@keyframes rwdcur73568 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC1ElEQVRYhe2VTWgTaRjHf++8M5lMx8YYFZHFT1CxKipSURAXdunCHvy6CbsiHgW96MGTIgqiHhTEDxAUPFh02fMiQususoirtLRawWprFWuiMYlpa5NMM/N40BW07TRRL0J+5//7/z88H7xQo0aNb8SW1rWy/q+FUu079TWhG1oaJTuUpZj30HUGhWSJUr/QffRlxb7mlwT/3LpYcskBuv/to/C8jHiCjil8TxC/Oq+qOtD091LJpt4w+LDISKaMFDVRHLxhjyAmBJ6PbUVY+Mss1mxoYL95aUL/ijqw8eZqyRTSpDpeM5z0cIMY3af6xjWft2m6oHzO+btkpz4dWoQxUXhTyzLJD+cYaC9gZaL0HM2qzuPjhwO8uJHH80awDM35/N7QxRyzgC23G2V7508C0NucJtXyhkihjrZD4cH/c//YM6V9TQSTdDodqh01gl9vNUi2/Jqh3BAAPRdSH0LDjT4n4UwigklXx9NQ3ScdaDy4QN4WCxiGQe7BMEv2zKn6rgGOlHaIbVi8yuTouvOs8gLuHHykTEsjItiuhVCuOvxAcZtELIVfDLh6uRXTs0P1o0bg6noG/BxmQvPgRH9VZ7qntFnMSEAwGHCl+QbJhzl6z2ZCPUYVICKICWpmUFHo1uQ6ceM2jm1TH0Tpb0tz61oXg6m3xJ1pQCb0/ZjV/fjffAm0ENEWM+yZNC/+Z0zdpnurJDo5Qr3jMjnq0nf7BW3XHkNZiKk4HScnvpoxBU1/rJDivPzHDTEwcEyHeDSBG41yYc51tXz3fMkOZkEpUKA0GFqh7IC4TtB+orei8Y0rWrl/rhjLRnBmWyjzfYhlWUx14zz5M8PdfT1q9u9TJQj89y4f7iUxZQqdZ558/WfUfrhPLfrtB0kbeXQCzJhGa01S5XGDGAB1Rh3KVFiWBcoACXCN+kqzgSo+o4btc6XklXAch/sXK2tvjRo1anwXvAOdxBGlFpu/cQAAAABJRU5ErkJggg==) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACr0lEQVRYhe2VTUgUYRjHf/POOzO765pGgVAQQt2igxWEEB06FZ26VxD0cQoP1SE6dDMiEpbCorp2iw4lfZGRUfZFWgdRKTV1JXV1GzXXdXZmng5FEbjNrgVd9nccnvf//z/v+zAPVKhQ4T9j/CuhnV0dolEECO2bd5SsW1Lh9o77shAEzAwO8vHQMQNg64tHkl3I4WVdZH4eCUJUzEGvrIFkEiMIqTEt6pIJHjRsL+qjo8y3tN2U9Ows+D4z/R9/fh9++Bh/fBKV97ARwjBkIQhAa6z19SQatzGrfOb6+ll/skkGzqeWDBEZwNUKa/Qz2Z4+RP3SyJxpLtpV3emTUujrJ163mulXb4iFxfX/GGBDe5so9wtfRj6hfJ/qeAw3KjEQn5xiZiRNznEQ28S2YkVri3bR8OSeuAWPuc6XsOgx1XyhrIFde3C/zHseuqaaqdbr5Q97fXub1N+4LnWnjkvZh3/QeKUl8uyST9Dw9L58NU3mx8eZOFte5wBH88Ni20K6dyCydskAXwFtayzPK9ebI/m0xB0Ps+Dx7nbH8gIUTIMw9JHa2rLMD3tjoi0fFYY8u9MJmezyAlgIvh+wYtPGks0P+mlRZgAFj857L0g/72Ks5VLk8y0ZoNYwcJUJ8Sp2Tw7Kipo4Q3fbeb1332+CB4Jp8STAViHK8HEzLm9vPcLt/cBU6nJJs1O0qP7aRVm9ZxeJqgSJ6gSGCJbxvTwATARtCFpCvGyWoeevSb/sRuVyZFJX/s0uaOzvFntVLYQhTnUVSn+/sDC/iJ/NMjc8Sqanj9mBISSfJ2lqRkvsvKQAAGtS5yT3vgdlWSjHBqUICgUIAkQEZRgkHYeRVOuyNmvkLgjHJ0BrFiczmLaFaWrsmIOlbSxtMtR61Yie9b9k3YmmZf8NK1SoUCGKb69pHyRCRAvRAAAAAElFTkSuQmCC) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8klEQVRYhe2W3WscVRjGf2dnZnd2u0k2waSJNSiUfmi1IiRULUERBIt4o1hI6UULvSvmL9De9EoQpCgWScFCTdCU1NJ6IwZbEkxChBCxSG2aTdO0yW4nH7vdTWZmd2deLyLS4nY/0huh+1yeec77POd9z3MYqKGGJx3qcQu8cf6KLKZtIrpi6siBqutt2sC+viGx0hnyjo2XvY9zd456U+fWqZNV1dSrFe4YGBHLspj9fZL83TnQdETTACgoD4BD11PSvztWkZGK3e6/8Ksk7tvYt2ew52cQZx09lycU1HGNEGEFddEtyCv72db5Gg1NdTyj5zjVbJbUqKgDL383LAvWCtnpaxTSKRqNAPHeL4sW3vrhUXGtBC91H2Y5FCxbu6yBF/uHxc5msP+awsy7zPd+qlZL8JPnv1F7Yo2SWbKItrdybCElZ55+9DhKtueFvqviuDbrf/xG4vMTVV2uA38uS6ylCXv2Bhc7dz1yb6DY4jtjswKQHLpMemKkanEAIvUUfJgeGy9J+88IdgxOSPzeCu+P3pALr+/cVEzfmloSH1iO32RlcrIk96EO7L04LsoIYIYNRn8YpPOTz6Qa4bfHZ6VrYlFcX+Eu3ubaubNILl+5geSVnxAf1tdyRNufZT6ZrFi84+q0ZPQtqJBJOKS49csQ+dQqif6vKo9hvZOlsLYGZgRt23YSPYcqGkHX2R/Funmd/IqFbSVwU6v4jktTxKRUYqBICrr6f5Y7oRgApqHTXG8y/ObzJY20H+mRjPNPqwUQHzyP1OCZsgcoStjxxYAU2p4DtfFZ1wI0RMKEgjpBpVhyC+QDOjujHpde3a0AYh8cE5TaEPd9zKBO4vvesgaKPkTTHx1Urcc/FmNPB3pLG54ESDk5tIJPQClEBL/gMLew+O+ep8IGvkC873RVySlJbnn3oDiGidHcht4QI6Bp+LkcXjqFt5ZFE4+lgfKn3LSBB9H6Xrc01EXJ+YLSNeLffv3Y/xI11FBDDf8L/A0cGzFN80Df6wAAAABJRU5ErkJggg==) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5klEQVRYhe2VS2hUZxiGn//85zYzIeOkiSQtqYik0iKmCN57cVFKF4VWoV2IK+miu65FF6W0CNLLsl12W4ouBVvF0JQ0lmojJtUomolkdCZRM4kzc+bMuXwuDG48ycxYwc08y8P7/u97+L5zfujQocMLRrUjfuf9c7L4IESbARPjH7bl/d8F9n0wIrdnlzC04HlTODbcunpUvfbmGfE8H8tyMK0MhnZxHE3adfjr3BtNzzdbCR/e8Zvk82W86jXiuEwUGegVa3n+F6IwQAQEC8vuJ929HT8zyJadl2TywrY1SzRt+NZ7f0ixWKFavUK9toRt1khnupm5/lWid8Omw+J5kOr+GG33kXYNJv/euWrOmgW2vz0qi4sNgsZl6v59+vtSXP7nWNPSu/f9LIViDm31ku3WLN0foyfrc/HCkae8a47g3kJIGN6g7i2wUDiuSrPNoh8zf3cSpfbSk/WYmx2h4dfIpHOJ2lULbB4+L1HoU3l4m4XC8bY2/ub0tyrXV5ZKOUcURSgVE8d+otZIerjr3THxfUUcz9Pb47ST/YSUGxDHAUrF9A+4/DfxdesvsW3vuGzaOi5DW36UZ0pfYXDjF039iSOo1SOioEwQ1doKPPi5L8q2sa0GpfzvnD7Z/GeVvAPyEpbj0pV5mQ2vnpLRsweaHrT/UCB+YKKlzsTYSZYfXGqpdGIBpUxMKweGQaEws6r5o0/vSay7aAQWjVAReHeZvvIr9Vqe0twPLc38KdHBz2bl4r9VlOGgUKAUhgHptCaXNVGYVCqCxAagsF0XZYSUCqOU7vyJ6wYU8t+3vHCJwt6BLwWpkVm3BzczhDJSKPVYmnYcDMNAqxDPm2N5eZrl8hSm9sllHa5NnWjrk00UDwwek0q1SBgUMXUXttOPZfetFAmJgocEjTKxNLBdzbpsiutT3z3T7biqaej1o3Lj6jdq/SufiMQKJRrTsoliwdIWprbIz/z0XK7kDh06dHihPAJXHiDpIVrjywAAAABJRU5ErkJggg==) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRYhe2VzWtUVxjGf+fce2cyMd7EmkUjQnFE0Cqo+EHR1v9A0YUuXFjqB7gQtLviQlTwK7TQiuBGumgXruuiWPygiiaNaJti4/hRYzQ1cSbzlcxkJnPvPfftou6cTGaC6KLzWx7e5zzPOe95OdCkSZP3jHobm+ze0CMSCvmMByI4UYvWuRahFn7o+aymx6wC7P60RypFn2w2SylI4ZlxDBVs7WArl47IYjQWnj3OVOwO1++fmdbHnsls17obki+OcymxRQFsjv8sT58OMO4NUTFp7GiAF0yhlAIDVuhSCpIA+OEkc/Br7l/zBrbGr4iEkAuGMHqU2y+OqPULv5IgCHFihr5n37yh3/DxfkmPFFFoNDaJ/Peza8EXn9yUbDIg6fVRKI3hum30Pj9eV8vWxvdJ4Bumyj4P0z/OLsC2+DUpBhmShX58nSKRudDQezm6tyASFXLZJ5y9uGZara62uGvdTVHKoeiNYDthw+bH9oyJNb+Nlq42niT6atZWDVDIGbRjUTF5fk+dbnhSVMxFRSGbHKZQHGo8QBDYhMAcN9KoNycOlkW3R7BihrtXf+LW3901D1B1DEUpJLSJtbQ3ZH7yy0BMzMKKhfRf/YVCcXBGTfUAgOcHdLqr6jLuPmCkFIJxNIJP/5XLJAaucT/93Yztq1qwc+1tmcgobGw6u+ZyoWeZOrxtQqJtUV6NPeT85ZXq1F5fDJpKCLRo7BYhl3rJH72XGMs95kF2ZvNpAwBsif8qjnaZDIeIf7gJt/0DrFaFjoKyAA3GBmUbMqlBBh/9xuirvzBMMZA9W/fDrVm4ceHXUjIvadUfsX7ZHiIdmsJkkrJXpFTOkM8Pk04PUvZziBiirTb9I982NDV1FS/t3CGus5x58xYxPNKLELyW/jdEkZjNn6PnZvWx1S1a0rldtNeBpSOIKuFELBzH4d4/59/Kl14XKxZ8Lqu7Dsk7M2zSpMn/gn8Bjksxd+eDBfgAAAAASUVORK5CYII=) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC6UlEQVRYhe2VS2iUVxiGn3Pm/P9cMs5kohEapKRYCbWCQty4UBcpurC7brpz0YWK0JWUopRGilIkgogILroprgRxEbwkUEULtlShWlLHSyaOibnMJJOZzEzm8t+OixYtzEwyo4u6mGd5eN/vffn+D35o06bN/4xo1XB46w1dytm4xjIZJ8HV5LGWZ/wX1Yr40OYRnVlM44gymaUpPMf95/3TUa2tAKYvhF8ECHSYrFkb5puRnlXLNV3gQN91nVpKkik9xxUWUvsJhCRk4a/cJaolC1OG6fJ/RK+zA6sE32+f1Mfvf7hiiVUbDu75Q88m8qSrT1lcfokKeHTEJD5hcuXvwRr/rt6vtF1U9Mf2E1JRgjHJ8bufNMxZdQNziSJZJshWZoh0mww/HRTMNtbfSf4kADZFBrRPBShnqyvOX3EDBzfe1Dl3mnTlMTfnTjR9bN/uvqvLaROExOd3WLDj/Dy2v66/4Qa+3nJb25ZLKveYW5nmwwGSk3E2RPtZqD7jxdSf2E6loVbWe/xu4J6uFjXL3jzBTqOVbACyvjgPZ4YZn/v933DNF9sGddMFCvM2trYo2GmuJWoPbTVGxodE2c6A1mjhEV5ncPlB/Tk1n+CHgbien85RdOcwI61Gv8EfVtiWw53UGUG2sa6mQGHexk+ETV07eZIfbTrw/D5LC6kgWuLQxbD4ZWqoqc3ViI70jWkpJBITV1bIk+TCo8/rDju9Z1YLV+FWJMFwJ4vLk9ybuIITWuD6+Mm3K7C3+4TuDn5MT2grAolAIpUgGFXYFQ+jQ1HJuxjSRAqB31RYXpmJ7H3GF34j2CkYnTjV9N3UCD9bf0xnylNEzR42RnYRM3tRwgTAE/K1zac8LJFhujDG9FIcjCq/ps62fLB1Dfv6jupUMUE5X8VkDTH/BkJqLT6fwvNcqm6BkrOI7VUwAyadXWGGH/34Vn/FpkzbP/hS42pwJcGOEIZhoJRi9Mm5d/oVt2nTps17wSvrHyWhTfR4TAAAAABJRU5ErkJggg==) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5klEQVRYhe2WS2hUVxzGf+feOzfzaBInceLCgqKW2FZaxSeKC6m0Fg2pFIrgRqRLEborSGmkUrNQUMGdgo9NqwRUVFzYpwptQbCNIhIbJyYxmclkzLxyZ+7r70YE0Rlvxo3gfNv///t/3/nO4ZwDDTTwtkO9DvnXtT+IW7CwTJ/um711zTLqEl6zV6zJAlMjKSa9IoPTqXrGAHUkcGXJtzL2eIKBcgpPPDzfw0doScTZ1rmRtrxCElHm9G0PNDtwAtdW7ZOpdIb+9P+M2zkqykc3dQxHocfC9AycUU7ekpXNC1nhd1L8/CcJdcRpOvlZTSOBXP750feSzme5UxzGwkZrj/HjvbMv5X49b6N0OrPZ8f4m2sNxCgmN1hNdVXVemcAfH34nk6Uc/aURJKbRO3RZkanef2zoqtr1QbeM5FPEzRYk59ScXzOB3xbvkVLF4q/iffZNXJjReXmw/qg0GxFG7Rwf3/imKlerVri+dK8YjnCrmJyxOIA5DZrtc+3RvzX7XtiC258cETcS4vQ/57Bcm7aWdpgILnx33WHR8z72tMN9a5z+fHJmBqyHjzGMEBs6lrHldq8iG1z81uqDEsq5hJrCpEN5xksFZsfiMBnQwM0l+wVP0DSNR4UMPfO+lJ6hvsDxj1YyjBYnSI6NYXk2LoLZGqvJee4MXEz9jScejuexNDafsAoF1Qbg9+wd+qeS5LwyFSV4SlB6bc5zBgpNLv8Vk+D7KNena9Zyhr84JdXIDzccl+zWvmd139TwlCCAmBBJNHNg8PzML6KfF+2WhdKGDhi6gR4y0Fsi+KUyKmKiKh5GRaHQ0HWNyLL5dJzuVgC7F2yWI4OXAm9b1cY9HV2yLvoec804hq7D03UKYKDhCww7WQYq4ySdDAfSl+t6DWuSvkqslUgZ3g230apHMZSOLS4Fz2LKLeJoEG1+h0PJi3U/64GIOxd9Kq5t45QrxKIxEOHY0C+v9ZdooIEGGnhj8AS2bDQxGqrTcgAAAABJRU5ErkJggg==) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3ElEQVRYhe2WXWgUZxSGn29nZrM7m41RqlIRf6kBQVCrbaUF8UorCCKoF970WkWoIGrAC4Vc1KIXgraFIqUgailUCQgSrZgWRRMVpLZFNMZsjI676/7N/szOzhwvREVMNrPRi0L3gbma873vyzl8ZwaaNPm/o96HyIVle8TNl+DDOF9e7mpIU5+o6e+f75NyOk/azpC0LB46aayU3bBOwx3oXbpXinaBe3mL+9UkBakwiSgOggAz58+is//nwLoNBbj40Q4ZLKa4V0li+1Uc3QMzTKQMoofQI2E+NeeybsYyolM+IHR63bj6gQL88XGnFNJZ7pQek/JtxDQ4OHRu1LNb562WlcY8Ni5ag7S1oR1fVdcjNJ557+LdYufy3Kg8otDi802qR41lDnBs4Ly6pobJlnKEgOz2HplwgN8WbpVn+Rz9hSHU1BgHEmcDdezwv91KRQxQiqfJp3Vr37oF11d0iZGvsuTOfnXW/otQyeV46qrCCmL9mnjIBIFrD240FsC3cvi6zrklu2TtrW8ntCfK60+KpiCRHqZ/5Hbd2jdG8P2sLaIphaZp3LYG6Fywoe78RiOz+kcJO0LKKfJT369U/Vrd+jc6kIgUWer6uJUK82PT6HOGAxuPLD8shq5huDAgGU7dOs8TJ8t3md7gt6Dr7hnlxcMAzJY2Dj7sDjSCwc8OSS2syOAw6Ob4c+gmSSdPpD027tlRDfrm7hIALdpCbPoUOi7tHDPI/o6Nkkklqfoungg+L56Y2cqRkQsTW0S/LNwmc8rmq5dKC2FObsOIRRDPw8tUcKbGWXzpawXw1eRPBHkhJgoQMOOTOJboGTfAqHtg099HVXftHxK1LB4Cnk8tV6Jq5XCTNl6thpcvvqrXWsKIpjDiJnprFD1uBjIfswMv2TLzC9Ftl2laK+16lJDSKftVbK9M0Xf4IXPlnT/ngQU2T18uhmiIUpywrr6X/4gmTZo0+U/wHCfuL/VktI3wAAAAAElFTkSuQmCC) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC5UlEQVRYhe2VzWtUVxjGf+fMuXc+cjOTD1OtSIkoBNsUC+3GhYqEihDXYhdFodCVf4FuZhMRsVBKd6W70oWbLlzYBFoRIZUYq8XopOqkaaaJMclkZu5MZu7cr9NFoC1mJpmxi3Yxv+Xhed/34T3P4UCHDh3+Y0S7Bd+PHtZeuciGMMhWfC7dn2+7xz9R7YjHT72tV9bXqYWCXKlEEPoATJx6R8c8l4QRIaYEZrwLq6efvV+N72iuZQM3PxzS8/kSv9lV3FAQRSMTCaDA9VwRt1bFUpL9VpQju3xwqiyc+UC/dX16WxM7Opw6f1LbuSxPS3X+sDcIozFkshdTCtJ3Hm+p/+TdQa3qFc4N9pKKKmR3L4e+nWw6Z8cNVHJZ5mqwVHYw+wZI330q4EVT/dePNjMxsjupY1JRXy9s23/bDfw4ckAvVgNmbYexx8sth23yo+PaLK4gEfhGlMyGx7kfZhrWN93A7dFhHbgus4UiY7P5tpKe+X2B9wdSPCvXeTCfw/H9plrZ6PDexyNaVyusuiFGd087szcNuBFuZJe4m1vG8X00kD7xnm7ZgFdYxQ00K1WP9L1s2+/82vRzkXc9NJoQgZHaRfrWw9auIHN+RBeXF1l2Aogn2539d+O4he+5fP7kpYDmQdxiwCusklRwdF8fE0t2ywPdC6NaCUnVTGF99o249kuupc1tEc2MDmkpBKYER0vmXTg9/qRhsxefntRKB0jPoSdusWBv8F1mjjWV4PLU89czMDY8oA+m4hzuSyABKUBIhepOEToOKtZFULExDYmQAhU1qfkh00sFflpcQ1g9XP15ruXcbBFeGn5D5+waexMmx/YkGewyMSObMhmIv4pCQ5HXgpm1MpnVEvWIwReZl20HtmHBxSNDOpuvUK/YdCvYZ0XpjyqUjBCEIWU/YL3u4wQhphnD6u3jymTja3otA69y9uCbWhMgdUAi0YVhGqiI4supX//VV9yhQ4cO/wv+BD5UJLorkYoRAAAAAElFTkSuQmCC) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3ElEQVRYhe2VTWgUZxjHf+87H5tdx01SBIWIEUEJFVtC1aDoSbxWQRCsNy+CLbaUHgw1HkQaKFQIBQsF8WB7loiIYhqM31Y0Jlo1NjZJ08RNs9lsYjqbndmZx4uCYPZj9NDL/s7PPM///3zMC1WqVPmfUe+b4OaxbRJ4/xHmXdCCFPIow0YbNqOZgD0/9ZWsYb5L0RttG8XL55icznK3/xEZN8ALBFNDQ53N8g888gUYeh6UzVVWQO+xrdJ8+KoC6G7bKt70GP1/jjKc9sjMhxSUhR8oUBolIeMzLreHQJCKzBQV8FvrBtGFGeZmJmnf0SitnSPq2uAs+aksYicJ4kl+7hp4q737t68WNzuJUmAZuqyAovPp/Hy1OFZA7985Mtk833VnIu3L8X2bpU757Dt55912wLF9xqcCRtI5tGlHqQ3AwS1rMfQSPmpskvVHThcVsWCPLh/6WGzDZGw6j+M4dHT/G8n95Kn9Yqh6RBz6h/8oGbuggHB+FkIT1xPaz/8T+VQX6xogTmp6gidTbsnYBUdgh0JBBDOWiFob75evxfIdgjDGmd+7+L7zSUkDb3Wg74edooAaI8SJxyIV909/KZafIJQYF/u6eJYt7R6KXMH1gysFwKxroOXo9bIjCH49IAQmOojjBRYX7vfQ/eAxHT3pst8uGHDtm3Wi/RfYtiJRt5QPv72lAOZO7hRDJUi5Hivqa0HZ6HkfSBBSw/DEGOd6b/HXRJaOnqmKdqdo0JWvVknCEnwxmfM0LU3LcOJJlFoEEgcxITTIFQo8TaW4PTDAYCqNFxoVOX9N0f/AuUGTNbUuOb/A/fEcAxMun21pQuskD0eekX4xx2gmy1h6BtcLCAWUYfNjT7STLRvc+ukaaT/7VO1qrpVlSYNPGpdyb+g5noDxKoNSJieuVO46koA32b1xidjiUR/XzOs4lhXjxKXh937SI7F3U4N8sa2hsqeuSpUqVSrgJcgVL1gffmlzAAAAAElFTkSuQmCC) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhe2VTWhUZxiFn/s7cydTMyootiCiFmsFsxFduFAIigUtVKjShVC66sKF4NKVi4rQ4iYSRF0IRqMiAUHUFKrGBsTURIxpCf4mIYkmMbczk8zP/X3dSFAz3NzBLATnwLe4cL5zDu95+S7UUMPnDmU+RG62bBLXyWOYBo37eqvS/KgA7WcaJJfL4vshhVLI4LCDqBl+a34aW1ev1rTz0gYpFfMMDk9z++4IY5M+lqmAgAgkkoWq9KoK0NGyVl4MvuTxizLZfIAbGCRTi/GcEppSRtUTLMyYTHR9J4sWZNC+aZ1zErECdF7cKIXCBN19NuO2h6pnaGp5/lZ8Yha/YU1adm3NEDz8VbSGE5Eh1LnM77Q2yNTU//T0lcgVkhw9aStHmp9HinZ0FygUy6iAfe+gVB2g78YOAfjj0DrpejjO/d48gdRzuGkw1nIdOz2ggAlo2JNjkdxZFXS1bZbc636e/bVdVjX++Y5htNCHSJkJCDQePBmO5L03gasnN4hXHMEwDW509Fdl+C5Kj/aKqmiMTU7yz38D8QP83WOjKAqqJiiKwoGfl0b2V9H83+8loQvTxYCz1zvxQyOSP6vTuxdWi6YHjLwy+GH/41idD3VuE8sySCd9EnqC8TGd1mvdPBmapvm8Hakxawc0I42q5Fj+VRjHm4E7W8RKTpMykyT0Onoe5bhyq59szsNK1QN25P2K6e63rRQQdM2kLr2CrxvbK/JOHflW6iwHER3PhTBUyebLDL3MEoQGTWfH55xgRcKl4+tl5ZdTM9+qqmKYCzCT9ah4KIHB6m23FYBffsy8tyciYCVSNJ8bjVVfxXdgz/5epa29xNCoTxBCGIa4Tg6v/ArXsXHd0gzX9zR8n5njuuB48Xc3MuVPO5eJphZZsljji7SOpqp4fkjZCfn99Ot5+ZXHFtm3e7k4ToGUZXHm8vC8mNdQQw01fBJ4A6RaKPIp+4wCAAAAAElFTkSuQmCC) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuUlEQVRYhe2Vy29MYRjGf993LjPt6LQsXFJssBKXSGhI+CfEDhEREZfYuMROrIhuCNL+DSIREiKqSkcIlRJCVYORdmZ0OjUzZnqZ75zz2ojVXDqNsDDP8pzvfX7Pd97z5oWGGmroH0v9CZNY/zYhKKG1SxAAqoSlmti6vb+m/7wCxB5tliCYJZvLkcl45PI+vgeOq2lp0SxdYuE4inDIoedBibPn4hU5di3Y/bsbRFsFBl8JJ059Ujeub5Gh4VHiccN42sMYm9kZQWuNiMFxAzZtbKa1VSOBMJosVPWvGuDWzbVi/DzplGEiUwRg567n6uSJZSLBQrq7h8vezNsjYtlg24By5xcg1rdNSibJx4/Ci5c/aGuzfr+72JlUkKxo6thtzMxk8W2IRpuqBqjYm96eVVIs+Dx9lsd4YS52Jur6Xx4/2Ctf40l2779fta7sF+jv6xDPTzOWMATi1g3PjB6QRdYCZPVyspfG5ejx1xXrdbmHnpcnHHJJTxjOX0jVPSkLtAuzEb6MpagGrxjAsqdRAq7TWi+b2dQRcb0ovrG5Feuveb5sC7SAVj7RFqcueCl1RJxShMBzuTvQy+fRqfkFQBTGeGxYH5kz3P92SLQJ4/lwb+AhPU/ec+nKRM32lQ2g1CKUzuC4ed4M7pD29oVEmkIMvyuwruPOb1Mvu09UANrYSOCQmBzndt9Thkayc4JDlTF81LtGEomAjo4WVrQvxlJh8EIQ2L8KFfg24jkk0pPEBkYYfDvGzLSeM7xqAIAzpxdLc7PDscOrCdtRpgqCH0CxaPiemyb+NcfQSJpv49OYkqB1hMtXx+qamjkd7rywUtqiLi9eZQgEFIIIKA0ahWWFuXotOa/FVnMZAQx9iBBqSoLAVBFs28JxwlgqRFfXpz+y0mvq0MF2OX5sifwVWEMNNfRf6ScI9iuVgp2aAgAAAABJRU5ErkJggg==) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur73568 3.3333333333333s linear infinite forwards;
}
