@keyframes rwdcur77900 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF1klEQVRoge2YX2hcWR3Hv79z7kzTdtmmIQRbxqW19aEPhQpa0Jcl7BbWBbGmtdRQxE111RVFV3SRIHmQuhTRRfbF3VKKD92mWbMqCD6URRAhVsTu+mBBcJsm02TmJp0/N/Pv3nvO7+vDTuuwbtVJpkkq/TzO3HPu93PP+d17zgEe8pCH/H8yPz/fl8/nH93oHP8Nc68/RKTPGPONQqEwsJ6BuuWeArlcrmKM+aC19kKpVOpfz1A9Y2lp6XCpVEpXVlautVqtoxudp2uq1aqpVCpX4zimc65M8sGTiKLou41Gg21uk3ye5KYv7ruUy+W+Vqt1SlVv819MP1ASjUbjA6r6HMmlDonLJDe8uO/5FurEWvtImqYHALwA4I/tn08A+N0DURdpmiKO4yvOuddJPknyUsdIPBjF3Ww2v0KSqlok+cX3SGz+4q7X6481Go2iqtJ7XyQ5SvJ4OzzbctPOuc0rsbKy8s16vV713jNN09tJkpwl+ayqLpGk957NZvNyrVZ7bKOzvi/5fD6IomisVqstxXHMJEnYbDYvxnE81mq1ZuI4ZrPZZBRF89VqdWQ9Mv1Pb6E79PX1PRLH8YBzbqLVaoVpmoLkaJIkR9I0/X6SJJPee4hITlXPlcvl+17cXQkMDg5WSPYlSTLsvf9ckiRTzjkAOOm9v+i9f9M5N+mcQxAEAyTPl0ql50ul0n2rC+m2QaFQ+CiAqyLyZxF5xVp7xFp7UkTgvQ8BfAvvPpiXrLWDJKGqb4jIMzt37ow2XCCfzxtjzEw2mz3snAtFZNxauxfAc0EQ9HvvGwAmRWQGwNkgCAYA3JXYsWNHTyW6mkIAkMvllOS0cw7GmCGSZ5xzb5P8epqmyyKyzRgzBmBYRL6qqr8xxiCbzY4YY3pe2F0LAADJn3nvv52m6bIxZgjAZe/9JwGMe+/fAQBr7aiIfNoY8xLJqSAIEATBp3oZHlilQC6Xi7z3eZIT7acOY8yoqj4O4DOqOgkAQRCMisgla+2VtsQnVLWn34hVCbTZr6rDJF/w3v8JAIwxoyTPkbxCclJEkM1mh6y1Z6y1vw6CYFxEDvcoO4A1CJB8jeRTqjqsql/23k8BgLX2MIAXSb6pqj8kWWpLnAMwDODvPcoOYA0CqjpL8g9BEJwiOa2qV7z3UyQRBMGQiJwRkUVjzHcALAPYBuAUgPFe7iNWLbB3714AON9+G32I5BlV/a2qfs17v2ytHbLWvkzyCQDjAN5pNz0B4KcTExNce/xVfAc6uXHjxjYROSciI9lstk9VS9baVzOZzD+stS9u2bJlMJvNwhjzGoCzAL4H4CSABoCPi8hfe+CwNo4dO8abN28en5ubqy4uLjIMQ4ZheLFSqYzVarUZ59yd1fZVkmMd+4gf9eL+axqBTubm5k4YY17JZDL91loAmMxkMue3bt16OpPJnGxfFuLd6fRhAIcAHBOR2lru2zMBAJifnz9kjJnIZrNHrbUQkTAIgvHt27c/ISKdEj8AEAH4vYjM9jLDmrl161b/wsLCL5eXl1mtVlmtVou1Wu3fdm8kX98Mpxrvy8LCwkChUPhxGIbVKIoYRdHter1+luSz7zma2dznS8VicSQMw2q1WmWtVuPKysrFNE3HnHMzqkqSTJLkCxud8z9SLBZPhGFYLpfLjKKIlUrlUhRFT9br9UtxHDOKoum19N/TIr4XhULhkIhMBEFwVESgqqGIjIvIEVV9WlUfHxoa+stq+l4XAQBYXFzsJ3khCIKjAO7u3owxxnvvdu/ePbmafteyGu2KXbt2VVT1dJIkP4njOAIw5Jx7udVqfcR7/7fV9rtuI9DJ7OzsCMkL1tpHScI59wuSp/fv39/1dnPdRqCTPXv2vKGqX0qSpNI+hjmuqp9fTV8bIgAA+/btm1LV4TRNf0US3vvPjo2Ndb1C3ZAp1Mn169f7VfXnJJ8m+bGDBw++1U37DRuBOxw4cKBC8hlVfVVVn9roPGvi2rVrm/NQ+H7yT3+95RtyOOBPAAAAAElFTkSuQmCC) 4 3, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
30%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF20lEQVRoge2YT4gcxxnF31dVMyxSWInBDAvSWooOAiGMhQ5LAgHjSDK2SYgslGVZJYFVLJNEycGBJJgl6GDWRgfZBx+MsY0Pxt6ViP+AA1FiRC4BEQkp9i3RwUie0Wp29s9Md0/PTHdVfV8OO2MvEmtrZ8Y7WqPfsae7+j1ev5qqAu5zn/t8OykUCgPFYnGw3zq+DrXaD0S0SSn121Kp9MB6ClorqxrYvn37klJKaa3fXFpa2rqeotbCqgYAQGt9Xmv9o0wm889ms3l4vUT1jCAIVLVa/XeSJOKcq4jIxjMRhuEf6/W6tFgUkd+LyD1f7i+oVqsDzWbzF8wcyJe8t6FMAICIHG0l0OasiNyz5b6DNE1/KCK/EpGLK0z8Z8P0wlo75pybFpGDIjK9wsTGKHeappustf9j5nkRefo2Exuj3I1G4xUREe/9nIiM394LZn7POXfvmqjVaiNxHAfee7HWLqZpelpEnmmlIt57aTQaZ2u12oP91roqURSNRlEUNJtNSdNUGo3GO0mSHG82mxeTJJFGoyFhGBaCIDjSb62rEgTBaBAE83EcS71elyiKpqMoOhhF0XStVpMoiqRSqSxWKpVvvNzUyUPlcnlEa51TSk1orUeJCN77MoBJAAdEZMwYA2vtEoApAG/kcrmwl8LbfOVibjVEZNA5d8pa+3dr7Yz3HkSUZ+YpZv5IRH5urV1omTwD4K1KpfKNlLujBEql0ncAXAHwABH9SWv9XQC/McZs9d7XAcwQ0UUAp40xOQBg5veJaGLLli09TaKjBIaGhmrM/A9jTE5Eppxzn4rI76y1C62N0HEAjxLRr5n5r0opZLPZI0qpnhe7IwMAICJvJ0kSKqXyAM56758AMOm9/wwAtNbjRPQTpdTLInLOGANjzI97JbxNxwa2bdt2CcAJa21IRFBKjTPzIwCeYuYZADDGjBPRtNb645aJx7z3+3slHuiwAyu5efPmGBE9a4wZISKIyCWl1GvGmEOZTGbMGAMAZa31s1rrAQA1IjrXtfIWHScALJ9ceO9zzHzSe38OALTWIwBeFJELzPyCiCxls9m81vp1AI8C+G8PdH9BVwaGh4ebAAZF5ANm/th7f05EYIzJE9EUEd1SSv0BwAKATQB+BmCyl4u+rgy0eBfAVhGZYua/MfNJ59yC1jqvtX5FRA5g+Q/us9b9owDe7NVmqGsDzPy5iPzLGJMXkTPMPExEz3nvF4gIxphxAI8AeArATOuxo1g21TVdlxgAbty48TgRnc1kMoNaawB4N5vNXjDGnBgYGPhe69olAK8BOARgDEARwMNEtNTNu3vxCWHHjh3nAZzw3ldFBEqpcefcIe/9n9tTKoARAC8CuADgBSx34gfdvrsnCbQpFAr7lFKnstnsYa01iKhsjJncvHnzASIaa91WBvA8AAbwMICTROR6qaMrisXi1lu3bn2wuLgoQRBIEARztVrtjt1ba0v6pIiYfmu+g9nZ2VypVDpTLpeDMAwlDMPFOI5Pi8gzIjK/8mjGe3/vbkHn5uaOzM/PB0EQSBzHEkXRO9ba4865i8ws3ntpNpuf1uv1g/3Wuipzc3Oj5XK5UqlUJAxDqVar02EYHozjeLper0u9Xpdqtfpqp+P3tMSrUSqV9hHRKWPMYSICM5cBTCqlDojImPd+FsBD+Xx+zVNqT6bRr2NoaOgTZp5IkuRD5xyYOW+tnUqS5CPn3E+dc9k0TTuaUtclgTbFYjGH5bXQ08aYQefcEjO/QUQFZn6ImU/u2rVrTVPquhpoc/369SMi8pbWelBE4JybIaK3M5nM+eHhYV7LWOvyCd3Ozp0732fmE2maVr33ADBmrZ2I43jfWsfqSwJtrl27tk9ETimlDreS+FxEvr93797Zux2jLwm02b179yfMPJGm6YetJB703q/pMKyvBgBgz549VRH5pbX2JWtt03t/7NixY9JvXR1x9erVo1euXClcvnz5rjf+fU9gJfv37/8LMz/HzHd9uv1/dO7LPhnJRSAAAAAASUVORK5CYII=) 4 3, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
40%,42.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGAklEQVRoge2YXWicaRXH/+d5nkxC2SbtkAYqcZu0pdAbWaUrXqzW4iq4IHaDlm7wg6btsrCIrGVdQ5AgUrUspRcLisRQEdpmC22iF+7F0qtd6KJCil7Ui3ZpvqaZyZv5yjSZvO/znL8Xna5ZK2u+M0J/NwMzw3n/vzlz5n3OAE94whM+xp07d5rv3r373FbnWC7msSeMmTfGnB4bG/vxxMRE81aEWgmPCezdu9cbY/7a2Nh4zhhzcXp6uq4lHhMAABH5k/d+OpVKdVlrB/L5/I7NDrZmMpnMW1EUsVgscm5ubrRarR7d6kwrIpPJpHO53HC5XGa1WqX3vkDy/0siiqKnS6XStfn5edaYJfkjknUzF/91BpbQ7r2/Zq39NoA8gDSA8wAu1ovEJwoYY8aNMb1JkjwLoBdAVHupC8AAyfof7mKx+JvFxUVWq9VLJHtI3uS/Ga37uSgUCl8ul8uM45je+ysknyd5ZYlEfQ/37OzsU8VicXhhYYEhBKpqluSp/5Cou+H+GIVCIV0ul4cXFxcZQmAIIUuym+S3auFJkqp6zXtfnxL5fL6jXC6/+eDBg0IIgUmSzMZxfI7ky6o6Q5IhBC4sLLxdqVSe3qxcstw35nK55wB8qqmpKWWMueCcazXGIIRw2Rhzg+RpEfmCqiJJkkmSP2xpabm+gdkBrEBgZmammeR7IvLPhoaGGyLyc+dcm4gghDAEYBDASRE5ThLe+zyAkzt37hzZsPT43zeyj9i1a1dZVd+31h6L4/hwCOGlOI6veu8B4HgI4VII4Yb3fsh7D+dcmuRgPp9/paenhxslsOwOAEAmk/k8gPeccymSH4jIgLX2q9ba47VO5AC8hocfzAXnXKv3vgLgi+l0+tYG5F9+BwAgSZK/kbxOErXv+y+99ze8979IkqRojGkjOUDyCIBe732+sbHxKRF5aSPCAyvsAABMTk6mAQw6544aY6CqOQA/sNamAFyw1raKCEheFpE/isgJEWkH8GxLS0t1vQVW1AEAaG9vzwM44b1/LUmSyBjTBuDtEMLXAfSFED4EAGttt4h80xjzpjHm79baQ+ucHcAqBACgvb29qKq3SPYnSRKJCIwx3ap6GMCLqjoEAM65bhG5Yq29aa2trGvyGqsSqPEZVT1C8o0Qwl8AwBjTXZuBd0kOiQhSqVSbtbY/lUrt7e/vX/dfoxXPwCPGxsY6APxDREaMMeettb3OuWPGGJDMWWv7nHOdDQ0NrzQ2NqYBxAB+JSL965QdwBo6oKr3SL7vnPsOyWuq+m4I4SpJ1G5wZ0XkvjHmdTzcI1IAXiCZWrf0WINAZ2cnAAx672GM2UvyrKq+o6qvhhAia22btfYtkl8B0AfgQwCHAHxtfaI/ZC0zAJJ/VtXL3vuqtbaN5HlV/TSA3hBCBDwcZACHAbwIYKT2uG6sSaCzs3P+zJkz3QC+myRJ2RiTNsb8JIRwBMAbIYQPSAJAN4ABAO8AiEhu2ml12YyPjx+bnJwsZLNZRlHEKIqulEql5+M4Xrr4ZEm+XLe79MTExDNTU1PDMzMzzOfzLBQK2bm5uVOqulRipra91afE1NTUjkwmMxxFEUulEkulUrZSqTy2vZE8vx7XW/V94JPIZDJpY0yfMeZUU1NTM4C8tfZ327ZtuwvgLIBWAOMAPisi+Y3IsC5ks9muXC5XKpVKrFQqnJubu5QkSY/3/mYIgXEcv7DWa2xIB5aSzWaPichvGxoadlhroapDxphBa+2rquq2b9/+jbXU33ABAJienn5GRPqdc0dFBKqaE5GfishBVT3X2to6vdramyIAAPfv399B8qJz7iiAR9vb67t37/7DWupumgDw0TLUR/KUc67Ze19U1d8D+NmePXuKq6m5qQKPuHfvXhfJi9ba5to/GNdJnti/f395pbXWdJRYLR0dHddV9XQcx8UQAkSkS1W/t5paWyIAAPv27buqqkeSJBlRVYQQvn/79u2mldbZMgEAOHDgwC1VPbG4uDhC8lAI4XMrrbGlAgBw8ODBIsmT3vtfhxC+tNV51sTo6Gj9HbM3mn8BnCOyVi7CTTQAAAAASUVORK5CYII=) 4 3, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
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}
div.testarea{
animation:rwdcur77900 2.6666666666667s linear infinite forwards;
}
