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0%,0.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhe3WMUtcQRQF4G+NQhSy1v6ABH+CWBrSCEpeGUhlkyLVsmCfX2Alkj6Q8kIgaWQttU0ZsA0Ey1jEQLJuijcL69NF30xgCz3wmHnDm3PPu3PnzHDf0cmZFOziBdbwF8foV3xryzWfIwAV+viKbXzEMzxtS5SVgUkEXfzE74rFtvPnCoMvYT+9vs3hyF2CMX6oM/C84iiHoCgDKbjc4JRn4FHh/GIBf0qFlAooXcJ7iOAkOSkaKQxWg9PgIti5jWyP0fhpoaGvtnE0nDD4jM2Joan7exy0R2eyn3hGuMQChjjHSsWvZF5nFU+4XkTreIVlfMAgGAVzwTAaf9qj85JR73ZL7+J9su1t9QGG67tgHp+S0jfp4+401r0UvLkE1VVBnWADA7xOY19uJAwOo87CndCmBoKdVFunweq0j3aDk7sKeAB1xTeLsw1KrZh6u2XjfwhYmLWAYWqzrnelV7KN1D3P5cgWkM6KgdoxV3J5sm/FwQUeY7maRQbwPbWbwVKwnmNiJQK21J5+gDO8QxTwPWA2+AdSIGdjRjCOrgAAAABJRU5ErkJggg==) 16 15, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADAklEQVRYhe3WX2jVZRgH8M97dlxjhC2TBWJkJyqQmoMgQqicF+WVY2eyIKIbKeifolAYXoxREpE1ZmREyCoqCjk7W2VFCEWgFzJhpUSZDEOoiBoWM4c7+71d/LZwNt35M3YRfa/O+T1/vl+e93nf5+G/gE+orzY2LISAAo/hrgw/JfR3crzc2Eyt5F+QDXRE9iX8nGGowEcD5GIZ8QtSARgmO0pjlgfQF9jTwVPzxdVcgRmMprlygTXIJGXGZRdKQJYDIRWxNrI7w6uLJmCAO7Aucibhvis5voGxRRNQYqSOzRnqN/FVJbH/EjBEc4k7A9/lOVFmktN4f5JtlZAzxy0o8FZgfWRZYFdgbwdnLpVgiJaEryO/5rm2UgGzbkGRlYG7MRI4j51TLL9cgna+idyCzZWSc1EFijwbaUx4o47lkZ7AicjOfJlNVSlm9UDC6sgr13DyFKeuYiLySOT7QvriXd3ISxsY6yOX0JLqdjDy4nY+r1rAhzSWOIr72/gSpf10L2E8y5vnORZYeTYlHEt4HusTugM3YqsqBMzCMNkirXPZhmgpsG/m/8tM7mFVOz8+x5ZezvWyDga5+VIc3Rf1XVWzoJuGplTMvce4/VYeDezYNp1vgLOoL3HdFeQ2cniGqMgTCTdF+jYxWtUs6GEi8Gmk6TaOBvIYhHdpCvwSGZe+jIeK/PE6jVDiCJpDaq99GvbSOsmfTzN64fc+6q9nVeQAlkaeaeCdcZbXcaiTG2oS0E22h9J8fkOsnuI1qW9/oC0ykedxahjHa9hSZGqAHZfza+fbyAdYG+iP5Er0ztirHkaRzumfh+fzrePtJH3Y2urYmufkjK2qI5jefpYi08VvlcRGMoF/9pWKj+A9Vpxm+xJ+z9JXafyF5FR4BAM8GHgYy5L0GvVXKmAOQeVhkBUJPwSykV3j7H6Iv2oVUHYFEjZKCYfPsXchyCsSUOJgHW2Bhnpy+2nO0DrFZ101jOqym7ArvTpPYiRDIcMLgXvq08Vl8fExTdPb8P+oCX8DmZ/amm0v6L8AAAAASUVORK5CYII=) 16 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC8ElEQVRYhe3WQWhcVRQG4O++mZQStMRQgkQIJUhdWBVLqxRFMKJdaNXJmEAXCk1sRahI4sKFSsheW0WwWAQRF5VpZoYSK7iwCi7cqKVdKHTXUGINMbQlhlCm77qYCYQ4k8yktgvJD29xueec/3/3nnvOYQP/Z3zDprVskltFXuKRBUZLbF+3gE/JltheZlurAiLPBi7jVJG+Rnah0UaBJMtk4O6UTgznOdOKiCJdKT0Zvg0M5Or4NzyBDL8ErkVmA9sCewtsbZb8e7L9zNaWF5Ar07HSLlvPucwHKWdmGO+qiixGdg4w1wx5mefmyJVYyNIZ2ZWyuZPFlbb/OoEC3TfYFPnxEPMzXI9V4rkfmsjq2l9OBoYSutEXuYThJ+sIqJsDRR4MXOpnrkxH5GJgS2R/P181Ii+yEzsynE/Zn/AFrsCLTNfzaZiEy1HiicBBvJHycZ6XV9oU6MzyF9LA0/US7qYwRlLijxKxyLEGQg+XOfmfEi/HJPeW+T3W1kcZOsLzRzi13phNXUE9HKU/ciKQjZzH4ih7bouAMbId/Bk5/hMe4MSdnIvcP8pvrcRaVy8YpxKrRaYjw9X2aoZXEnpbjXWzV3ASlcB05MIoe2+bAPiQvpTewJ4RhqHIuwn35Hj9lgiY4JkMx2a47zUqy/cK9LRxMVZrwe4cv64Vr6UcGCMb+DLS28Xoyv1Bpio8GjmALSVOrxVz1RMYI3mYx68z3VYtxSMVDia88xLvNfL7nM0d/B2rfeStPJ9AkVfzfLbctm43XMJDnE2Zb+MO7AjIcC6/CjkcYLHMPnwUa8+yNhntLjKfX9ZPGgooczjSHUgi47W5IJfn/dXIl5Ai0IPLBXpu0JWhN7tCfN0ciNVvKjKbMnKV47MU+hlohryGdiwknG3jlQynA2+/wMyaAgIqfB24Engqof2uFhM2zwR+xlTKY9hX71Ws+QyLfBeqtX5rhTcHm5yKllCit8LiYIN5oCkUOTTB0LoDbGADq+AfDNvY0Ow5AxAAAAAASUVORK5CYII=) 16 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhe3WX2iVZRwH8M9zzrHIjMq2JVPBRkiRSlc2SFp/KGlSbMuNYETgzSq6yKAgb2R40UVkLokaIQgjkbmdI0FQEkyjQkr7t4KR4EWtUTlmLZFTG+/TxbvB2M62czapG7/w3rzv7/d8v8/3+T2/38tV/M8IlQQXWIcn8fkEQ22MLVdAppygPPf181nky8ijkQ9yHFwuOWU40Mcd6AicKnJyJXdjIPL7zax9gMnlCFjUgZ0MZVgd+KSdPxIuRYYDfReoWg455MoJauFp6CYXUgdGIz1t/PqfCJjGCKp5I7Aq8H0luQUejNRd4HDHjGMrqwin0Zkmvp/w0m8UK8mNbI3cWc3Ome8rEgDf8lQgqeJcJXk53sR7eH1ZAjpJ8EqGDcfZulDsALkCu7pZeTZ1LBMo9rNlhrAl4VmMNPFFqY8FNk3w00XOYl01j9XQg4aYimjEd1TYCUthP42R0y8yFpDnXeyKHMikAnZHTgT2xLSGhjNsb+JHlu6A/TyHrsBoYPIAZ9CMV0Pari82cwRH+qnBYGBHwmvT5CzRgV4yv9CFph/Yfhf1OLSWbFtaI3MQ5yGruAhhiuSZwI5Rjv3FbZFkhJb5cubb6bwCetkw+12eujwbIfJO5KMGvrqBmzD0An2VbWVWDXSTq2FfwvOBo32cCnycUJOjPvJ24FM0FNl7LQMZ+nE8S2ul5HME3EJtZMtUq30km+62J8NYlvWT6bmfgT3pv0B+L9nOec69YgErKCasQccljq5iW2RjYDgh08J1sxfoJJlyrgdNzSViFsKc2sgzmLB7kJNwD5lG/llsoTw/Sx289wlOlyugVB/Yl6F9E6OtfFPuQpHWvzl/fbkJU5jjQEQ+HRj1K3j4cS6XKUCBc4HbJ7ixjfFy8uZcw5A+b62moVxyOJYW7nDC5Rz3l5tXshW3cL7cBWZgzdSgOfwnJ0iv9QjJQrdkSZ2wFLI0BrZN0jVO0kddFQc3p5NvXix5GM1GYHOkmKNrPYciD6EW1ywi/Mqgja8Dt6Jqahp+OM7L7QxeKY5F0UttocQMuYqF8C/CH9rjQZE2lgAAAABJRU5ErkJggg==) 16 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmUlEQVRYhe3WMUtcQRQF4G+NQhSy1v6ABH+CWBrSCEpeGUhlkyLVsmCfX2Alkj6Q8kIgaWQttU0ZsA0Ey1jEQLJuijcL69NF30xgCz3wmHnDm3PPu3PnzPCAGaOTMynYxQus4S+O0a/41pZrPkcAKvTxFdv4iGd42pYoKwOTCLr4id8Vi23nzxUGX8J+en2bw5G7BGP8UGfgecVRDkFRBlJwucEpz8CjwvnFAv6UCikVULqE9xDBSXJSNFIYrAanwUWwcxvZHqPx00JDX23jaDhh8BmbE0NT9/c4aI/OZD/xjHCJBQxxjpWKX8m8ziqecL2I1vEKy/iAQTAK5oJhNP60R+clo97tlt7F+2Tb2+oDDNd3wTw+JaVv0sfdaax7KXhzCaqrgjrBBgZ4nca+3EgYHEadhTuhTQ0EO6m2ToPVaR/tBid3FfAA6opvFmcblFox9XbLxv8QsDBrAcPUZl3vSq9kG6l7nsuRLSCdFQO1Y67k8mTfioMLPMZyNYsM4HtqN4OlYD3HxEoEbKk9/QBneIco4Lun+Ac2smdjuoOhYgAAAABJRU5ErkJggg==) 16 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhe3WX2iVdRgH8M97ztk6tNpoRsyIEIlYi8iguqqLiTcF5nZyo7owDYbaReHFiJIYEiLkxfLGCqOUKOLU3rNkREg0+kcRUlOkKxE0tCGma1RMd3Z+XbwdmW3n7Jy5ugi/l+/7/Pn+nuf7+z0P1/B/wzAd9dhHS5k8pr3E1hS3Y1eO7xfyySwlgRST+AKXAoWYT4v09VKq5LOkFSjjTTLLyKV4MbC7lbiTqQqk50ee5sUkz5Ndxh0Rt0Z0RGyqlJwKLRjiOSwfYhWefpyztSQfZuMM/SmO47ESE4Gd1XzmtGCI+yPei1gZkk+vBvYsRCJPqoELaC7Rn+ZckTPrOVTNb04FIgolXo44GrELG65jd7Ug0MDGaW5qYEuOvbWK6woNfMgTgeGLjBxlLPADJi9yW7UgBR4N7Mtweow36lH2ZQIDpNLcENF2I39C4KREUN8OVBFs4ETEGWzfUeXK1YRCIrzLpGIOFFgdszPm549on22fp/Fq8tVUrTyNaU6maEtx9zp+eo1nAg8EtkT0beOtf41AGQW6uhke4PoW/oj4Eq9jECPb6KuXQMW+zoduhqGFPTj7I4Nf0YPmQLbe5HUTKKOYXNNb7uHQfRzD+9Hf4qsm1vmwqGHUz/gg+9NcaOISMhM0wb18HJMtsra3yhNcxlUNo0FWBcbTFJ/n3Aht05wOSeBlKVavIy7bh3kSLopAzIHf2LxpnhOOkv2VNZlEF+8GvjvCwzsoxbwS+GX2S1m3BmJewoaW5JGag06m1jMSGA9Je461knmHbMRoxF37Zwm2LgKjSZC9+DzwSDXbaQ7jhYj25WSbaCuxPfDN7MotKMJRspNJOVdMsA/FIp29yfZTEb1MDlHEgxmORHwSuDnHB7PtFiRwPhnNbZJr1iGZE78v5AdpPpthMqIxsKLI2n/aVBVhga6QnLo5sDkkpW/tYawWAmXEPDTFiaeSgXUFqlagxPEoOe3bMxzs4XzEqXqSQ46vK/2rKsIZToVktV5TJFvgzoEl3qRregeGeBZbcTBiZY4n/1MCkE+Wla4MI91MLBWBa/gLcy7kYTDutSsAAAAASUVORK5CYII=) 16 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe3WTWhcVRgG4OdeJ+kQBUMRCRpEYsFSSLuwC21VKFi0VSQdm6EBF/6gKPiHG1HBKl0pmAguulApghidNDNoXZY2FJqiSDHZ1EoWtdAgpU0VYgnp5B4XNwNxMjOZGdBV3tX9ec/3vuc73/nOYR3r+A8RmuDEaxFK9DYTqBpF+oq8VqCzES+q96NAnOGLiCTQk+PxVgyMMxpxDjvL7MmT1OLVzMBJspl08C2BA3ikyHutGMgxhK8CZzP8WI+3ykCB7DVG8VmZd9Ffz2gjvE9migsRZ7BY5FBTBmIexJUljuf5LaEHEwmTJ8k0I17k0Fb2buPFiKGI7bhUIFvNXRVwP8fH6RvkF4jowsMxd+3i3ibED+CdOJ3cNO4ILOJsnoVqft0irKBAtoNL+Dri7QHmG4h/GfE6Pk0Yi7kY2FTm5zwXao1Z00DFBLoznMdkjj3VnBKHAy/hjynu/KBO1VejqeLKs9CZcrukNQEOrljCAV6O+LWDh5oVbxkleivPI+RGuDrM+RFy7cZsagmqMcJzgcMRw4HuKK323W9wotVYLe9vCFxBZhI/8XugnNDXTqy2DEQ8j+l+Rvv5PGIWD7QZqz0McybifpQDJ97k0XZjtYRxnlxhYssnPFF5L/JKibFW4rWUgSKnI3YEhnJ8s/JfgY0ZriKJ2L2vyYJsWAPfcfcPdBeIi2wOfBuY7+BUNTfPXOC+wLMRc0U+bMZAzQwcJN7K6ZiZwGU8jds7uedmZnfV6OkVlOjGtcB1aaa+r3zfx5/V/FUZCNiWXkS2SNe7BzOYub6GOCyLvBUxW2YSjrI54ViRjdX8VafhBNmIKTyGwb+Z3pCeZov1bjU10BlIusgcIZtwW4aLS2knnWuYgeUZnkLnEsmGVHihWfFCKjgfsekGI7fyzE0cizkymB7P/0LdXTDOAD6OeSHBUy202aPsiBmLyAQux7w6wEQtbsNtWGJvws7AX/v5qFkDyxPYHrNwI83eTCtjq030rs2qjdBmq1/H/4p/AKvK1+pxD4TAAAAAAElFTkSuQmCC) 16 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADD0lEQVRYhe3WS2hcVRgH8N+9SYeQBB+1jaFIQQlVfCS2uJRSg6tKa9OUqN1oIyXYjSioiJRYXLmwWgJWtEGwC2XszNRWRagaqWgt+EJU1EWV+iq1xDSUEOLkHhc3hbGZiXeG4Kb+d4fznf/3P9/jfIf/cbEjymJUZBX8wYkhyospoHmhzTGaJxjFqkDrcr7FPYspIK61UeCWcY4nTCbsjbgRG1+nu14neTpr7VWNwBgt42zAU5N80EY55tqIwSW01OF4aTP7A98N89iuKumrGoHbmMaPEb9tYwLlQFdgJMeJrAIGGI94BtM9vFTNJlMRFuiNOBwx1cfyrAJgmHg1rQnfB+7s59PK/Zo1UIl+3pdG4sBwxjMl1h2gq5uOQBc+j3jkQrtMZNDC1Qmj3fyeZ0Utu2HiAjsCR2KOxewNvIXbI97Lc0lDAtYzg6GIjiXsr2ZT4r4efp3lBUwH9gUSfBk4lfDxAJNZfc5DSJ08en6dJ3eBgJ+LzJYYzBPn5y5YYE0tzkxFWA3PMZgwGqW3/ewh9hW5LuaaTbydlachAbvTltoYeDBiCOvaaBtiql6uzDVQiYiWiPaPuOsLRiJOTbGnEa4FZ0EtBMoRr63mlxbeQWdgZyNcdUWgyFI4y/2BrW083MSfeOUspxsRUBOHaK1cF9hVIhTohT0s203ns9xcYVNz6NTCvCLM097MyziW8ElMEnPVLB1Rmu8X+3ig8swwcQ9vRKz/i7aBdJbUL+BNLpthDNdLe/xoxFokE7RdysrN/FCNqMgR9Ab6+jmUVcA/amA6fSbPRHwduBKjgXcDO7cxXcs5XM6GiCuaaC/NpSkL5qWgyIc4Wubpbzj3ZGqUZCE7yKZAKeF0f3qBf8W8Lki4N7CjiZU3kMvqHMpp5H4KjJx/pg8uMLiqCtiSfjiewPbmGkNnAbIVWBZzcoCZV9PifbzA3ZkFQD/Pz3I8x/Z6BIS0JXMRNxVZm+PWKP1Jnal1puFhVA0l1iQcjunAV4Fcwh1bOPmfCJgTsRUtgXObyS82fybkGxxyFyf+BmQN2UDKUFDrAAAAAElFTkSuQmCC) 16 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC/UlEQVRYhe3VX2jWVRzH8dd5/tiYovIE1UWtUhIhlJAKKQqJiv7MpM0t7ao/FHgR8uyi6EKGRBcSJhEkEWStrHhyW4voj0iWxUiaw2JFaInIiBihERWr7fmdLn5OthXt+T2b1kWfu8M53+/3fb7n+z1f/te/rJDlcC8XJ9wc6G/hyDkBqFAqsiHh8RwiP6IQKbeyb7YAuZkOFFmTcGmVdQm3B97F8sBjsw1eE0DkaxxdwFALQwn7UcDrcwGQqQa6aFzA7sC3YzzRzs+zBZgxA5M1ny24Axe0zUFw0lTWrPN4YYz2wMEsqatQCjRHhtv5cPJepgw0c2yM66uUKjTVajdOQ46lBTZN38sEAHk6A1vzbK7V5l6+r/IKrtozDTzTE0CRZ6osDuz+p3MVSgUeqDJwOZ8O81vCZ3kektZSfQB38Q02Tqw7adjK6ETQImWcSkgC2wocP8Frke8CqyLzJvvL1IYTepolgScj69O43uvg1W6uzvF5ZHgeK8Z4PvJJ4NmYAo0krK0y2E5CHTVwmnqldCZcgVuxC1oZiLwUubOZn+7mnnG6ImsDlYRyicMTwevOwA5ipPNjHjyfG1ZwCLeUOZzV15QaiOR6uC1iffrnn1Efl/3OL+3pMNqHpdewvZFNkZPjdX5MZwD20NRLX2B5juM9LIkM5EmqtFXpKPIcHok8hfJ8tqEh8tajHJsVQOA6LAwM4/1Am7R4BqtszPMwxqGDvdi7gxvLHKgn8F8A8gzGtDg25/loLIU5iANtHAksmm48EbyHZVjWwjtZAaYUYTen8lz5Bz+0pW0zo/pYmfBFZKSFC7MC5KYttidsyHNtre2xji8jI3ijUkdbTzEIvBhZFFiTxck4l0QOFbkvK8CcqJvVvcQejma1resn/Bs1Sp9hSzzXAD2szrEz0l+gP+ADGt9M2/rsAySUIk2Bi0ZZuIvFv3LT6bE7o+qaBZO1n4aTfBVSiK4kvfkJ7Kzy9uTBc1YAoJtVgfsxGnm5laG58Fuz6un//4z+BKUP3TxZLLsUAAAAAElFTkSuQmCC) 16 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+klEQVRYheXVTWicVRQG4OfOTH5UaGyMWRhQkSqYQlw0gkoQK0hpKqb5sSJu7KJ2oUtdSunChfiTiovShQsXRU01MYiGoBAtUqoUqqBFpFSrIjWGMJQ2bZqZ77q4MxJ/ijNfqAt94Vt89577nvece849/N8RGjWcZkOFgcC2QG/kDF4o8Ol2zuUVUGjUsMJA5NbIwcizkRJez3gwr3MSSUOInMKp8xxrp9DChsg9uBNvXnEBYxyGPRT66MXmkETN5nXelIA6NtIZeCPSXWR4iCNrEdBwEdYxQWuJC8hGaFmLc5oowjp2cClyR4Xr1uo8l4Aa9hc5/QFdaxXQdA1AoD1w7TK3YaGRM5PJ9uZlTjzKT/X1XBnIGF1i/XATBRhT225pY2D1ei4BY/zwGGWY+AeOOUoRRQ5nfBbZtnq/6S6AffRHZmKqgaNVhp5h/h26A8+jtcBzGV/iqwpbz1Pu4F6Mj7CxzlWCiKnU34MZtwdmR2oPz5/xEp2RA5FKCz0VThf5GtdX09rjGeXIkyFF31tivIODeDhwdjVfAT5OQu6PjAeexquT3FU3mqa7/n82DZ6+JTZ9xHdlrgl0wg4WsTuwdZjyCsWMLYHBRGN7xoG/XEEtA58EKhkzBR5AP9at0FZiJVAYrtm/TAycOcJNd3MhsFCmZy+Vv8vaJGORXTiGV0aZ/4OAmtGvGG3n6LmUtg8DXW10XOR4YKHI5odYepGBYoponTSYep5K47lprBZwvMquRb5YT4buW1jov0xU++i+isXdl9lvWsAUeyPLeHuEbxsliJihdZBLeQT83sOR9yPlQhOv4xRPvEu8yP48zlnlbITPpa9hRE5I13VjXgFrQpRewolUjLmQaxjVcSh1QDWmLBTzcOQdx/XDA5Lz+bmcweQWMMVgkbcikwU23ZezHXMLiOysDaPXfmH+EK3T9E1wQzM8uWsgcjKwFHiki/kqV1cZKjKHn6+4gAIHMn7EzsBsC9/gvQLf5+VsCntS+7XGf8Xbfxm/AQDf25UlO5o7AAAAAElFTkSuQmCC) 16 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDElEQVRYhe3WT2hcVRTH8c97mYYQx7SG4KLEP1QR0hRbVAI2CFoqBimaZEL8hwuL6KIrQRfqIrhwaSJKEQPShQh2ykwSsIuICyHgPyKiWBArtcRQY5EaJcbQTOa6mEmJk5npm6Ai2C8MzHvv3PM779xz7nlc4b/OCHGe9n/Kf1TvYY5OvIIzMZ8OMNmI80l6AjvrrasZwCQHAzm8j8HASpGuIeaSiGdJp5jAQsTMAOPV7FLVbuboW+M59CIdcQH3Y4+EAQyzlCUT0xHzcY4zGT6otIsrb4TSbx+mtrHwFZ9FrER8jW+TiK9ziqUiizEvR7xUrZY2BRAhzXgTHz3AzzuJi7QH+iJWkghPcGOO6T0MpegIPI/WAh2VtlW3oK+U8gvwNIU8LRECt2G+nniWOHAqpiUuCe4LFDG/vcraul2wkTy71uiJOZLhrho2LwSu2cZba7xY4I0mOgM7BhmvJpY4gCzNTfwS0xp4ZJB3Nz6f4uYipwPFmK7+BuslEVPszvPk+vUYw2/SOkILTHA4x4FGfCbOQCWjnMChqFRH3z1D11b8bOqChOLPRhz4lat/50HMj5YOrYap2gWXI2J7oPk0T63StZ+DeGgrvraUAbwTkb6DO/fzA5awd4u+GiNLM7zK0BgzY6yOMvyviOc5mi+98SWOlTsAJpjOlwZQYmp2wSypBdIFCl+w3I0U3+P6mHv6+XCjfY5rI35EIXBT5jIn5jpVa+AEu+f4fJXjBfr38lOK439wexPdleKQ4XygN3AdHs1zKEkAmzKQpT3FDG6JSqfZN4E+nCvQPczFeg4nSmP7ZJHfYm4YYLGe/aY2bKYlMBeYL/I44iY6+5lN8kaBT5Tm/tnF8vTMcxjpQV6rtN+0Bf2cK3I2orjMSoaFpOJQKGXo1ojzkKUNFwNt5f9/oWYR5vky8HZgdqjKntei/B34enl0P4FdeKzAvcNVvqZqBnCMljaORnREHBlIWNXl4E+iJyptZXwVvfexnHT9Jd5jxzStja4LmOTuHA83LPp3MbL1Y/4K/zP+BCzL2xMJZAT3AAAAAElFTkSuQmCC) 16 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
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}
div.testarea{
animation:rwdcur48376 1.6666666666667s linear infinite forwards;
}
