@keyframes rwdcur73198 {
0%,0.525%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.625%,1.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.25%,1.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1.875%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.375%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.625%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,6.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.875%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFKklEQVRYhe2WaWxUVRTHf/e9N+9N22lnOgtDp5aCFKq1gFjAylKIaYEKBQxV6664FL8YQsAaQ1QCaIKJJmIkKCIaWcTihmItIBWqMoOSWhbjQm1xaUuBCkynne1dvyiJylgoiSSG/8dz7j3//1ly74FLuIQLgN/vl36/X14U8s/e+URmGE6Zk+aV1dXVfRah9PVixxdNSAFXCic7duzoa5hzE7Bm2Tr5cMUCWV9ffybT52vXIrBi1TQOfLnrr+eXzpFLFy86p6r0KqBx70HZ/KrEHchj/i1VZ+x1jZ8zVClESokz+sMZ+0ePFcii1HpONqykpqamVxG9Chg++ioRVCLEhcHMpLu5PDlb3jSsSOq6jkfNQhWtSEVyR8UsabfbZfXeo1iSwkS1VJxOZ2/hEwvYtb1erlr2mjzg/0aOeNBBWFHoCHcxwMjDf/gAkZ4wUghCsRhbGyIc3vY9j/tmk91pZ++vAvfwObhcLlasWPGX1v0dWiLHPXfeh70zi5eXrGNcyUiOWI9R2/IW/fXLcDgHciR0gs54Bx5rLi7jMA94J5OkdtF1ZZBVdV76ZX7L8GH5jB5kUOfNSFgBkcixcOFCufql1djjmdjCXnRV4uuXwxj7RBSzh53xt2ht6SYSb6Us8xoKUvsRStvOix1tfNcSZMZIJ/dMcjAgU0Nml3FV2dNn5Uoo4E9UVFTImq21pJk+7CKD67NuIl1NwqbFeO/kOjqPtVCVPRuFD3nu1C8M9encO8lFpk9iZE9g8IxV/8qR0Fm3Y7d8c2M10WiU/fu/pqFxH7phwWvJpcBeQjD8Ew7dTUFKEhmWDk7n7+ZocgSPR0XoAnl6COmDczkRUnAPLKS8vPzcK7Bp0yZ52623k6K50ZVkFKECCtIERVE4Ef6RsSkLGa7ex+j+7zP++Wo8ne0oSTGEkKBrSDMKgCk1plS1s/jZzRQXF/+D76xD2N7ejkU1SJZeFFMlTgwp4pimSSQeR7NYUGM2FNXBhhE7yU9rIiMrBaJ/5BSVIAVEQRMmTqf1rOT/2oLq9R/IQMMuwuEwgUAAv9+PxUjBkualR/TgDl2BFIPonvkOvvQuxqUkkQ6k6DHMsIX+rjwuyxjKsRPgyymntLT0/Idwz549csmSJWzb+SnuomKMnCG0HdiHdCoI4ySulgitHQdxTVHxxAXdnxo4fCbZ+RFsFkFB7o3Mu39934awsrJSvvrGOjylpdimTUBNDdL8wlbidivCCJHaehKLbRDHvg+gX/0bngwVX4/Gz9tNTgUVBo8UDMyLYNUUJoyopPLO587KlfAlrG9uInf1MzjvvpbZIzLQaw8T2deA/KmZ5CPHORX4AQa76F8eo6c+RpeUHLXGmPWQgcvhwK2MpW69xt66CGteeTNhBRIKOPjxNvHkqAL2ly0QsrGH7mmTSX+gFC0YZNREGxhx1Cw7TjNGrM0k9HWcMOBvinFXVZSxhdfx7ts1zLx+PosfXXP+AgBmDxkjADZbIWbtwFGUTWHhMG6YOYV4CIKhEJqpU1Cs4f7Fxa9re7B3eim53WBf00rGjx8vli9fLqZOnZqw1ee0D8SN40h5FPfGQ3zy+jYxb+xTQtM0oq1txDBxeFSam9rER2/XcvMjOt3oZOeZbNmy5cK/Y4BFyYMoP2TwxYatZzKx90uDzxtBCqzBIgBKSkpEQdJKDtbkYOu+lbKysl6f+j7jia+qpGOoTebPd8i5c+f+9zvhaK0QE5PjuyXTp0/va5gLQyAQuDgr+SX8r/A74yPyHNQWGyoAAAAASUVORK5CYII=) 15 15, auto;}
8.125%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.625%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,11.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.875%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.125%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.375%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,16.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.25%,16.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.875%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.125%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19.375%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.625%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIklEQVRYhe2Wa3BMZxiAn3POnr1k2RUhK2KQhFyIxC2U1qUq7sqMGkMZ9/jBKGOmVKlhatBkRtUYbeqSadWl1KV1TUfNEBVBXaqJVMQSQZLNfZPNyW7O1x/86AzdpMzwx/P7ne995v3e7/1eeMMbXpKsrCzxWhJv+WarcASZxLieFrF186ZXK9F67gihJnQUvWPMYkT3AGGKaSfaLRzxQhKGxgJ+PPS9OJv1M4N6TeBcRgYl2hUOuusRAgyqTG6VEet389DsbvpqRjFBiyR+whCO7zpAQuJAps6ZIb2wwLa03WLj/gW0CtFY8ulRqqotjEySCSpTKMaK5hU8dIQQYJXR8aIfu4Krzk3K/iMUaJXsv36c1N3fiqQpc/9TQvYnsHrNBgruDMN5y8zjqm4E9p/N8fwlvB1tRtJ85D/wIXULQ5Ia0B+X08cTyo36Aq5rj3Au1GCRmfUB6/xW2K/AmpWLUCpKcOYOxdY8lobCGgLN2WQ+GEOcw0WV24epaxiKomPJcZFdX8JF3wPqUmyEKi3RjBVMCpn44gIzZ86U9qZ9TlizcmpLndRWtKH9o5uo4TGU+CIxB8hIMWHo1MK1Qq5aSmF7MBGXAvE4qlnQbT7r+m7w2wN+BQD69esn3biWLr0V34Lae8epLBpKl+JkfInLEFFx0NKCbnBT5nqMurMtcWltqG5fwdrh61idsNZvcoBGA/7NtA9nipNH79M/0UR2RC7uHl/hjcxHap6J6dEtohcJXD3dpHyymaERw5t09nODDh3dK44dTqemxoMsy9hsNuwdPPj0Oi5kniXIGkqfUfdJrUmiOsGKvfwUCfNV7hQ5CYlzEBHchQCzFUVRQBbYbHZ6JPZh2JhnpZ4rED00QLQ6G8kK22wuSDns7raN2T9ZkCQJhIQRUAHXAwN7Lo9nwMpSbGUWDCgoQkYS0pPkPh/ICgAPcbHdc+SZfM+dA5JkorWjNVmlN/lTz6V1mJ1ivR5JFvieOnskCc1spHvqYUzaOEyKCYOuo8oS6A3IkoyuKMhP28xuaA6eJl7BqdMnxMXzl8jLy8NoNKKaFMz9CnEWFPJ3zm1UzYQ0Xqf3+SiqM29gibNxL30g7ionneKCiYnoga7roAsU6UlFohJj+WDGpKZdwfNIT08Xc6bMIthnw2l8yDvLOmFPuY0cqmONF7hUC9knY5E75vFl8lYG9x7TpLMbfYYA23bsEEnjpxMvdUD1CKwTFawp9zhTUYO3vgH3IyjMUQlLvIr2sBWLVk1nX/rXTfqcGhVYvny5SJ63ktHWXkgeLwVhJfTMb4ezc1sKVairB+qgZWAUzbxjaN8/H29hEMmpH7Npz9JGJfwKLF68WJxO3s9UW19ytQIqtWo6h7eh5kYRV4Kc6FUNVNcLpAYJtyubzEoL7e2zCOlaQn2RnT0ntrDxhyV+JfwK/H7gVxIdUex4L5MSTzluezHNzjdw+yMjnf7wotrNFHt8eDVBC7WWUjWIIznlhLedT6BDg0qVM1kHXrwCS1YtZefYSxR39WAZGUqF18DlGWVMN3bHSgOG2GDKPCALaK4KrHcvUhsQzp6Lt/F6R3H3qsLY+KV+BRrt1LSDaeLEX+mMihzOvl/2kROTx+DDhWSX+rjZNQL5ZhFjW3owtpARjkHEDplCdGgrdh46xegBCcyeNvl/jfsmkZQYLnqFmYR1bBfR5bPJIiE6RLwbZxcZ5357dbvhrl27RPSQ3qLZivfF+pQvREZGxuvZjt/whpflH2mrCq8nSTGjAAAAAElFTkSuQmCC) 15 15, auto;}
21.875%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.125%,23.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEu0lEQVRYhe2Wa1CUVRiAn3O+3YVdEAgWEV2hkQQUa9R0pMmMSUsHL6UomqlZiFKa2DRlTrCoXUitH+oPqvHSeBlccVTQ1NJsdCBMmnGw24iJAzphXGVXwGV3v9OP9JfWrtDUTOPz+/3e9/nec95zDtznPr2gqqpKnTlzRvUmh+jph4MfHa6smofumL7Y0lMpfaWwx7nuGbvdrrSBMcpisah5V4+oxd6jasv5L3rUCYO/gP0HStSps8dwXtN5cFAcBflrhNlshhtdaCFmgqKj8Klmgg1GAD5et079VF2Ny+Ph+blzmDE9428741dg6VvLibZaePgZOxeiktj0WbwKM0mUq5OQoYm3otxEqXAcDocqfON1jElxJGyeSPEv3/jtgPQX0P57NI11QYjw7USEhlHeZaP+ylV0rxdzbDRC6GhCca2mjoKCArQEG4mfpBPc6kHbcKH3ArlLJ+Nqd3F+11WSrWsJjUqmvC0YAHNsLEIIvLqbosKNmCItJBVNxdToxrnwFGmvzuy9QGFhocjOzuByTSu7d5TT37KW+CdfJHH8NEJiY5D4UG3tdKluUoqexdLaTdvsr3liWQY5C5b4nYyARycnJ0cVFxfzlD2S2Khs9LiFXHFV0j89Bmf9aUTbTUK6oG3WccYsmcLKNe8ElPueZjcrK0sdKNtHpiMeTd+IGv4YnvAKTLKWrop6OmafJmX+OOzr3w04710Dj5/4Sh07+iVCCAzWTvpYDfiUB5/Xy+GyMuKTTcx9LYETXVvQky7iqajEM6ucJq2TYeNGIqVAIhFCIIQkIjKCp+ZMYvTjqXfUu6uALdmq0kPTOG2uILM0CqSOQGIEjEKg6ToWIWj5zUr9pekYs05guqFhwoABDaFASgleL0gNgMbQDj5tOnRHvbufAzrU1vyKebwJlwQlFEKBF5BC4BIKHwLd5+bmhg+J9qYTJHRMUkeikDpomkBXGvLWP/aNsEJTgEtw8uRJ5XA4cDqd2CYEY4yUKCUASeW3Z2kLdvJATiT95zsxhjXQEhZJ4+FRGH1NPD1zLEZNogkNdB0hBJqmkTZvEqPGjglsCf6Krdu2q/c+WIOpKIjUPf0wVlTTHefFNFxS1xTFhYOJTJgyiG07iwLO6/ccuM2unbuVPT8PtUAyuioBeeQ8lzvc6G5or/citRYSMy5y8NBFFi9aFvDFFJBASUmJen/1WvRHdIYMice4roLKDjeNHh2zSWBWku/2exGGZkZm1rJ3/8+sWLEiIAm/AmWlh9T2ws10qg5sOTbCl/7AFU1Q4+rE5fbh6f5z05kMoVTt0xGmRkbMrGXnnmry8lf5lfArUPrRVlqamjHnhJFgb8fn8TDi5SwUAo+uEEJgRLDq7VyMwsz3e0EGN5My7RJbdvwDt2Gb1cmPeh0JexWi1sCw7MUMTRmGxRxMpxeUUujdOoMTBpCXl4chZCDnHALN0MqQCQ29F5jxQhZp6eO5roXRb9FECtZvEA0NDfSNsNDVrdB94PMKrl+/Rm5urlj95nIWvZTLAOdz2Od97legR+Tn56uRyTYlpVRzUi0qe3IfVbRpZa8ep/fM7IypKjblIRUXa1GZkxJV9bmqf1fgNpWVlf9N4fv8b/gD6sPQOeN2H84AAAAASUVORK5CYII=) 15 15, auto;}
23.75%,24.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24.375%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.625%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,26.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.875%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.375%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.625%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,31.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.875%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.125%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.625%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,36.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.875%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.125%,38.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhe2WXWhbZRjHf+c9OV9JTtKkia1WtwlWEFwZAVetzCp6IUUv7C5K0atSb2phIlovRJQ5KDhRkPZWIxSqix3uYgNx9cbqQmXKcMIEp3VNsbZbu2QxSU9O8ngvFTnphgj93b//9/8+z/t8wC67/J954sWUOI4jO9FQOzkc7ahTrVbJ5/MtmwgFPfDqS0Py3Q8bHHqyh4uNDwHIf/0Zg4ODYlkWs7OzWqtm/pVL50/K+6+1iW0r6bzbkcOTcQHk6JGUpNsMiUajMj09HSgagVLghBOEm00O9Tr4vo9pmiQTIbriDSzboV6v4zhOoEcFMrD3vsc0w9zL470W0mziVbfI7DdZKdQprJawbZuRkZFAKQj8Ce89OEpHWOPB3gi2ofPAfoNvf6wDMDo6GlSOlj7MB6/skcqeGhcaPn03dF5/b5O1ssLzvMB6LZXhPT3PEa1DR0yxtuRT2PAZHh5uReqfI/D5mZzYVohEIkFP5lEt98lHciJ3koR2A80rcnDfFf7MKJY/rnEiX+bAI0/R3d2Nruv09/czMDDQejkee+uo3H5bu6STcUkl2ySViEp7zBDH0sV1XVFKidKQeEyXzlhIQgpRSsld7YaYYUuUUmKappimKa7rimEYMjY2tm15btuIDMNg43oJpYewdIeImcJ0LLz6Kpo0CJsmmmFQqdaoAQ3RuL/LwrV1fu+IwKV1LMtC0zQ0XaFHLEzT3PaxgcL0zvG3pVarsf7zCle/iPN9aoCnV97kS+c8zdQ+2hJJ3HiCvr4+JiYmtPn5eSmWrlP3fIaGhm5ehzx95JQ8c+dZSff/JM8njwkg4+PjLc2DlqpgIbfJr8qjGavghXpIhpJks9lWpIIbOPXGvCx5nVzezNFUJS7Xf6M7lKFcLjM5ORk4CoENfDOzxpJXoCrnaOgay1vn6DIeAmBqaiqoXDADF878IoVrDkv+p6CDaSvWvQXcUIaI4VIsFpmbm7t109BX8AclVitnceMungYV/wqrzatEjXY8z2N5eTmIZPBZMPVuVrbkGrE7DvDyaZvizMO8MHycry7OYDsWi4uLt24h+TuxZxdE0zTZyUq2I1KHs5JOp/+by3fZ5WbxFyxsLuFi6Ko0AAAAAElFTkSuQmCC) 15 15, auto;}
38.75%,39.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.375%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,41.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.25%,41.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.875%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.125%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.375%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.625%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.125%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49.375%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50.625%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,51.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.875%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.375%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.625%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRYhe2WWWyUZRSGn+9fOsN0pi3MFKtgwdJCqdogFBUTRaIsoiJEiEWJWwwKiIIlirJHCdgoqaGsdYG07kiiYmKCyKISZ8ZY06CClgjallLA0mlh5p/55z9euFwoM2CNesN7923vefOe850cOI/z+AcIBoMSDAblfwle9+EWcXs9EpgwXOrq6rotQuvuw92Hv8SOxbGG92f7jo+6S3NuAu5bWS7zlz8hALtCn0l5ebkEf/gU27YxDIOdO3dx2x1T5fNQSAAWvvKW3L2o8pxcMc52Yca6KfJF5kd83qoxcvx1Mm7x3Xi+bcN7tQmAKPix6ScisU52fx+k7IE5Ui3F0LeUW6bul22vv6zS8ad1oObjKjkWPYZuWbgCNq0DDkLDMeKxOAGfYPYyMLQM3DkemFdGxmM38v2gy5GEC63L5mjzYaqrq9M6oac6mDPvEflAraFJmlEnwGpM0rIlSuAKDx1Np+l1qU7UUthtDirfhXtoIfZpH442GjPpJb55DidaGgmTy+Tx45Z+9dnuZX/LgYEFxex7JkJGi4NxkUGi3aRorklgsk3fCh+R+iTZw10kwgcxrumDQw8k40r0SJJI7Xz0fn1QT75O7MaHGXj9xJQOpM3P1q1bZe7cuTj92+g30UPnT1EyS910JISu7zSs/XFOHnHhmzUShwGcfHY7pqHjnfYU8dwS8uKwuMzDtOH5KeOkFfA7Zs+eLZvfrCF/lIlvsIKLdVobHU7sdWBYf4zLykgcyMAINaFPWYBj9+aufGH1xKKz8qe8sGDhU9Lc1PLHur6+noaGBrLyMhgwyaSjxUYK3HSVDoNet2McGELsqzp0+woKBsW53O/HbRiICFmn21jx+KwzxjrjZkVFhWx8eS1DJvQiakdQSqEbGs0NMTSlc9c2AxwNq0Px1o6bySh9jkirl4Sl0OxfORwLDA0SojDjndz6zdO8sn71X+KdsQ/k5OTg6e2QVxZDlI4kFVpSEW0ziFlJXD6F6Sj8SY1Jm+6kttCL2U9HXAqUIKbgiEJcgjgK2zZIJM/8G1OmYPmKp+XHQ00AiAihUIh9+/bhz1XcPs/NycNJsnf2ZETrHt7VcgjmdXKKGmy9lMKiLoaU5KCZBo6CbLuZqkUzzz0Ff8b06dNly6ubGJPv4UJdUXZkBAetHA6YUQqdaVj6teySHbT0+IROexGqZyb3lkdYtazvWfnTdsLa2lrJy8uT/e/UUZmVQ6AlzlWtOllOCQXuEtoTzexJvI1XEhSrEbS07SF56iE4dpyaDbkUX9Mm72w7krYTphRQWVkpCx98gBm2xaNM4Yv2iyk1PbidySgV4L3TbzDOGMa37MVU7fjxUOR7Af2C+SQzFmBY1TTt9/DgnGxWrfkupYiUAmKRU6zsMYFCayqH7ENYPWxe7PJSnzjB8lN1DNaz2RtvpNi4hXB8K9maQ4kTwIkV4/Kvw+XbgRMdiURqqA+9//cdWPzMMjXohZm0j0jQR/czSR+D37yIGudLGo0fGGJcxqfxBvoZkwkm30RLRMlXF5LZ2UDsZzf4NjJosJvZM9up3VyRshbS1sDQaaNUVt4F+PRL+Nk26D2mgMGu0WQmXShfAU32UXTby3E5zKb4nXytryErdztaEqwOP4HcgSxduvScCj0tXpr1vKxdufqPPBYNKJTKog0CyP1ZISkbeqUsWbJEqqqqBGDGjA9k7M2rJRwO/3vz4vrpHwog93j3yr333Pffz4SFN/TE68nigPYa424a212af4ZwOCyh3+bA8ziP7uIX000j/Kl3qG8AAAAASUVORK5CYII=) 15 15, auto;}
56.25%,56.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.875%,57.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHUlEQVRYhe2WbUyVZRjHf/dznuc573AAgSMJiFEbckQ2zUVQKvQ2zGSlYbZel8a3VvGhWZbLWWvLraJpSlusF7OR6Cp0KZklzpPHWqBUWpalqYlmvB3gnPM8Vx8qt5YnDFttzf/H+9p9/f/X/7p33RdcwAWcB8LhsITDYflPyJt3bBZPXoa48oKybt26UYvQRnux/fg+7ISNKspj+/bto01zblj+ylK55cG50t7efqbS0FVTxZFqiOeGCikqnfIHB25b3iiPLn3in2nNnn27pbgxTcavDEjeVePOJPV6veIrNcVTXSH6+NIz54VPvivpz34pnuvrpbW1dUQRI7Zgamia8lsGXqeC2mF8JdkyZcm9AmBkKJRDR9lCzc23SGZmpnz/dhOxIZOAbhMIBEYsMKmAbZ9slRVbn5I930XknpzFuJTC0TuEkTPIvpY2EvxaXHw4jnW0i03f7oT6qzEvT8Vx8GPmFtoEg0EaGhpk6/ttSZ3QkwUW1t2DfkMvDbuWU15wHSld+XSs6sB3qQfp/wF7WJA+DT1LIRluvPdVIO6xyImLydj5NCdLJ1IUmoSrZAZqsCWpAypZYPHixbK6cRXpZQYqFMV2uJHjMTzlDn6O2vy0ehiiMeIDOuZNpbinTCbeV0js6SaiJ77GU1aDUbkQzZfHvJxh1iwoOStXUgG/o7a2Vtq2bSHzCh09J4FZLAx6FQNDOt3P92IpHyn112DrE+lb3oyZG8I5fSGW4yKuyXXyUHkqZRPSkvIkDXwYbpO1a9cSjyXo3LuXzyIdpKT6SS8xMacM0n3IxtY0rNAkjPwrsQ8UoHWcRLmzYRAmltiE0gPogz9RVphBbW3tuTvQ3Nwst90xH1/QRLQYmqYhmv3bDUXshEn25Qlypxt8LuVk9b/I8dwgdgyIgxaHuP1rap0E0cZrWf/CEqqrq//Ed9ZH2NPTg8fvJjgZLNHBEjTLJBazcViKw0djeNN9OL02NzbN4C23C32SBjqIIYgCcfzGpem4vGPOSv6XLXir9XWJfNRJNBolEokQDodxOTUKxhiki0lPSpwsv8msr1dzSF3MBjlIr7+HhOFCOYWJIY1LClPR4seZVzGWOXPm/P1HGA6HZdmyZWzbsonKbA/FPgM1bJF/uowUu5hV8S1Y1lhm+ZayXyzedyzBbUxnaKiGqBjMrjF4tanoLzmSDqJFixbJzPIyzPB2nvP5uWtwAT3dFhedmobTGsf6eISj2gEOO/ZyKt5FUDkpiN/OsZ7XGOImAu4NtG0cIBDolPr6z5IOoqTqZhUXya0/FuCXfMbNr2Jl++Ns3n+E2d7JHOuL8k7sU6Y5g7jN2Xw3vIu7PSs5oem8mejEN2YFlxTm80nkK9zGLPoGj9HTt/6sXEkdaO36Qk179hHmnFqlOtN2cW3vSebrU/lg4FsOMQEDH2nKS79lcNj+nD1DLfhEKMXk5+jDVFRU8E7r6yy4y8OLa+Ymoxl5EAE0jc+SQG81CS3I6uwO5lY+xv2NM5mp8ul2VLEvvoMxmQNIn+L0QC7K+R4uTx2nul8eMf85LSSu/hlgp9OYuoOtXZvVfQ1lyuFw0G8nUDbYlpsjR75Rr7SsIX/sClI9NlZ8Ehs3bjz/7xgg/Zlb2X+nn/cO7jxTUVYgyAH7NBpwRUUKAFVVVeqlN/yEQpuYN6+bmpqac3J4VGh5ICLZjgK5zFUndXV1//5OmDPTjWGaRNO6qKysHG2a88fu3bv/m7X8Av43+AUP1fs62QfrOwAAAABJRU5ErkJggg==) 15 15, auto;}
57.5%,58.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.125%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.625%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,61.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.875%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.125%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.375%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,66.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE2klEQVRYhe2WfUxVZRzHP885nHuBey+gxIuAgMhk0SRf8CUdglZzCxNd849qutnMWJm2bK5GjkmruWkN/2kpyxrNaMkITRd/2ESBhMsGgUBU5BvK5P16uVzu9d5znv5ow7a4dkWXW/P75zm/5/v9PL+d53ceeKRHug81NTXJxsZG+VDCTzbYZWTGfCnCwmRVVdW0IZTpLrxwdRiP9zYhqanU19dP1yY4gBOnW+WWws/kkSNHJnfqu3QR/9AQqqpiGMZk7Xd1NXLrB7tkRUVFUF0JCaZoz14nw0YeldXvU33ypNywfr0wuR3I25FIeSfnXFuTfOHHYkSq5HjRV8FYB9eBuGgN3WHGNruIwh37AdB1nQhbBEKYJ+sKv/kIv98N/nEy0zMeHMD+kscwizF8Dgt67F7i49NlV0cXUh/H8JsYHh6msLBQ9n1yFlncxqw6g4+LDwYFIAK9yF+1WBqD11iWs5ZNr77JmQsGR8u76O4+iN97DUUzYVbNGHMX4Wmv4UVLPluUl7hiciA+VMnPz6ehoYGioiKsViutra1TZgUESEhIkGbGmaFNYDMEKWnz6RwYZIE6hBiT1HijGB27hTEzm7S+XkqtxShKAkezysnbnEdbSyvO1jC8nYn4FKhyvHVvAAAlJSWysrIS52gf4YqT2bEqa1JMhN80GB8xc2hA4nFLDilvk6Itoy6zhd70K3ia44jsW4qmxZCRb2H7l5kBc+76DYzeCiNlzrMI05OMk4j9D5XqHg+uFIX2CRdJeiyblTUkh2TRkvYbpxJPcWtQxZvsZii3gegD59FXnsNutwc8klOSlZeXy7IvyqhvbEBoAqkaCCGQUqKisDQvnO7zBu6JAl6OTsS56xdqN/YgzAJDkUhVIlSBruvopydwvnKT2toz5OXl/SNvyjng8Xhwu9woM1WklChCReqADoYUNHf7CDU0QjFRE9ODnnwdYRtDaBaEIjGE/tcaASHzzCQlxU8ZHrADAA2tP8lfW7tpb2+no6ODqKgo2novcn2oDz1Gw3/JQ4yWwXioF19EJLbZXm6belBtsWDSEBrMfSKeBY55lL13OGBOwEm4cuEKcezYManrOt5ZkrPhnbiFG11qCGFGS7HgvnQZ96CbkAVZOK+FYhuJw6QbjLhMSJlIj8XC0k1ZgSLu3oGc1avkSIKPG3HjCJuV1YnLOVVSBkkWDD9Ybui4hxw8LpbQEfU7Wmo6xrhB5NBVVq/Kwd7cwuCoGT/xhJtMOAZrpswKeAqic1KJWJ7Gzme207arinW9G8nS85hxWTJ7NJx55rlIn8YiLQNjYBDpHEUJU3CYI8jOzub4txXseG0dabP6mJPUf+8d+Lvqvu+UtVtjiPJF0m+tZeC5KgTw9ecnWGtazsgKJ52dnRi2CAzdIF7p49OjNeTm5v6rf1D/grp9OhZfJOFhXvqX/MCRssMiOiaaUCKYEC6ysrLo7+8Xz0eqvJ7k4p2nrex8Y1sw1sEBCK/AqkkuJJdSVl0qAHw+H2HmMFyGY7JuR8l+Fvu9xLoU5MTogwPILzNze1s1mw/kTj6zYkU3OTC4M+QW5W8Q4VtL+NmfyZ59pUEBTFsX3+2ST2nL5QrTQrl79+7//k4YslKgWTSGo10UFBRM1+b+ZLfbZXNz88O5lj/S/0Z/Am4//JDcrBkLAAAAAElFTkSuQmCC) 15 15, auto;}
66.875%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.125%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.375%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.625%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.125%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAESElEQVRYhe2WXWyURRSGn5nv2z+W/mYp29Jut63yY6WIBYECIRIkTUEQCUhTvfAHSSDECg2xCXJjQkxNDBoTk94QJabRBJUEWwjIQqCNKxhRESgCLQiluC3aYne3293veFHshaBdWhISw3szyeTM+75zzsycgQd4gFEgEAhIIBCQ+yJeU1MjxePy5UXHDHmratOITeiRLmxoaCC7BzK1i9DR1pHSJGfgheerZOOrlbft0qbU4OhwDs0Fg0FZuWKlbFm9JamsDGtg2bJl0rz/G7rb91D1VP4QqdPpxJAOAEynYyj+udVrcDY6kK8M1lZtGNbEsAbsdjt2Cjl/ZhaSCLFhzVwBcLlcmFqjtcbmGsxAWVmZTPvtUfxGIY15X5M2PXs4etSwEUBRUZE4O2eT6jnNw4VnKHi8kr2HfyT/7M8UWLNJKZ1CW1GYS5+2Uabms89/DNeMTJp3fTEsf1IGAMZ7ciU3upT0nCZyvV0cOCXMi1vkD8zhgitBe7iXCr2EgO84XZP6ad1zJCnupG/Bzo/ruWLsJ9K5gu7eDJ6caMPlNhClSY+mU24uoiXnBy74f09a/K4MVFRUqO073uSydYibv66i33KRkmKgxMCrfZz0XOSk/zIf1b6dLCXwHyWora2V3i4Lk7FDPgXNvqYm+noKcLvTmOP5hKy2ObRnummc/BN+eyalU0oAQZQmkRhAa40vJ5ftm7beUeuOk+vWrZPgobOkdC4Ga1BcKUVcBEspLKXox8Jmu4p37PcEpv1JwqUQw0DZNFgWYmhEgUoIytCsf2wp71Zvu03PvJOBnp4eQp038FqaBGDeenCMv0cRXCiiDgdH3YDuQhmpiN2G0nbENNG3Yi0bKAs8Hs/dlaC6uloi1xw4dSo2UwMWiOLYkaNkdI8n153N5w99S/iSkxzdR6ToOIpxlM9bgmHYMQxjkMiCCeOz2bp+c9IH81+xe/duKRwzWTambpPssgUyZn65OPPLJdNdKcX586Volkt2Ney8q8aU9C1oaWmR115+nXKeYW/BAWIZblRfBLRFX6KDP0J5mKHp1L23kQOH9iVtIum0+PMK5MnQEr4rPMVFnyar8wZXIw50PB1bbw9G9CYpA6WMndDKGO95TjR337uHqKSkREpCM/ml4BLnchO8snAx6VpjxWKIEqYUT2JV5VzC5mnCVyYT6fCxYJH/3nTDmpoaUefsWF6TE3ndLHxkGju2vKFisRhaabRpEotb1NfXq6kzU4ja2ohcm0rovIvqzVWj74bBYJB4hnB4Yju+9Cwad3ygACKRCJYVx0rECUfDAAQCAZU24ToR3UH/9Sewwjmjz0BdXR2+GdmUpnk599mXQ3WNRqOQsEBp+mMDQ/Gtra1q9dpinn7Jz/sfvnPvuuE/kZWVJTd0JmaqnwxDce1M04i4RvwnXL58OW7pg3iUZ5fOGynN6NDc3CwHDx68P9/yB/jf4C9RJ4kplWBqdwAAAABJRU5ErkJggg==) 15 15, auto;}
74.375%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,75.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75.625%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,76.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.875%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYhe2WW1CVVRTHf/v7znc4N/AAIl6gQA4XSZKbopllqKijdptRxpGyspnGGqfpOtloNaVZTdNtpoecbjpWRBmZoWZWdtFoSEdKg0DFo4IIIXA6cITj960e7KEZ9cBYYy/+X/ee9f/ttdZee8NlXda/VE1NjfwvxuXlFWIY0eJMmCMb3iu/tBDPzJ4iE1KyRbeliifpDknPypEb5869KAjbQBs+ef9z2VG5i2kLJtAXDvH2cxV01H5NX7cbXXcT/tNPvtXAo/4WsgpyJef5l4kTi/WffcasogncWbZIRYofcXHL1o3ywvxNuCWBZq2eBvMb5miP40hy8evxFRw4PRLNZvBlbjOxAYOXEibzzdUZdOw/gBVlI9xwgHWrV7Nw4cIL+miRAB5ecQfOvJ/QVJiD4Z3csyya5Ntfg5NOeqIy0ZRJWpQfr9IweoV9eh9/1DXQ3xsgeuePvNEzn/4H6yNmOCKAQ6XR6vSjZlSSM90gPuM07V0hjGueIbm/mLB5jMJ4C2UqTgUtDoVMzKONjN13ksfsC0jqTSbbO/biAfb+vE+luGdT13KKsJjUtUHIEcVIr4YMrSZGJZMfZ0OFFHttRZjNh7j5WAJzh91AtEpkWEYq4+vmRyxzRACAyspKddOUpbT5DWp2WERlCju+9VFWdpQoZwsF8QZGQKjuamZ5YDLR6Um4eoeQW1LEuD1zIprDAE34T619c62sevFpjPQ/ibXiGP/LVKbevoX02jAxu+dy2J7MKxm1+OpHsGTZXYxbOWlQsc+7aUvlF/Jp1UYCwQBKKQzDIMYZS+u+IHV1jST6PIg/j3lXrKPYE6S36W7uLWyg6dAhCqNHkTAxi7i4OODsaHA6XczMK6SkeNo5fucFyPcUy/6MEwx/4l5cXjftK19n3p5bKDGWojQIiyKshKDejjdlHk/mFtA+xI6pG+g6iFIoXcOyLNDOVlk1HqW3fNs5fucdRLohuBwu2r+vQeka4eNtJOjxJCgBAbsCu1KYhsGt3XngCKPZFdjsKMOGIChNQzDQ/j6jFuMZfAl2fbdbPt+6mUAggMvlwrIsuhtDGLVDaOs4QcjTT1Ewi+bxPWxoamJUj5P+qfs5dbiTUU4f+cXjzoKIYJoWSteZPSaXxfNLB91z52jNmjXiSEmS2Osnic2XKvdnPiSeKQvElV4m8e4lcnXsYsm8PkcKvFPl3ac+HvS7MCii0tJS+fRgPR5fKqGwRfqXfrqyR9O2fycqaQaqLQoPDQw1EzBHnCC+NYmZ00t4YuN9A8YfcA7k5ubKpp5u3NNK6Av1Ez5+ktAwL+nB0/j6YzCDJxG7SZTTyfCCJmj1EHB18dXWXSzLf3bATEQEuDItTX4vKmREyjjM73/gjDMGW2eQQIxiln8kv505hvR1ojk0OrrjifMcwTf5BH3SQ5fqpr7Oz+L0lREhIgIExmQzukPntvXdmA2NqN4+SBzOKn8RO1xHyNS9aL1tWHIGMZz048LrbiHvunZCiX46OcXBloMXn4F3HniAG7Z3YbcsSoyxGN9+xcMHriQtcSI/mWdw6EFyrE7QLLCDWIkkjxmKZv5B3qRmAqO3seytmyICDNgk2yqqZM+mXRSUXkv13p9pWVtL9ZCJHG2tYnTPbrJdGh/ZcrA7skkd2skHG5Zz5Mhxtm9fz4Sim1m0aMnFX70L6Z4H35JJ42dKnt2QV9Oi5SpfqgwflSGbN1ddur9hRfmHckV8nDyS5JZPPqr4f37Gl3VZ/4X+Aju6/2tHsYpOAAAAAElFTkSuQmCC) 15 15, auto;}
79.375%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80.625%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,81.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.875%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/0lEQVRYhe2WbUyVZRjHf/f9nPOcV48HkUPBEZUwFVHQxDeQkGTWB1ulOOzNpqXLzNGrbW7NtbWV5cumm81yUastjRZbYq2BGmblMebbSCtrvmSomCACBzjnea4+1FxOz1Dmam3+Pt7X8/z///u6r9274SY3+b9SteUL0aqfmK6gbN68Wfqqo/v64+5djYCNwxWmvr6+rzLXFmD9io2y9NHnZe/ehks7jTR8jkebaOXg68j3l33/yNPPycpVq/vclcvYv+eAPOp5Tu73LpERoTGXRJVSMs4sFn9wjHgyhl9aH1xaJt675og5LEdqamp6DdFrB/Im5irltAiIh6yOydziv0XKpowVj8dDsg6hlAHK5oGyORIOh6WpsQHbEcfvdRMMBnvdYMIAu7/dIZvefUMASpbn49Qa04aAlc7ug4fp6e5CKwPL6sZqOk5bpJr12Z0sTWpDWpspL5hAWloaGzZskLq6HQk74UhUKH9oLtrXwqjxbok0fczJTKGu8XNG5XuInbOQY4qLdiuOmIeg2+bVCT76tcJacyCpZ0/R1jaYUcNHck+/MXxq9STsQMIAD5bNY/WaVTiDNq212/AaisnzA0yeGiPd4eb9tXEuHmjGGTvDs4VuvFFNfbPJrqOnMDqj6KZkdrorCFmptM8ZRM7G2Vf1UQmj/c3cuXNlS9UWzCQhJcvP6FkGOSlClmmz8pkYQTPO20U+9BGY1RilUPJYbBaRqsLY08P0fyGfpIkZCX0SFrbV1kr1+1VEuzr55eivHPrpIHGJkTImwKB8YUiLj46DFym/I07uCcUHJ4McscOkSjLadmMVDSSUPwKPQPH48UyaNOmqXlddrKyslPmPP04gJ5sOK44SG6UUNqCxiP96kjvj05nknk5o6Ot8dlse32WNxMZADAOtBZG/5k6J0L2pktqPNjNt2rQr/BLOAA4H8biFdPWAFQcRxBZsK47ELEL+/gzoMdh0OpsTebeiTRscLkQ50Fpjw1+BRfCnpWEYxvUdQc2OHXK4oYFoNEokEmHr1q2Iy8Sblo62bEJtBiFHBvu6TqO7XZiDFHgc2JZGGQaDs4eSMTwDuz3K7JzRLFiwoNd5u4JIJCIzZ84U5faIq7hUAo8tFlf2aHGOyBVnZq543EHRzqA4vbnSz5krpumVkGOIjDYLZby7RF56eEWvN2HCVIsWLZK3K9/DnFiEzi3E1eMkuvNDLFEoW2E3nya33U+TNHPWTEXbfgIpXbS0/ISKGgzUYVKNdJzapOypmSxb9cy1DyFA1tQSOZd/N7oHysdmc+atTXyyvwZvapiu9nbs1nPca+bRkXyY7Wc0DncWukcRyDpGIJbMsGHDqPtyO+m+wcTsHk51HL+qV8Kr+Oiu7WrdfXdxfv2LKq/xCON+cFPuHEf/M+fxdA5BYTJQ+xC/gaG7sWLNiAF2awpdA35jypRCdn1Tz5wn7+fNd167/iP4Jy97Z4tLbNp0O7WZFygqXsyadfOY757KsbR9/Cgx7O4kLrR24vJFGTndwc8RaP4l2qv+Nb0HlLKJE6Mu6QQNh/aoNevmKZ/Pxx/SjtIKr1fT9PtpVV1dRWlpMgM8itQ0N9XV1TfmTVDzXpW8UrH8MrHMQWEJ66CUZPplxozSS7U9e7+ShYtL5ImFj90Y80RULlsiSQ4lpbcnSUVFxb//JhxaMA2n08nRljgFBQV9lbnJTf57/gTMRvKkTU9tegAAAABJRU5ErkJggg==) 15 15, auto;}
82.5%,83.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.125%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElElEQVRYhe2WW0xUVxSGv3Nmzgy30WEcbg6MgMhFh4ZqnGHQhJISImpN2jRNS9UaNSaWmqatktqkFGlJU6ttaq2Smmrsk9VoUhqwChrQKiqIl0ZQsYzooFa8RMQB5rb7VIwVmiOa+ML/dvZa+1//WnuvtQ+MYhRPgaamJvHcgh+ubxZhygShKIqor68fsRDtSDe2HG9Hrzeg04Zz9OjRkdIgq3X8rmST+Kh41cNMhYQIBJAkiWAwOLi8sHilWLt2neqKqBZwfmMHF3/qwmHPFgASIPxBPB7PoE/Bog/F7jOdrF77Lfv27VMlQrUArUYQK8XhOQ0VFRVCQkarUUhOTgZgw9ad4o8LbgIaQahewWAwqOJVLcD+XhYhkoZpioPvKzZz9s+T+P1+2trauND+F2t+3EVQE0Tc7aLAMZWcnBxJDa8qp3/xZvhbwhSMp0PqotnfQlBI3PG1EZo0AxGu4O2+jLbnJg0HD+B0OlVxD9sFKz8tFvFWE2lJGRTmF0kAv/v2Eh+04tNBrJLAda8bjd4AEiiuRua/YMGqS6T7aicAlZWVoq6uDo/HQ01NzZCChlWp1+vFuJhIkjMSmJRhISlhAls2/0LqjFAsZi0Nu+9y97qGHt9tLOMM/LZsGrZ+HRuab7DjgUxLSwuTx0YwxxpHnE6P7bOvyJ9b+Fi8/y1TeXm52LZ+G26PG3OsmYn28eSWmJlsUTD1eilffJbzrX0cKskmqVvPmlO3+ebcJSJ1CnNjzcyyxjJ1ejapn5QNG2dIw46dO8Xy4mI8PT34fL5HbGPiwpm9Lpvs7BCubL3B+i+a2fB+ET/0R3FZF4asyAghCEoy4kQj/iMHkSSJuro68vLyHos35B0YGBig3+slEAg8MmQAHtwa4FZVDCfPTaS19hA2m43tvQl0m/TIsgZZlgkCGkAbH899IdBqtSiKor4CAAcOHxFbKzexZ88evF4vxjQbMemZpBgjGGuKQvQHOFVfS5e7nYKCRUhyKK19V3Dd6kTRKIwxRCMutFO6pJilq5c82RE0NjaKmbkvYbLZGe/Ixzx5JlmJVmoqlpGYaEWnhHHx9DGutp3BEwwyzmzh5bwiQhU9lzqOce1vF1evuEm1pDEpPh1ThJFlpUtx5NjVt/3nvzaKr+s7xd7WbgHQ0NAgzGFGEWkwCq0sC3uYVjhNijCZtGJKVoiIjrKIWQVF4o3X3hVNx08KgNLSUuF0OkVKSsqwY/mJBtHH0a8Iw4M+3NykSTmPoggau33kz43Afc3PNZeG3nt9VFdXU1j4eMsNBdWjeMs7ZcJwf4CAGKBa6uLthQsGbTHGWdim6UmfI4jMVKitrVWdlGoB13cdQZL87A10sOrLMlJTUwdtGelZzM79AHMIWDIkKn/e+OwFCCmIK3AbQ+4UVqxYIUmyQNZqyczMBGDx/DLJarQRGSphjNJTVVX1bJ9je+VyEkteZf/+/Q/PViPjcrkGPyvXnZASQ+xMT8tj3rx5T/cY/ReFC15/lFCWCYuIIFoXjiw/zGP75oYnutgj/idMeNHJvd4+7vQO4HA4RkozilE8f/wD7LSoQrz8np8AAAAASUVORK5CYII=) 15 15, auto;}
84.375%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAED0lEQVRYhe2WTWxUVRSAv3ffm3nz3rwyTDsDbTMFa0WwgIXIKAqFWLsQUAkhuDAaaOKC4IKYSaqJgZCUClZCUGPAhB1NbQhBEkLFRFISRI0FW5EWUwuKPy1QmVqZdNp5M++4YFuTGfnb9Fvem3vynXNy7z0wxRR3QFdXlzxQgZA5R0zTvCMJ9X8PHv30lORyOp7n0drWdn8qsX3TDkkkEgLwXO16KfI9JqZpSn19vQC8vXOvbNmy5d7InDt2TrZaCanS50pTc7MEjJgUGfMkbE4XpZRs3/2hBJesFyMSkwMHDuQtkXcLrJIAPhRPmbXsbdmD4TPRlUJ5OrZt81HbF+Q0QVc6lmXlnVjeAvNrF2gzni4hKiFmp+fg11wQQURIjY0z7vMj2VHKg4qNGzdqd10A4KV31+LTYZGxBL9rYmDgSgYVcNACOu7lblpaWgoJWZiA+P4isDxMWIIs8MXxYZATD80Jk0n+Ru3ihWzYsCHv7AGM/9rYsadRSqJFPFIxl1V1L2st778nL76whojpJ8wTBM1SzJwi62ZRpkHu14t8eyWHaZrS2NhIU1OT1tnZKb29vYyMjLBt27b8xQ63HxallBh+Q0Izg1I+r1jmLi0VJ2zJzMqQVNWEJFzsSMQpFb9uiq7p8mxNhRx7fYEcejUus2Ll4jiO2D5DlpZGZHVshnywa9ekN2PSCvgsk5mzZnPjzz9IJTOkkhmuiTC9LEjN5nLizxcTy3r0tCU58bHBP+4tfhnJsdOso8/n4K0G9/ghGqI5xjIZ+tIZnlyxIv8WpFIpxtLjVFVWMjAwgIigaRqjgynOf+Jx7WwZuqYTcx7FtM9ipMZIYjOslYCpgabQwyWcvHoTJTZeSFDG5N2edDWbyXBr+DouOiU1K7GilYSiZVw98xl+pTN86TKlYYevLl1gfCyDFbSwJzSmnfyRdDTIqBoi+/sVbmU1Hoo8jIFB34W+/AUaGhq0tm8GxAoEWbe4TINOjhw5Krsv3iBkXed6fw/RoV7CQcWZVJb0NCF5YwQ3m8Rxi9m0dhWv7Wumu7uboaEhBgcHqZxTOalAwexf86Y0B5fL1qgl9WV+sZUp0fmW2AtNicfj0t5+uKC/oKB34Pzx03Kzs4cJ+Z7TbhZXafiVjve3R3m1Qc+lbqqqCsu0IIFT7+xHkzRf5rKMK8hpgoFGelQoDXgULzJIJBL3RuCHz8+I+/MQw9oFfrJtAtP8twMoxVgqS8D1EanQ6Or7mo6Ojrv/G+q6jqcynJiYoGlnEzk3h8ftKhQVBVn2+CtETA07rNPf359v2MJo3bdPDh48KAAtjZvlmZhfHCsg1dXVAvDGW+tkZd3y+zMdfdfRLstmmWLbtrS2tj6Y4TReYd3xUDrFFA+cfwGxm5tfgNLHrQAAAABJRU5ErkJggg==) 15 15, auto;}
85.625%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,86.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.875%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.125%,88.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADq0lEQVRYhe2WS0xcVRyHv/sa5s4LhoEO7fAS2wIB00gTEqh0AUEbbeymsU1cSIiRRe1CcUGbGHFlExIWRldGEmtSojEaE9NSWDTY1jbEUFQ6nVZ5TKYWGB4282KGO/ceF13Kggs2xoRvfc7v/5177v+cA7vs8n8m5O0Quq6LnWTI2514bXRayJaHfD7PyMjItiUkO4MvfTsqhi9+ztGGw3x39QYPIzJLxhWaW45ysvM4sbvzNL54iK6uLlu5W6b59QtCr3lFVLoqhFetFCH3CaF7S0VB8DnR6KgTFzx9IhQK2foatragsLAALdDAAhtoTieyrKK4gjhdTmRLwpJzuN1uW4uyJfDmq81YOhSUtZA11slbeUSBn+RqjP1qOT9kr9Hd3f30BE4dOyLVVrlRA3WY0h6QFHAWY6VXKJRcRAPL9PX12dp/211w7o2XMD0CPdiCgQfTTOIQMneMCOfOn7cbZ0/g08FLIjMbx+82kIt8GJKGmV1GEwqrezO8ffaM7b9/0wlDQ0PizLvv4/IVUVVVRXV1DbMzs/wycR3VVBFOBU+wBiNRSI67WNkU1noKVXmynqamJlpbW4lGo8RiMRKJBL29vfT09PyjnrqZQCqdwTSS/LWwzNqjB0z9JLAASSlArz+CqhQhpx8juMN6ag3tWA/G5BjtG5W8ta+TkQe3+Wb6aw6LRiqVUlKyjmZsWmpzgXQ6TW19PYvRWdbW1pAkCUkIkLLkrKsofg2vV2c9r5I13ci6B29JKanwDI6NVsocPh4nF4k64kiWRB4Vt7dn6wK1dQcprjM50N5AZUUFocpyIuEwP34xRtDfxM3rN7H8Fs/Wa6wkJZgaRSSWSO7XeGf1I8rLn+d4+2uEw2FCoRDj4+OE52Y2FdjWkVl79pBoObDEwXSODy5mcM3LKLrOwMAAsViMtrY2Ojo6tpRtuw0/GxsSWmAOT8aCtEnxvichZYkEPp+P/v5+aavFARS7Ag+rI/01hWnmLmcISBIxh8yjX7Oc9Hv5cnKKeDz+oZ08e+fA5Y+F6lgkPrXByp8mmBZSUkLxS6gKcD/C8PDw07uMRn7/ilIVpq8YOJDBkskuC5x7ZH7L5TjtczA4OGgn0p5AQNNYnNhgb0Yin88jWYLUgqCkxMNqLke5SyYWi9kSsNUFk9O3xa0bE9RW1BC5N8r8z0N88r3BM/VBOhteQPxxj9CJU7YvpG0RvT8m3jvtEW63W+zkSbYjul8uEh6P578pvssu/xZ/Az54Y9McwLYRAAAAAElFTkSuQmCC) 15 15, auto;}
88.75%,89.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.375%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,91.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE20lEQVRYhe2We0yVdRzGP+/7niucA+dwORwE0WBqyWWCIxUV1rw0FwoGM7rY7DLbcrMBhbmWk7Da+MOcrWk6V2sxvAYDpwkmywyOx4EKGqF4R4GIm0JwOJz31x82agvsiG5uzefPd8/veZ7f837f9/eDx3iMB4DD4RAOh0M8EvOK0mph1UwWVlOQqK6uHncIzXgXNtS0I0kK5iE7ZWVl45VB9oZUUv6jSF+RJ3bs2DGy067hX3Ep/WhkDS6Xa4R7Yv8xsSlzndizZ49XrXjVwLuFDrq7Iqio+IaysjKxbNkyqd/TjuoTiuhXR3gNVadFy/OVLGECeQ1bvJH2roHQiWaGNGC0v8DqtzbcXSjLqICqGEd4368uAoZRhIre3+fhBSjMnofRz4VbKxg2ZBJqixRNjRcRw70MC186OzuJjY0VH17dxoaQUr6LbOCQ8wfpgQLMTFoqgiOXilde3yhkoeGDVVEM9Rylt30b/gF+VFYcR3V3oVGCKSoqwtA7jezZ+3k26G2SPlkBQG5uroiMjBQZGRljzsOYKS2WAOGS/FE1dgS+xE0Np/liNeFPrUAekum6vo/Wtgv4GFLx013lxZhCbELhQkgJv7lvUFVVxWJLEpmWFAw+CstPrhvV6541rV27VhQXF9Pv1qLq7NgmzyAiNgtxR2Aa6uFMTR7d3b28FP850w3h1Hbt5kRLGVm2Jaz0X8hEowU12UJwQdKYPvecAYM1nJkpz6EqGqS+Jjp+KeFG/VcoVolrbQ1YQpNIiFpDhMFGTG8/ntarvB+QRgw6Tg+0URp+jl3SMWpqau7vFezdu1dkvfwqkhAoWi3Id79WSVZAlpmS8gYXjm7HlLaVSeftHPC7hrXRiBBDSMKNEAJkCeFxUSka+SK6gY2b8lmwYMG//Eb9D7S3t6ORAXPYXVOhAioejwcJD5duVqKqA7jQY4otpvlICYmsQUgCITRIaBECQBCqN3L5+pVRzcdsAKDy+ElRf+oEtbW1lJaW4vF4sEwOY0Bx4Q7rR224jenJDKJ0NcRbOjA3KrQ3C8J0ErIKghii5symM9qfdZ8V3P8MLEqeJdXV1XHw4EECEkKJ/jgec4aOoQk9mIyDRCQZ8LtVw6W6LgZ10DdVpdYm8bUs4wyE7rB6zrV+S5iheyyLezdgDbSKwEXB2JdbmRSlJVEbT176dszRCn4yuBvNDHYLop4x0lN/i5RELUNdcMipY8q0WBobzjLNLIgyetDrzew63zGq15gNZBVmkr4+kexZK9kavY+OMzaERqLrsIuBU/5E2IOQTQpzoj00NXm41upB7yeYETlIeno65YePMGn+Ug7clPjJbb3/Bv6J8p8PiddOv0lIQB+hLQYWS9lcvnSFUmc5aUkDNDfOxOl0EBLowsdgIrDTRf6BIyQnJ/+nvldnQf7ZAgItfTxhMBDTn0bee+slg8GHYZ8Bbre5iYuL486dfmluYDDvBEnsnKFnc8FGb6S9C2CQ+phgVDA6p7Mlf6cEf52GngE6b3lGeLmF21hoV7FYNXQ0nX14AbbM38m8llXkpH068szXV6C0anG7/m45bkG6dD3tI3bLU8ne/KVXAcaNU4714ukEnUhJ0IucnJxx3wm9amA0GH3n4nYLfv/DRmpq6nhlHgxOp/PRXMkf43+FPwELFd1pqLOVgAAAAABJRU5ErkJggg==) 15 15, auto;}
91.875%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGklEQVRYhe2We0zVZRjHP+/vcn7nApwjHCBuoYlQXlNzIwpdBTVSmC1amHZRM2xrbrXMtlqX0WVZ/VHUnGY3m4qK2kYZURQipueQBCqaLS0x83BZQhGc6+/tj5at4ghpq635/fN93vf7/T7P++55H7iACzgPeDwe6fF45H8iXrt9t3QaKTI9LktWV1efswnlXA8e3tONEJJ0cRn19fXnSjMyA0+vXC/L5j8om5qazmS6qe5l/ChYNSsHG7/4w/43Fr0gn3r0yRFVZVgDzS3t8s33Jd4j47l13ooz6979DSiuXKSUxH/9O80H0yvlzKYk+la1UltbO6yJYQ3MmDZBKLYgwmFgi78Tp/0SecOkW6TFYkE1MrAIFSlDLJh7q3Q6nbK66yP0gJ9QLMTHxw9HH93Ax580yadXvi09zYflPSUuFIdCQP0ZxZFD21EPAX8QoQkGwwPsCLawd1cHJamP4XJeQbP4Evei6SQkJFBZWfmHq/sztGiB2+9czOlABhXPr6cwfyrWvh6OH9qCxZaOI9GNPN5BJNRNRLPjsLnJT15Csmoj66cjrE5uIelIGpMnTmaGkUNDSk3UCohogeXLl8s1a9YSMdIIiGTUsCQpMwtn4izMfj+R01s43juI2XOKvLTZTIqdzujwAOt8z/FV//eUxM/iLtf1XKzFIYuTmfBs8ZBaUQ38hrKyMrmjtg7TSEXYU8iYcAtq0Ib2c5i+7vUM+HzcmLmCsShsP/k82ZY0FiYUkSYNjPxkxq4uOatG1GB9wy5ZtbmaUCjEgf1t7G9twdB19IQcnBmFBLpOYLG6yQlnMENPITPwDV3BQySqVoQIIcflMCrHxQ9KP+7cSygtLR15BTZv3izn3TYfzeFGsdgRigpCwZSgqAqBnm9w5C9HvXwx03Y0sjapm8TOdJTwAEICWgQZigBgaoIbOl/kya2vUFBQ8Be9IR9hZ2cnqm4gHcmYigoyjJARTGkSkRF0i05YjUGNdREzZSO9+w6Qoi4G1F9TkhYQJqCjmYJ4q2NI8bNewYat78lWTyOBQACv14vH40F32NGTnfj9p7Gn5CHGjOE66yYygiEcX9ngNFj8YSJS56Jxs0nPzqaHAKmleRQVFf39R7h3715ZUVHBRzvrcRdkYoyz42v5FotzkCRDYB5PwOw+xexrdCKdgp3NBqkOk4n2IHpIkHPNTdz96oazakRtROXl5XJmwSxa7e1kVWYycYFKZ/MR1JgBnBrI72IYjNfpkyqnfjDRnHDVuAhHuyKs79BpC+ocbNzGg+Pt8p3H74/aiKIaaPp2N5Ney2byHbHcN+VmuuoMQi1BtBMS0WHnhPdHLKMD3DM3ht1NYaRVYk0Nc++lBq5YF0pWHhs6NBq6g7xetenvV6D9w4Pi2Sue4IPiA+JEu4XB2QGyl4xC79comzoGQ4/gzFAxfWF8PpO29ggYcCwuzIrMEFfm5rHt/VquXfgAD7/0RlQDwzYigOyqiTJp1CCpfgVlawbL5uUys3glmY/EctNRldZPezmGm+7eTm6cnMVblwYpbw6w7qBvWP4RzQOjjEHcUtJb5aZq3Scir+gZoWka4VMhUEwSbSrHTvrEtnfreGiKBeIsjI81qampOf/vGGCZ/VEmHSqlbuOeMxklJcXh/wwkgv6xMwEoLCwUtkWrqDWzGLx6HsXFQ/f/fwT7Pl8hs7Ni5AN3uOTSpUv//ZlQU3MBk12tkjlz5pwrzfnB6/X+NyP5Bfyv8AvMrfEy1jK7FwAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,93.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.125%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.375%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.625%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.125%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.375%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73198 5.3333333333333s linear infinite forwards;
}
