbHlxnGwFEKFLhoNNfvQv7VznrKrdYtesjZ0oKx1QS7WMv7htQ6n3rj8o7z4vq6vbveIbd629hxma1fIiALSK+ev44fPa57ep7/6kLlS1OZQRleYMUp2B1GnjnIIGweGPy0U+LVIQyNkjh9PX57IuFR6gWQICQBjqPCMp+6rtHV6zwSdFS1OiIEYsWG8g+C1ifQ5lSbhUoXC2yDKOnB56B6yuhw0gAz5gGYixXG6l0tHfcLkjfktcI6SrV0zKkhi2oc5ACLgQ5UmBTsPItp9NvwXm4GzWxcIDYAMmoOePVfB5/6UvM9+tDIv92TDO8QD0KNCgI+xIU+8k2X45qYHn9lzGFyOIbUAD0u4ytHUc3bpnY3zXWH1MPiRr7OmF6mMgOJOwUQfSSNeENAQTcxlfhB1osXEhdMiaXqXtyZd8oW+80luhfq1d5I7l4+DqMH2ZYqxjfuhRsOt1xlbm4tCYmcv6IsRAaz4G0iWIR19Rl9W+5g81ecvHJRqHU4QkgwvlEsduZc1In25WZxXJ9Fl80O78o+1iz3tzWS/wI9SaT59aFOnk9xUl+LplKd5TIhCuhXFoPHOFtoFB/feXVhy56iuS3y4Z2VV1xOHztomB+VyhgDvQKuJmnxKf2PXVsmj1TzPBuoCUHcE00wx4IiTUCIMjN/X3euSPhrK7ztyaWN1lhj6rigXU6P62zKFx2zr3EAGaFSAIlDtOSbjSEw0U+8M1ScUridlhTDNFvzmkncskDsTtHX8FNQeeib4x7Z+D8o2N7TeEX4F+61EAiDqI0YRmp2LYTnGguGpM8Uj2+AUtl765z7R2HABfEjfNZrTcir7um/H34VsdcM6e6yqFjIHp+V+zHDJXk8apdYKjxeTbzw4a6d9iP/sbCCTzfhQBKkhp+E4yf/6cKiSACWSAUcALYDl4uxO5g6qYeh975ydQFMetEWL+v/K08+YFUOB2eioLEc0vL/egEvljExdgauXrRsujAADTIPzcu8NpQIMW80GtL1QlFh9T69ZvD796n0eyZcrhBP9x5x/ceXigHZjq87tllNMvV0V2/WK9Z/WbEUPff3BoYZybj+abRkWgGki6X6fag7EQ4vFXFbVqbybYEJaU4qc8gpDc4n/mwuX0kXk9ww+qWQBaRXcYaZbhdNOurwQ/MBBPjaf23gX8kI551bM/UCKb3kCKBsTsKAnFr4hK0VOqYCcfE8svDGifFRxiBoBWAAV3kvIFOP31fc2hPaZKw/k++WOIhhv502vf9ZT9yBve6hv0RjCNFGI2TkLxKhn9RlN84tSfM9bdkUIDzFQHRNysEQaKnlyt1H05mBFjld4nrq36+48/zV21d6+1Xn+5N+PtGO+F0FrOFK/BSF3DGj2ZGTB738TsnXUUXCjNsAPNElAMlAKx53ac/vbzu7PVZeOisBxnk9YkbbOfKPGUSAaNwxPEUhJ3PcvoN+9k9PTln2E17YeL+mIAzLYDqgthR2tKqZAaDATfJNttv7fSsDmk5ji8zYvgTLClrZOOeK92wkz+EvuFdyBmwh8Ww/9ZAWTAC5PLyoeFsNStQr2O7GRY8zeBPX1wsCbCX7Z6CN2+qX08oO7L8cLbEE7hFqtHAkCGkag96fE7JyUEAajTEYVJao7DSz3w87SgH+gK7EvyzV/f623m1wYshGaqxHnnUWEsdK4+JHdbIfftwRUFag3EpyepUZN8707K3hoYFaEzxQJW2PnqPkHcCu4kFQFKobt+1XP6psFqn1iRcCi57iAEbVhnIIZsqjOKvLlEaRJjPY+PGEc7kilj9neBhQdoFnHzfwQoreTSlh8G7Q23KlU6yxQqElDSb0ORjV1rYHosigdFIez3L++z7We6+7WPgPHFArhfDEy1tSogV0C49hMPIjqHNjvmW5ZsP35R0e0urzZaoSSvx6WBK+etG91DY5f6c1YbcHOxnIf7NnOtMm7vvhKo8fDhi43YpcMoo/34km6WiY5BOAnBURBHgaH8SkHLouT/Kc2UhabepqVyvPhh+70+fmrp+U8NSOG2yybznKIWUjMB6HzRebrjIPec/u+l44LMewxcSN0PwMZ1hvzntDHvi7tsTvtt2moptL//oxkGmtapQJ6uh+bkkpa0pJn1b7VauumEvbRvAAAAAElFTkSuQmCC) 24 24, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6ElEQVRoge2Ya2wU1xXHf3NnZt9e75q1a4OxjTGLgQImpeSJS0uwipK2AilqqqpVVSISVWmVfkCV0k9RpUjRql+aBtIPqRqaSm2kJoREUQmQBoqDscIjoQSwCtjGXtt4We+ul93Z2Xn0w6yDK+EFCbyOVP+lo7kz0px7/vc87j0X5jGPecxjHv/PkOfaANgC5HwgFoEcBWntg4vZvHWz/cRIgqZsjtPl/lYqY2QMQMAFBf62AYwOr7xsyf223Pqwe6BeX1lVd+br1cFoleXZMZJVljRmXfojeWGZxouv7S+vuQIEYqI0jw8+jUpi8Z+lUGeTt6pdNBtFtqbOsbDQzz9dBseXW5yvc7N0UODpxrp0IXcFzLLaKxBCXTLgB0Kwwo2t9WHF2zQ5GBnzNUi6GiI6qrNmIk0hAEdbVAyXDBeN4q8/KuwF88JcE1AAL1ADohaaVMyGc2ifiKwoNg/6F8s5tYboiM7a62n0gM2xZpVzupnv/Tj7ChjD5bRXIgcswAD00tgFXg+2y1AzfWJCDrLPvwQpvJqfDsCWQ1eQMHhTlzVwxyFfVnmlCGhA1pGiFhI996uRJd9OS35FycZJIXjb34QdXsNT/TbfOjTAeZeR/QBX8nbKKxBCB23oKiVyvmqV671tz6nSk4v9He647yukBajZIXKSyYC3joIapnWkwOC14b4j5vI9cHmuCcRKOZBdEG555yePbco//UO329M+olMU1Qx760hLFkz0GpOYxrC/SU4rQc5m+k5csbvfvJ32WSYQK5VPLbK+5q87f7Ql83PtG2HPjZDEiuwk0XiBggjSZ17TszeyB9ASAzcUV9uAu5pLmd6Dpp34x+1mmMUciAnAA9REF5546KXtg8+sF0HP0WSWA0ursLHZZA/QeHZYL+qe/Vgbj0NeJ/2vxrSxfKVljQ/cySyz6IEuFagCGvLF+lDnxqS/Y+loa/OgKSuS4HiDQs/4hPZ2n/T6sPHo++AqgHsS89pp9DOrsa+/DPrVLwOBSNFQIh+cXJZpWJay72uLNy3qN+VTfTntjyf8u4eS330dvCmcMpuDRZexL/0dtp2E49ZcEhCAGwgAgaIhuw+fXhpvaR/PJ/NDjXv2LXi1f2z7H6BqDKfE5h0RaVgZh4DmVLDykGaPQEyUjI8AjUA94PG5NX1huEf5z+j6Hghcw9kjpvJFwdn0coAOu247yywSgJtViEhJPDjGJYBkaWzgEJgSy5Fdtw0fmHUCMI2Ej5srnAU02GXcrXZxtwqm9DzxMO3Hfi9uUZZ3TRmc5H9W/u6Nv0vEBMRc8JSvq8G78+hznnHjsOtZ+4xcoSbJwZ16QAAtN1+nwmKiJhI99LPORyO/7bBCEXHJ9RIp+ZlKkihTRmPCaUa6FDi6QRJtb2FLR+CF647x2doOz76dXZ3K8/nOGr9HyDT226oim5tMt53atM4+tfeAfUeJOAsEYgAqTiflhe7H5NDj35ds46u2mX4PIqFa+cOnf6EEf/kDr8ebrhH0LlJQEdRfsdSPLxQ2vHyg+O7FYcZnm8BMrhY4VSMEBNxK+wpvsF2k1apHuH7kVzBqiQX3PTuoNHi08+fYIl2FTfB+U4De85O5Dw9JLxwZo2wreK8wgwe6ZCAI1AG1G+jb/oB/efOYr0G6IaR1anHyAc3X6o576zFFNe1xjWXZDN2JVO5Pnxi/OX9166vwmV4JAuU84HJIWJEHXdmF30t9jju8mn3BdZ6MqEbJDjGExFu+xVj2KhZ+GteOn5Z+d73w5F6oNeCNSthfloACeOBGjR01Qs3Fy+wYtDHDa3g30EpGEqjZqwxh84aZ0qyCvjthbXsNQhmczaoimCmEXDjxXwvDSwOPX/1mMKqqa5MZ2kaL5NQw/d468nYRJnr1ydzgKzmraw8ErwF52FX+MuceYqZ9QCmJCyaqW0OGcmytzeHNRZoaL7Nj4t98R88RDLRSDEYtMAR8nmEOdthbeCAGzj1OGKiDiyt3tw2u84dlcbTFhem36EhmaBvTyath4v4mJadUbRDGuYcw95+E3OgcE+gSOPU/DNS1hk997fnOoVXRhE3BK3Os2YXps1idnKRlrEhKrWbAXS0VLbmRYnKzbY/vB9KVInCrJJ461roAJboiE9I3ani6JaKnLaO7vmj9paDoZ2RTU4oTqcsjfUM5Kd9vmqNnIXkMGKyU8TMRgJu5YfR8Vp348YttH/VfCSf6xoIpm1AGIhMHCaWgKgEiAYyWJHMnTci9xEwEpm7TMqns9ncO9Hxxjp8SvfTUgAzOcdko/VdRzERAB1KlsWfaN+MWouMQyfElIWDhGEPpOa3N+2KVjWnfpkllwwdmbCljU4k8HXNm5DzmMY+Z8V+vJcLTWHpikQAAAABJRU5ErkJggg==) 24 24, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG2UlEQVRoge2YaWwU5xnHf/Pu7DF72Ov12mAgXhthCwjB5ohTQrialhxAIiqqplL7pVWLWrWRWslSVbWNeiSq4i9Vq9JDSqSQSghRoIEEQgJpHcjRJIQSApjY2MZ4jY+1vV7WM+PZOfph1+C2+JBgbaT6L72aY2eeeX6z7/scA7Oa1axmNav/Z0kz7QB8ETjnB7UUzFIwo1BSDq5K6LwE9osT3S1Pj5MNAAKaZNhbp0hG7cNzqPTMURZ2VV2aO8csKH3kfLgg0j7fdyB8v3zMF/GktSvCShx+DjomtDwNAA0i9xw/nK3+2U715ae3S+X+TxSRbg/weqyAU+EgwfmCB49bzIknEL4yjvor7CHstsmsu/IPsNkFBIAwLPG2xsVnBcVdi+6934gW244U63DQFRcnY24cv82qnhSViQyDDpkL6ondYDXNNIAMKEAEREkqvdB99OTq85+2dosly3tjFQHLVXHFRve5aKx04wRsViaGCHX3aH+1O38PZnwi69OxBmzABIzcvgcUX1tzxEwptnDWqxQ2wrbL2XhysjYEGGhWj06Ltwu0CY1PF4AOpLMjoy+Ivv7A82suPrpO9soiMAIbVcLAEy3gVEicqglwLZ5J0+IZmMy4yLf3UG+ThTBAM+eWHtqw8qneJ9yrSzzG2RC84wM/2OtVCmIptl0ZZO1Qmj6P0Qs16mTWpyMKyYAP0uHlHPnqzlL9G+miiO+1MhMhSTz0L/DYDidGRswSr27XVuJ5rMXmcPNwJ7w5qfU8AzTkwqceld3vfOs+/5LvrevUfKKxm6Mb4fCCELbtoB40jB+9W/NG1eJB+eWftjwayNhcP6B3TuUJeYxCDYJs9CmGs2ulwqJnzKI1AbcTZGmXxiJtmO4w7OvTjBeOxQ61D2w7+dnV6qb5FR+UL31Ajz67x7VvaMR6bwYBNruBEFAGJWEhXIEBj7OwWyl1uewA1V0q8XinvufD0Evdia1HwDMC3usXWswzkufyffsbld+BcfVuAIiCK+pklJRkDTkDbqv8mq/Y1ax26Uc6k7va1a0vgZIkG2bVoXSs9cQ/U/th+2l4z57sKflcA2Pjvw5CtdSiRkjoTd6mLzRp8T9bPPYnCCRzfgQBD7jSsCOZu39S5RPABFQgAfiyp4TPUov2onbshw3vQ7CXbI4QuWvlMfdNCSDP5fRoFCKaGz5uQg3k9k2yAKMjlzfq7wYAGAPh5+YbTgM61Ju3a/1OZWIhxILFbu/nbzEl60cdHuA/3vztOw+39Q+M1vmXZJf3g6/hr3nWReDnLkP9oza8+444NxVNNYwKIAYks4cNuRJ5sLCOo99cF6x7zoisCfdL8kYcI+mWl35sGmenNIdvVxMANIhsM7JZhrfrnvmOdcC0ROPV7uf7AT+kSxaU/e3bT5e7fvzU9XBAUEC3Uurul8RGLC0p7IKPbast7xDjADQAuMl2UkrA9faWPb+yv6IUOssOvRV6FaLhynn7dtbsyPxgXm2RslgbZklcA4Jc8xW7+0aa6yzto8M41/tmCGCzIJtYwkBkU8m7W79eJVZVrXDuiffGZZ/asvrXq3u/X1cV9H10j5v+sKBaTVPVpdKsXVMvamd+4pitRwEn3wDjJTJBNmZHgIi3RKlWL/soloX44bb0d1M7UmKdpHhGziURAl6LhTiyQcY3cF5tvjjyS4vPvQgXpmUNTATgAQrAjvYsDMx7o9zDlhZBbQU+Z72K8OkoEqz/BCwbdiUt/cyA/NsuvrQbSkz4y3T4PyFArhEZjhRL7vA/IiEQElvbINQIbFLhIR2vDcYrun7udNmurp7tL0A4RTZZ3RUAMvRFH2kS/oKY4O/Lg0jA481QIDnY6zTeMjXjFx+W7ero/fIfbtY2UysD8gmQcx4PDBaWts2V154wkTA4XhMEYMslCBoQ9ej2shUJcebYhRTU3bEMO1XdIgo1QLaTKgJK4dJST6R2RVXCK1b2pTCDNicr3GS8LmIdDrEiW960Ta2rXvzpg4NDx093XHO6ZxhgsyAb/7MAUuuqeHTZvWmljEU9GVb0p8gEbE7F3GTcgvmXLbwZS1q02lpwfcR++Pj7HAKGpgvgVlNotKz1ZH/Xwymtg1eVcjJK1Hyy5aqdtvqN9jZT/42wkntbpc7hg672Fs13rn3IOgX6xF9j77BuUcw1yGRr9wpgIRx8EtylSMEEjp2EwhREByGchFACRALozo0U1BvT6P+4i3j0a1oKtr8CyDiYcGMYuW3uGtK542mLPqMaD8DgRuU52g7ecPq/R67nnXobeCd1KwCbrDPktmPavBtv2Rxzbsyoz7e//6NxGpqG0YU8VjPm5KxmNavx9W+31beui8+6EgAAAABJRU5ErkJggg==) 24 24, auto;}
}
div.testarea{
animation:rwdcur67974 2s linear infinite forwards;
}
