@keyframes rwdcur67983 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFqklEQVRoge2XXWwc1RXHf/fO7Hh2vLveLM7GWMGYjyYlJVFEPgqUL4WoQogAQrRVKUK0L62EqIRQWiREeYpUactDhJDgAYGERKmaVPUDESCkSiSAwlcIGNtxQwixcRZj1s56d73evXMvDzPjrLd2jGioVGl+0mo/7pxz/ufcc8/MQkxMTExMTExMTExMzMq4QPf/IE4O8L7txWL5pQKADUj4c99lN1t71PS89/kHZ3b9twqXiCPDWFx2zZ6/yU6n8e/XJ/8InFzJWi7jVBJUPNXLUz/97aau/Vfv7Lu7+1Kvdp5Ut2twgQyQTeXTje039/38gY39A1fScd23MW4jEj+eXyP/8fs/WGufuz/dsylr2/Lrojp6vtUTVN4jaJ3e08ftqS5pcV+6d9P99ra/X2Jv+A3gnMs4Et7i7J1+kqVH13TdePsPqiW3k2Eas/NUpuVH30MChAKzQK5WuqjULFfwhMMPkxt6Mp3ZJ5ldtYXqm48BpWUSKEROUvDP7Zac30PntZtl8mLJXBlhQFd9fpxpPr7lKuch+8omKJgfdjia6uQLK6GvOiYruS/tBwt6bPw/9Z09T/fy1z6np7j3yHrtXqgbbK78SVrrfKepHXd+xHU+Trqenl8NBhAWMtnvWar2OzFXXqf0yIPQHGlLoCAD8ZUs1ht3ke573FZO3kgXgUAYAwK8viS/zq7ZumsGxC/LMC9p7sswkM/znp3mvqY1c9Gs5RUqY0tVOGoTb5uzof+Gy5M3vHCbn9ranOWOqUkSd58Bu455qYOBXJqDKXdhugjAFq4ktXWnsja9TPW9B2gceyVyLAPHpfxmBh7d1bX+iQtWXZcXdnJxeAEIgWUJHClI2JCwICHBsgTSkiSkwBhrCe0Lu5sBeod1Zq2FlNKSWJYgIQn8JQSOBbYUIAQIMAJ0mIqwXFZnf3Lpz1I79t/IxY9E3SOD3vN6FcksCNl6qg1gWiZttBtRgHMN4SV2IAXkvzIdvbp9eJiWj6FfEYqTLYtaGDToOczC2bWDyri5Qe48ODh9ROG/fXuHTuQifQIQBjAG30BTg1AGfIEyoLXBaIPC0GxVcpZoxrtApobs8jWYyM6E/n2D0WB8g9AGY6LEwt1Qdb6ePjy+vzL0MNy6D57WUQIAQVHMlmOcGX3Jl8O3mI50fxgcLaA6NsezbzdOvVtLNuwvLAQCNWqrIa9aP+3O1Wqn/KnOuljxPjHom8YTJyonhweUPagV71ddOsYtsDX+sCM/6WjYq6+e64M0RggMBqXrmurQR+jUY/CLQ6GuhQTKBOPJDUKs00rn9lEZ3aFtb7Mxvo0RJNIJ3vj0RwcOFK//hCNR0tSAInDyHZgIfO1u16wBBdSB8hgXfvpi8Z6nKAaLrwJ8iE1wThyv+/AV9+48eY8BhFGYuVMNv3LiNfTGvbB+BGhE4qMEZsLPKlxU0K2opw6MTR6d+Fh+ddMFqIzdaeHlPstUitefaBFXD+0rof1yqPCayTCG27IW3YmzQNbLne5JdNnUpM9gbaQ8UXVexN/6HOQmwlgN2L0ogVqL+JaXq0p628G/6MPHR6YH71LNTH/32pneySFG24TVQ3GNJapP8FuhQbDTimC3W26g2KF4Bdir+8rdM6qDZ0qVU/tUfm+ZHa+BPRnaLxIfGu/WUKizeKvrwcUyM8U1k88Pue9f/uqhX/mViiRolQjdYrfIcRvRDtSJhstZnHDdA1Ll4ixvHfAPfTa08UnY/kGY8LIFahmErY8SZIEegucTGTgZnYJ/VeB48RxCvwMFh+AxfW3w/nkKMhOwajwUH3bIUru75CQvLOpJggrVgSmCQ9r4HhLIhEm4BC08E77q7S3TzhJPo7t1KLhEMGEmCMRHZ+V8o0LfU2GsiTD2iuJh2f8DC0mUCSpRDr+v6PA70B4rPCsri4+JiYmJiYmJifk/5xug8DBrwJWIxgAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2klEQVRoge2XbWxb1RnHf+fca+fGdlzXSd02jVKvb2OtmrEGqqKVl22UsbXrBzQNAWJC8GUDFfaibGMIsUmAmCIkuoLEh21oSLCxUXWItZq6jW7QdaWoY5Q2JG2TtiH1Uic4qXuT2L7X9+zDuU4d4xAEZdKk+5eOfa7PeZ7//3nOc849hgABAgQIECBAgAABAgSYGxbQ8j/gSQKRDztZzD7UDWACEh5rv/+O3CNnh1Tk2b/wtY+rsA6P9Ln49pYfvNC8UJUe/iU/BE7PZS1ncSrRGY+1N+y44Rd35Xd2bVNf39DB5CVSXavBAuJAYmXaLH3vbr7xqzvMl9Yn2fhhjGtQET+UWt7+9L0/u3bimVvXNHTEm6Q8+q7x1qVWj858BF06rfuOxEfjEckta62O+65M/r5zTfROIPxBxhXhVc4OpVes/fcD67eEt64rNFmNpsNIDgazoSNQ/gRiIAwkgOSZ4WW5bO4wiw3JujXzFl22rmGH3ZTr7DuYfRDIzRJAd8VJDP6w/jtNo48s74hffiJtSE4WAbBtuCLmPrSyI/Ldf6SiRMdNVvaEOOYu4Y1QxHMKI7ZUxW1lr2/o/fou7icpdrUrY2K70bDA2uBMslo+KXtXe+ELMWGtG3HCybbJSHFKW0lD0JyOR7Ytj34r807jqkfPZ7aB01sTQLfU4u2Eafz9ps3WwoduN+enzobGOImDUICCpSvgx7eErsgdmM/P1ywkdaqBzedivFC8it5oC/Z7b4+HCrmIXeqrl+FKmURCsiNN1Lsmnlwb+6qd5WbrIH/8ks25pQXu7cmS/HwJYxlw1LcU8CnDkhvEZ6/vjXbuftk5do9T6vtTxbHUjnMpjN0PmM0dj8eTG1MNolELB5TQTqSEkAkhKRCGwDQkISExMDAwEUKilFFH+/TqxoFWT0XbQEqEgSEMTCGQhsQwBSEpCJkCKTWnEqAQKAENMkw0uXGZkbhxJ6EVP6pUj9S1F2lFNSYUQqLUNPV0T/gP6uLjjI7wP2Y/lE0gBqQUoVafV7tTAqG00GnWKr5alwLhodT03jV1Zqwk3pbXiiNvuuONma3FhmLST7x2UAZP6eYqwFN4nqKsFB4eKA+FB3j1xFfOeAuIKyXmgUIpD4WijEdZKZSncBW4ZTA8EKrCrzuOKmKP/XOoXDz1fdxNL0K/VwkAzSxBdfa9PHn8t0vkoRtXl800GLIiYbAffv2b2OB7p43S6z1TWBcc3spNuSecQwW7YE2Wps6OOu7EnO+JsnJK3kT/6fPlMfMlZ4oTRo5Tf3bIJ1zGRk25oL/J/GZLsX2ZX0IeggGn4L1SHjiy1049WOLm/X5SpgPIo48nS1Os8p62ky8uPfzKFzcusS9XZb1ciXnwu57P7enp33SsEvSrMAkMU+Q0kFGQh65azR7gAgXNtbBfuV9+yrHhILrxJiYQPgzhFedf/cw98d23+tEydupCafsRubc/f9V2+HQvUKpeahMY9/uuP+hCi3vmna17ymN/yxxYe/S6tjYvnkhAevHxeE//poEqcQXf3vbtZ4Prz8n6HFbVWOVNnAAS6cWDi5qboaA8Xn97In+gd97zA4NfeQaSGZ+rBF0zApisEl/VLHdo+IbX7h+Lnsyn/nrT7V/w0p3Lz7Xu2c/xGmEFX1ypTvbRv3WXdPZx0atd9QLF9MW7gHnlqmxL3vZ49g05+JN9q7aPOZv3gpn17WeI9427POguMHOpC3qyjA8Xr87e91zs8JCx67aR/5QkkKmy96rs6u7gqkBt369k5hUm7I9HgFjfgMNPuxfsf+L563bA+n/5Ac+aoKpTqvoqQQJYhL6fSO3k+Cjss+Hk8AcI/QjoDqOv6W36+0wM4hmYP+SL9yuk3urWPbm7Z9QkOkMFYBS9SUufQABxPwgLXcLjfivUlkwt6txGuzxfcA4YRpfMKBf3yqWG6/se9bkyPvec4mHW/wPTQeTRmcj7z3M6/Aio5fL3ytziAwQIECBAgAABAvyf478flkoDjdo+VQAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF20lEQVRoge2XX2wcVxXGf/fO7Ho8u11vHXexrchxE2InJTWtkiYRahKwSihUqQpKQSGoQoWHSlWoEET8KcU8UInKQqJEICqg6QsoFYnUIlLFrQiq4gqU0rpxQhLjOHGC7bpmd+Os1+uZ9cxcHmZmvXbsuCopEtJ80mg1unO+853vnntmFiJEiBAhQoQIESJEiBBheRhAw/8gTz1gvt+HxdJL3QA6IOEnLY+vs56+YLtmzyVr13+rcJE8MsjFQ2t/+GKLLso/P1f6DjC8XLRcglTiO55saTqw89ePTB3p2mrsvjsTK90k1Qs1GEAKSK+uM8o/2Fr7xecf1V7ecgf3vp/gBQjFj2Q61/7sG8//aOTg3r103JJCjuTcUzdbPb7zJn7rNPeP1mSTCcWePVrHj/fxh0c28ygQv1FwKLyK7GTrQ7f3Ptn1qeKDHZs1Q5bgXdshN631fwgFEAhMA/XjpVX5XPkcKxPQuSXW2NBXcyB2zd3424GZp4D8EgV0hyRJeGnzx3e9+/SeNbV3bTBnpRQWANOOB2viXR3tjd+854wkf/U2Xjcy5GcnEa7l6bWNxRoZ31csHB25Xt/ceYol3mpxyT+r7HFDyRrSsdfkdisXT946afS1yXiTM2PargJAStjQYJif/lzqsVMb7LazR0b3leD8ggK6pS++mG6TL33hM5tmuqwdDRnTLiJKBf+YC2i9xWD3rsymvliKx0oaF899jIsrOiiWLiHLBWLpOyeTeq1ZLBxdzOGwTcxac1urm/C2u5Onk168jhazla/nT9O6+gzPPexyj11g1Xs2CLsSbN5myE1NDfd1jtQe/eub7z1+wps6Fq5JnzifWSV7nvy2Xv/Tr5mZTDKmzc0n3ww0QNcEUhPElEAKHYQWrEiU0FCLzoTK7qaAZqesVgqhSYEEIZFCQ0MSFwJNCjRNoKn5uQHMuMZXjMbVX41tPdKur/9u2D0SSIPZ7GCkJXKeAlVFoBBzfIK5OzH3c4OZrANJIOO5XjPh8FC+RlVFIqo4q7kr9Sjl4TmVs6v7zhj1o95nT3y//Iazuzj+oDubqAcQVYo8FMpTKA8cofBQCDxQXqDEQyl3MfHhjDeAlFJeHcpDEcThxzkoPA8cz1/RAoNCDdOOy+9m8iPH3dK3BrwHDsOgFxbg60MywbaBX/09c+iOFX+7v3O91aoSSISfZ3jK4vAfrStXpCxPDgumSucZdXNO2blqCa9Yctyx7KyQy74nHCtXdrODw649oTMT5/L0ZZ6zc9QPFTh1BDmobP0T7VbL2tB1BaUJyzs55PT3v9P8lOs+0BuYUimggD+eDL+Sdu9Mz4rDB88e7Vxzf/auuz10CdTFJRf6214ZKHT+43RYtEMJGFcw7Mwy5kABXl6o2QMcwAIKrpsaorjxF+HipA1/Ap0scU4Qn0r0rk9u+PeXUQJPKc7kyuVDr4pX+y5tfxbazwPlUHxYwGRoTrDoQINz7F9feiXX0zPWdefJT3auI1UX02lKDKUGCp0Xq8RZQXwxiF/S+OCZiSCHUbUWvonTQLopMdpYH9exp+F4H4Vn/tz8+9cvff4g1I8Fucqwv1KABjsdwA4uB3ABATpj19pGj5+sGTSvXWn6qNLT71ydyb09ce8LQK7quhrsol1NPIfXgJ0qcM0CpoKYMD4QhQTi993+xo4dDdZHXnhTXnnilxufOT/+8CFIjAYxFuyfd9B0P2m3xfyttnxSmRrPbZt44sXkW2fXHds7UrYlMFYV71XFLSL+uh2wAqHV0y4erJtAcuhaie/1Jnp/M7jlAGx+G7+9i4Hz1xFXzZnqTwnSQCP+94n0Sf6Zhb8U4cL4DYR+AHTH8T/TV/q/l5OQGoNbRwLxJb/A68UvKKBCOK8n8R2ygCxQgP3lD6GAVFCEgd9Ok8FlLd6Wc1jk1bk/7NU8MI7fMlkqTtx0OAF3Nsg1FuReVjws+X+gUkQB34lCcL8s4QfAwlzBWVlefIQIESJEiBAhQoT/c/wHmOpXCxJjrSYAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFyElEQVRoge2Xf2wbZxnHP+97F8d2XNtNGjeNKse02kobulW0K6V0jKGNHx1D2zQhsbIBG2MIVASICtBU7R86hgJI1djEH2jtEEwd3SQ61G1s0yotZStF7WiVijbL2iR4Tuo5iZvYzuV8dy9/3F3ieA6pRoeEdB/pHPvee57n+zzv877vBQICAgICAgICAgICAhYnDCz7H8RpBaKX+7BYeKgHQAckPJK+hyV7zuNEjzJ863+rsEEc6cXiJh5/eqVQ5n41+CNgcDFruYBTiVvxmBZ/7DMPXJt49gdt6Ts/wtLKFVJdryEMxIFkhoT5vbb0l+7fmDmUWBHadjnGdfjis6nV6d989/q7m/d1b0tdk4gJeZHiqSutHrfyUdzW6TzLdCHWouj+RMc1m25PH9zU3XIvEPpPxr7wGmfHM1+96rUHb9uoffHY+hVhcUFSxGCC6ukPIAE8gUmgNU/HeFFMI6M6H+uKd2wdLz/6qlPd+Kt/mruB8QUS6PGdxOBPm3/27Tf3fCPNBnJt8qQAFJSxqIa6HtKa1n3fMS6itCjLm+LcMD1CZEXBObWGkhVjZ99zo9n36ptbT5ltv08nmvJ7r+0nXB5tpzf8ssxXp0LCNsM0rwglqyJqKBuhdHQp2JLSo5u/pn+r613z6h/+gp1VOFuXQI90xZeS61ufvmP3XRceuuWBaip6OkJhBBSAgC61lJsTWzf1xdqZGfsHTqSNVZE09429Sduas+y71SkWk3a077nRRhX22yS6/KoPZ67rjnzy60qLXZxcxzvLNlAsDyGNMUJtG9heypNWb3BSuMtNCGjvQt5/i7xptRKHf33A/s6L7/Ci71i6jsdT6zK/e3DP9WO/vHNtKBWNuqIFc5dUINFAaAgEoCGkjiY0dCGRmgDVaE+Ynd040FnMJlaiaVKXkiYhEGggJEJIEBoaGpqai4sClCASge2roqt2bml/dkt3y4/97pFu70U7LaclKVyds8wmUHvTH/CdXx46EANSxmS4U6m5zUP4n2ruFwhXd+2tuecduypm1650KxNu7R++u/ebf7nuqQNnGJ+entOnhMCW4AhQOAjleLodFDa2cnAchbIVjt0wI3+PDwNx25QJxwZHKffC8XwpUDYOCkeo99SmYsDhATP787/a9/29/ysPA5ZfGVcNkhHjxnP3PN554CfGoc/tvLqSkSBRCs2BISZ45dLx4fJ03LRm8mBkOV+6YP12ZsRIvjVaOfWCWSg1O4ueExPDwuw9VB68dMHRZypvMfTuJFVrCqoVTHtKvmCV9BsjE2lB82zx80PK2f96y+lH9n9098TUF456RXH8BCZxt6cwgM0a56dP3PvMucyfP73j45c2WGvRlYCEDJEzm5+vmpvO+ElfnKFyEEbJMkiWnOtrV71mx6uWAUyWxzrf7ju647E+f7SEryOkyoRyHF+7ROh3AVSV4vW8bT5zuP2lJwdu3gtrzgKmL943LHrfLW/QgmXWwcEvP/8340hudTz3qdubmuJLVDMp/hV/G87XiDM8+5I/pQtgec/kvRjhmjH/JE4CyRSFjiQRqBgcO1We/GNv+1MD2e37oDXnxTJh17wEKjXia66wNTz62d6RPxwbSGfO3HFDuSOTptr5BvTXCTM8cWaD6uPe6zFxZ9rCne2aAxTdE28B+odwlk2V4MSR4vBr55bvtczPvwR63rOfJ94z3uVAj8H8qTbch2W8Wtqaf7IvcsISJ3aMYkogV2Pv1NjNc1yHPwOGV/Ha/TbkjUeB2BBjPDwWOnpgbP2jsPmkl/CCBarZpGpfJUgCHbjvJ9J10l+AIyUYaHhSvX96Qriv6Svdv0MxiOdgadYT73VIo9lt+DrdM68ncStkAAXcRWp+AAnEvSTCuC1c9C6jvmXqaXB07nI8wePAKG7LFJhbK1cay/Nd8GLlvNiLiocF/x+YTWIStxKT3u9FHb4P6mN5a2Vx8QEBAQEBAQEBAf/n/BvsuUPrDiPctgAAAABJRU5ErkJggg==) 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,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) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFnklEQVRoge2XXWwc1RXHf/fuzHo8sdezJnaN7doLRLjQKomoaaO0SasKGlQ1VIoQFPpS8cKXqFShCCQU8YSEZPUhQqA+VE1Fq9CqRE2bNGrTlj4QRBRR00SkNSEfjj82ybK214u9Gc/O3svDnXHW2zVGNFSqND9pvbu+95zzP+fcj1lISEhISEhISEhISEhYGwdY/z+I0wm4n3SyWH1oBMACJLww8CAdzy9Sdv9Aced/q7BJHBnF4gFGfpMiE+zn7NPA+FrWchWnElPxNvjFtwe9uw/scLfdt4mOynVS3ajBATKAN4gX3OVuu3/Qe+D3yN6vfxLjBmLxU92CX/5IdHxpn9WxdWM13SH/RXjyeqvHVN7FLJ3eY6SKfrody/vaRtG+9beSvoeB9McZx8LrnJ3I0fLBs7YcvBf7RkelWriiQ8aRpz6DBIgEekDnFH2zlwmpyRZsq79Hu8MvKtX3ZfwTe4DZVRIYiZ20wcGv3LKu+/mZ7I7NVyvTMt4m89TYmK0+F27q+XGPChj+sELLF5bAhvDftjrd4i5c8NJPjh4uTP2nvmv7aWjrKwNfZHrv7UuLTvq2ABU+IxfH3PTbrRmnoFrTm8eE63MLEhBCIJwBt9P96qNdpc/dOrNw6MkijDUkMCKN+AVvQ+rgrkeEfI6WDd0vp7NcreQBk8IwLWwazA2/9N0ad9Q+5PuXr5DapSCtCQ+089d1XaXXe1rd0cOFZhWOl4n7+Q1DuR/eVN1+t/9BW2pXGZYE4e8cXr0xyynaeeJXKd6ecDgQWwrw0p3yMXvoLsu5+MdXxPknTlxd+FM8LI3j2e6uW1999ns7az+57yavOytSTdoksBFYUmBLSEuBbYFtQTolsKVA6GZnwnJ3M0Bvcdrrl1JKWwpsG2xLGF8SZEpgC4HUYBTo5b/t0uI7uRtu3r4zd6BvOPtMLEsCHri9quZ6CGQzDQJtFpIALYxDvdybFRNXwwLagO5K2enVWlyLIjQIYxqbX3Oz0qFQIECpQCzvXctUxumcOffgG/suvBl2pfL3pttrnfV5hAgUmprW6JqmpiFU5jMKahqU0qhQNxMfn/EOkAmDVEeoNKEGXQNC4yvUoLSmhkYJqMbaI5clXePweGnqL+PzT10K7n8NfqriBAAUSGbVtvf2qPd+3b80cU8pyObA9EMA7+Bz9GJpYvSgCN4VIe+WHdZNi9BuXfLF+9XKmDVTPOfOr3lPFKZE8PM/6/Hj1VbLHpegJcEZm5NulbxclKVpba3X/oCO2yygVJ1VPwvOnxoPsnuu8tCxqCjLCZQxx5MDUGVIXVgsvkZ4/FvplNyMm7MUkBU2++eGjkwe23Ia4G+gOEkFuIy5MfPG1+5GzcrUGR8oL8z0nTs08/BLhwBGl+dYmH2SLjB62+Oe9RCAFhoqk8Hc4vtH5/z+vbBlDAhi8bFhKfocRoMhrA9ZuvNIleN57EvflLWbM11Y9DORmWTL+TpxfmS/ENmvRhjNKUQxnLqx+Cb2AG+AKz29dGOrKtXgUllXCvvhG/ugMx/FCmD3igQqdeLrXk6o2f4G8/88u6Tf3CVrbm4j871vwZkGYX4kLmhSfcz/RgJMp0NMt+suUKxIfAhYm1lYbwfz+HNvTejyzF7YeRSsQmS/QnxkvFvBiM/KVvtmsszAHYXJ8jv/OMKJHwSUJWapxKg6uxWOG4g74EcVrz8j0tG4C7SdZ45i5fSxSXIvwo7RKOFVC1R3TtU/SuABPZjnE2mcnCnC3xfg7OWPEfopGEljHtP7zfvFNsjkITsViY9WSLPuNj25R1asSUyFfKCI2aTBZ5BAJkrCwSzhUvTyG5dMI02urd0qEjyLOWHyGPHxXrnehJHvYhQrH8VeUzys+ntgOYkyphLl6PuaDj8FjbGivbK2+ISEhISEhISEhP9zPgJ4LCc0EjlW+AAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFrUlEQVRoge2XX2wc1RXGf3NnZnd2s95s1svKXZKwSQQJhVI7oeFPCqItoDy0qCKA0vLWJ6QKJKBRK0UIXhBIFg9RVClP8AQi/JGoWhBKH6hCKkiCwQRZCQmGJHYcr7O21469np2dubcPd8Zdb9cxoqFSpfmk1ezO3POd75x7zrmzECNGjBgxYsSIESNGjBgrwwEK/wM/eSD9bRcbyz/qB7AAAS+u/+EO6/kpt5EeH6j96r9V2MGPCH1x7R0vHMwL2/vin5U/AmdXshbLkAp0xjMFDtz/XCH39sN96x7q3pCpXyXV7RocIAvkstd0eQ/1rn/kucLGv2xh1U+/jXEbIvGjxaT9tyceTv3old32dbf0SEu4I97nV1s9OvNpdOmUZk+JarFpstveeMs96fveXJXq+x2QuJJxJLyF7FiZxOjeROFnD+QDx3HkRzRrM3iXjBPfQwCEAnNAfmFq3VRzZp6ksunu2tpjiS37kWobjcFngKllAuiPSDLwznZhBc9biQ29RqJH4F4GIJiXFMvq2V2Z9JPd6xqokkSdNhm5nOJYd0qWL4q560aNx/fXLo7+p75/99OuVa+u98qVfedK0tk+Vefarr0i2EgiGHGc6kg6cayYTMvGGt2chgnJUjph3/hYEJg3BP7Q4+CeagugX2jxc7mk+MeDIr/52aaRL5qNaVp7PLkpxb2b1t761FCFNXdPwbYG/DXF6QsFDmwqcOcnVq1PkN5fu9gpw1GZpHtzW8obbk/dfXSbn3lsuMr1a6vwy3k47jN9xOSlm7txzjioo6CUNjZFSsj8L+7tkn3vmtMf/L4WDL8fEQtNPFXcwRt7/+Bc81Jv5taiYekpZhAxAIaBaRnYpoEtDGwLbGFgCX3fNAWq40xY3N0sUDrj5taahimEqW1t08C2wTY1n2kaYBiL3Rml0DBT/DizdePTya1v/5rin6LqEUAO0qUm6RwYwlx0rJbI6DhvjSvO4fYdyADFST9ZkgqxxE61XAxQBhiqhVtpR4FeIxdQVitxFpz8MR758LP6gJ+4/NkDSuTy2jykkKCUQgYKXyp8qe+hFIFSKKmvfmfx0Yx3gOyCFKulBCkVgVT4SmkuieYKFIZUGLI1UQrlL/CFNzh6ojH89Dy73oIDMgoglCho8pMvm5NnXjet4zsD5wdlDERURu43C/x9sH5+tmp7+eEsxqEM4mvDr8z57qdDl+ojE6p6eFyueE58uYD36sdzZ8fO+dZMzWBdpgsGUxgTJrXztjh6sm7tzsj1Sq1GGXpXArkg5fTHJ+aayWfgN0fCpCwGMIseT452cb0M/DVvBY3Pf55sXOxVKmUBJDImw4c3vzcwedcQJ6KgqQPj6BNzTHPtadcsAR9wgdkLfmn4wslH/8xJWJzJh7HQfZLI5o7eaO/85re6PCV4Fc/zKodo3rAPNp8CvEh8FEAt/O6HD30o+DR3vNe4NDQ2YXv3uKu9rJm1SeXPZmuTd33dIs4N7edC++Xgh2smQh9Oy7PoJM4BOad7vMfKJ2iYHpXpwVm3ufAazdtegfxY6MuDPUsCqLeIb/k4vtfs+/DN5vGvcqnRB7vIlleVZ0qc4XSbMDcU53XIPvpev4feaR+92y0HKFYo3gesrvJcoWLavOyOnT9Y9/c12HkIrInQfon40HiPhH6XpVvt6sUiW+O2if7JxMBNA0cenQ/qAl0qEWSL3RLiNkQ74IYZb523ifB5GsjMVmY4eDl15OTkzfth+6dhwMsmqGWatb5KkAN60O8nQpOcrsIHc/DV+BWEfgf0J9Cv6Wv19VwGsmOwZjQUH1ZIp93tOMb7l9QkOkMuUEU3qfc9BJANg3DQJVwLP257ybSjw9G5R4aCp9ATZgwtPuqVqw0/5K6GvsZC3yuKh2X/DywGMYvOxGz4e0XC74B2X2GvrCw+RowYMWLEiBEjxv85/gXP5TdwzVvPywAAAABJRU5ErkJggg==) 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,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur67983 2s linear infinite forwards;
}
