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1%,1.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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7%,7.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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9%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGEElEQVR4nOWbyY4cRRCGv1p6mZ62Rwy2YGxjGdkICV988A0JDlhcOXPzI/AS8BZceAAeAomTBTcQwsgIjJBBLMNs3V1LJofMqIqq6RbTU+VsGEIqZfZWnfHHH5FLRUR0E7vm96MN3/eUpOf9ocg+XxOTEZP7KyPyV8xcvX641n0tbwELIPPXHCh8a3wLEYedxt8ZAEviL4OlxJIAMRExkGCJiGoDrWFZ46/St9b3AfKuw66kBwBiD0Dp+055S+SVT3z/Y5xF576d+f7Mvz5RffnMUoNgqRUvq3/vKnHXG9QMSKBS1vXxbHBXtORyd6gvqK1taFpelM7Uvy+6Dr87AIZEsUBor9+LaIIgrRZR2NJUXoMg1i98W6r++aUXAIxX2pBWMUCzwZ5iAK2+yDLlS9XXvt/d+tCTCxjSCoTa+jEuxDjr25XWB6ectBqEkib9C9Ua+pAeGJB6pVPFgrTlBuIC/+QGq+hfqD7IFNiHdJ4FShIiUiKMb8tWUHTuUGPddgVoxoA2/cUFJPgpN0ioyXFO6QWAWClft44VkWJDdIoJImL9snUZnPUFGGj4/sBuHoBb7Jz5u5ZPWB4DmgyIeHS2G/bgCV0BWGcNbt3CaBkDRIT6a9/73NI5CK7/d6sWQ9rvw44omNjG6lAAWLXiCyOBGdBeGkM9tbXn/DASmAFpa1VYf/K/YIBhAKfcAOp1vVzhZAMMqJfH+pN6zu9vr38WCQzAwAOgYwHUyvezw1tHNgCAuIG4gF7x5VxoBhiGGIaKBSLi+znNA4/nL0EBKBljGXoW6L+WzU5GX/v8s0pwAAxjPxsIC+S0J6c++Q0nQQHImVCyhWULKhbISc9CXeEkKAALpuRsexCG/u9L6nP/DAYXmAHHTFhwiYIphjHODeQhxzEkC5h0P+peR4IC8BsjjrhMxg6GKQ6AHDgGZrCVw27IEQUG4DvgFyYc8SIZLwAjHP0PYTyDl4BrIUfUw4nQOvIlztaww5g9tpgSM4PhPtwo4VUcAJ+HG1NQAB4l8LSEX4mAPS5znXF8CLcP4R5wE7gSckSBAXhyA37K4JsCvspSPji6x5vv/gxvg7kOZgp2FHJEgQH48y4whGfb8PgV+PS9S3x0f8o7c7iawWgBSditQFgAsru4KH8LuA/cecqH3OGz6bc8YMYbwJV+HvicWYICwF3gOnAbuJkDzzjhCl9wgyO+5wcKXg98SBcWgNdwUX4PSPaBA0q2OeZlfuQvSv5gP/BeICwA14CrwCgD9nFJEQMydjhgl4QFhmNCbojCEm4Xv9Q9gkrRlJIJOTscs8PvbAUdUlgAJkCk02EKIMEwJmPKnEvMmAQdUlgAUtn4nOC2vQZ3LDbEMKZkwvxCA1Btexe4TVCJS55IMYwo2CJjO+iIAgMgBx5yAiSTfoJliGHkt8nhZAMMkORHOQ2OgBTLAMOQkrBr4Q0AINaX3D95UJJUp8YhJTAAWnn9DFByidKLDkBG/QxAAJAHpZJTlKz47fORwACI4kJ/Of8T5VN/ZB5ONgCApLzptDeQ9Dl7sQHQSRCivDwkFfoHSQ2qZEMA6LQ3SzMOhN2fbQAAnf4OtfI6hzCcbAgAVCvDcNQPPQt05duaj3F0+qv8XKfMNWLAOvfeXM0QufXjliSnguajbqkKkV1guy5ARLLKE2L7PhEzYuYkvu4oYeb7BQNmAGxzwJPooNPwu7tAxV5d3rIs2Vlbvj0FQjsWWLUusNWOcejT8p3dFj1snfsBYGmOf0ETEP2dZTep0+ibmeYRlriqR4CIwq8Vih4I3FMQXGZ9yfuR9yXru019aLqwZkJUWd9ZPcIw8FUq/ewZegCgnebepr62vnx3WXxrKi1B0SrLl1WWmbCg+6KpBwDaFR6aCe15X057NQvaNURJ1dfKW7VRclUpEXkPZwc9AdC2ftsd2is/HQSXF1PVZTa1G7j+QLnDvyIGtJXUr1e915ZlNYU6qbouxCor5fuJAT0svFdZXhc6lRA9WO+29qFrSDEYEnJfgmOqabCPVWMPAKwqdtIMqKx+5upxV2NUx4S6+MpRP6GogOgiXcPof758/m9XsrplW6Ow+gAAAABJRU5ErkJggg==) 31 31, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
15%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGTElEQVR4nN2by44cNRSGP7u6anLpkCxyUSAskiwRQgh4A16GNc/Akj0Sa/ZIbMiSLSJCAgkQUgIJBHrCZDLTobu6rmZhu+yubkCVap0ZzZE81VU9XXXO79/2seu3YpyZgf+vTvi+GzZ52R96+wLDHnAO2ANSIKUhpSGjYkJNQsVrXBt0X8MnQAkUwMod/XnRnSs+G+X/aAAqIAFqd0yAFoVxxxZFEipoQM0aoAFa97l1T6nd9cZ9HmejAfDu1O5mDZCgaV0BRYtmxgxNyYSChBJNQcIKTYlyR02OokB1NR0H3rAJxCkAoMTWug8+uKm6olEYxwLj2LHebH1g/lt/7oONPze9Ms702BtUWLf8scUTV7lwdHe0QYfATfQ3BB7ACHA2hOYQ1/4pAaAkAODdatE0XfA+PA+Cfex61x04sg6Ch7Xe8pRqrPvjAfDB+xIAsCFZEOKy3hyCxUH36d/v+Hzw4xkwug8o3E18SV2xo4J2/YCOgu5jbrbQPzSkEHhc+76UY93fDQC+E0wJTEhhLfjWMcBa3Cf4K7DJgG21XrPOt3E2GoCVu0lBqH0PRAo0biQwHQCqR33wta/+NXhfqi1lnL10CulsUMr6Owdk5ExYMWFJwpKEHM2ShAWaHMhRfDDUjxNLhYc82Bg0LUlvWIzN1/zge7+0jR4Fhpjp8oD1fMCnTIH+ciYKQBsNh9u+DR2gnJ0YAIEN/Y5vfM8+xEQBaEiinKDfBHzKe4YB8DPEzeEwzvfPMAB1xwAdjQJxBrib/H6ICQOgaUgwbigEPx7E6e749HaIiQJQoqmZOBYk7mq/9s80AJ4FkygZ8imwn9zkki7JApADFRPXDCaAdiOAz/X9AqiciQJwDKxQrhnETaDBBp4DC0mXZAE4woZXOgBMNwpUWAAWwAtJl2QBeAo8B1ZMqEkxaDcCVNjg567ImSgAT4B9YI6iInMjQY2l/hwLz6GkS+MXRIbYI+A8cBW44QCws8AFNvAD4JmkS7IA/JZBUsIV4BYp18ncS5AD4E9XjiVdkgVg/xpUx5As4JZR3OYcigXw2JbJIUxL21sKmSgAR3chP4L8KVw8gLfri9xkH/QPMP0DrjeWHt/I+SQKQP4GFAUsF3DvAN56cIE36/tw+yFcbWCKfc18VgHgHWgzKKew/yp8ePcx71Vf8u5PDdkM9AKU7GRQ1Az3jeGBMcyNwTw1ynxs3jc3zb0G82SGOf4Ok3/VzY9FTJYBd4GpgeQA+BbFQ37mPJ9rMDfgziW4/FzUI2EALtfYZOdX4BcULyjI+J6M65S0F+D1TNQjYQA4AmbYnPAvYEVBxiEZP1JyCVDCHgk/7hk28GfYSU+LQbEkY4bmAS3nZB2SBuAQ2wTm2Ilx5XQEKXNSZhRcknVIdjJk09xj4G/s4kcLaCoychIOsZMlSRMGYI6d+KzcKpB1oSGhRrNwIEiaMAAL7NTXrg4qWvwL04aUnFR4NUAcAC94rIjfAVoQUiq08IqgOABe4Vm5lSALgkFRkdCgWSGbCJwAAF7c5CVwYKJF0qpbLJUx4WHQtv04eP+y1LjhsJB1SJoBtvZj+gexhKaVrg9OCIC+CMJrBxth+oM4AKHtB00A4IKvzz4DYs0vhE4wCKakm8EJABDrAU2nF/LH5mwPg7ESzBBkMkEt0sio4zoby7eBS1dx8PFPvY54Qh2uD7n3ye0ZwnxNeK3t3/D2i58DLDthtNqIz7JAobhjXnFvjOAKSzQtl7ELxlPgojtOgY9GEmYHTaCv3e1vaIgzv74QchMEgJq97kpJiiFsmfLFQz3WdghALGiOg4+l77EsPjafCVp32sit0uUGK/ersF9sN2KaHQEQBx8rvONND576m3LYIJuz7sT5QN3pi8NMoiIAMdZ2AEBDyPFjEPq0j3eEQJ8FJgIg/gxQkAKW8jEQpwQAX8Nxmtvf3eVlMLC+N2BbD+aHw7S7UnXArPPtlDWB2LVY+xtrgS31N0eAkAj5aXHcDBq3bgih48vZjaZ0R01gfcPcOv3jLVQ+8PVUOJbPBwACA+y5zxRtzbfshgE7SLz77X0bAwyoT9f6///b73XD3HIaIgvWigl7JGgaciDjVPUBcZuPVd+xDhhY3y3xX8XdOeQD9tzWl2fBLt6giu4ZGvA8se3z/wAf/T+5kifJuwAAAABJRU5ErkJggg==) 31 31, auto;}
16%,16.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGP0lEQVR4nN2bO48dNRTHf56ZuzfJLgEixEMQBRQKGqRUID4CLT2fgY6Wb0FJhYREjyioKBAKDYpEpIjAEiLlsZvskk3uY542he2xZ+4Nys0M50p7JGtm7sNz/Pd52T5HMYzMhr9XW+53hbLn/aOnrzCcBc5Ae526NqFxreYyuxv1q/kaRQmdlgNF9Fyg+HIQ/4MBqKPW9FqKwqDi6dxgZrX7uXH3jbv6e/88jAYDULlOMnc/IbCpSdBoDIpbPCajIqMkpSQlJ6UiJSehIKFEtfdLN/u61xoC1LV74zBKhnZQOjZiSfCshvlLnCTEqtpXW+1+0bhvnjZwf+/bMBoMQBW1dSA0ncGH6yoAJrrGoh+LfL3meRgNVoHSdTKhC4Rn3duAYAtUzxDET9p96/U/1n1/7UM9jAYDUBAA6IOQgRPqIAWGBDrqoKADjUb9p97XvbcMo8EqUNB1TPH8ePZBublNovn2AHho+lY/FvXY6I1rA0ZVgXWqYNlXrSGklYI+PU30Yycbz75vw2gwADmQElTAhif2foofRtLaeE3fG0BQAY3q6Hw88NLdxzI2HIDnDiEdbRSy/sGcKSUTcjKWTFiQsiBlScKClDkJSxI+3ZSPrYXCm7zYxJIAdCRBdWzBxn0/Nw02gptQHA/QG3w38JEjUQCsO1wXFepo9htJlmQB0HRjga6Uxy5PjsQloOlJQBz8qNMOQE3iXKKXAAhBstf/4cHNJiQMwOriyJIPf8eJ7jYhUQBsCJOgSVtjCPTEv5RkSRaAgtgO2FeHNYCP7E4xAEugdKtDTeo+NShqJwEVNriWI1EAZlgpqJ0KxDYgDH4pyZIsACfY4VWkkTewEhB2fReSLMkC8A8WhJKEmgxQzh/42V8AjyVZkgXgADgG5kDTqkHjAPCDP8UA3APuYyWhJMOQul3gHHiChedYkiVZAO4quIUFYkaGJnX6PwOOgEPggSRLw3eENqF7e8AcXtLwDoqLZE78j4G7WGgOJVmSBeD4DaiPIDuBSzW8x5SEOXAb2IfkPuzMREMBUQCevAvFK1AewN4d+Cif8jYHwDU4+zecz+E8cFOOJ1EAyvehzGE5hx8P4YMbUz58dBXe/A0uNLAL7CAKgMi+myPDt8aen+8CrwIXb3D15ApXrhVM7oFaABWoz8V5EyHD78ZwYAxFYzC3TGq+MJ+YC+bnEvNgH7P4CVN+156OiJCoCnAJ2Cmx1v4XFH9xnR2+n8DHl+CtF2H3SJQjYQB25lg/vw/so3jCnJRfSXg90fAyvLYjypEwADzA+vvbwEMUJRVTDphwnYI9BezJciQMwCFhRTBDUaFJmZFwB/gT6wQkSRgAH+ufoCgAjUZRMOGYJXexYYAkia4F4BF2tbdwOUAGTUJDxowJR9jFkiQJAzDDLnsLoHLbYKDJKEh5BDyUZWhbAJRuGawxJG5HIGGJ3TCRJGEAbKKjamdft+cDDQk5GTNZhrYBQJxGBaDc9hhUZMJbouIA2CwiK/5W/+0pUUrDhIpE+FRAHIA4vcUfitg7KwkJtTBLWwAgzgALpFs1mIhyJAxA7fYAu4u9hrRNkK1OtwRYyx8OQ+NvrASU7ZGZDIkD4LNAVxNm16XP/f8kDIAffDz7IXFSSy9N2JIKdCnMuhY2gDB8NbjR1lU3CdrufJlIAnoqsEnf26sZwvyAXdz4o21/9W3R+yykSUI3YVK762Wzx1lqzpBzDjiHXSbvAi+4tuc+/2yg2RhBBfrJy3Wvhfoe1eYChSqCQIo68gDeHdpdAwuhz0P2MBfDmR/D6vgkeT/4dbUjXbFflw1qUO6wPEGh21wiaKiwMxUnYufjMD+GBPQzuOMs75DzH8JeHc1+LL/eE8RS4KPDkEMSCubGOUEbAYA4db1f3ORB6M/8qiR4ZYhdYeXAyN33hevdF2iMoQIjAFCyWtISDz72/evOPLwUeE8QWKqibLIiesN45RKjSkC/rC0GIMx4PwL05D1AfzXoF0d+tu1mWlCFoTQCAP3ann6xY1w/5sGgLaIJrnDVBkDwBv2qobEyCkcwpOuKZvvib9Dqm2fu8QAbC4C1A94z5Fj/XxLKdIbSSF6ga/G7xU+dtb96xtaSzSH1K0X77KVgDAkQrRna4H1i5fP/Ag6ZP8nC6xqUAAAAAElFTkSuQmCC) 31 31, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
19%,19.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGQElEQVR4nN2bS4/cRBDHf217PLOZfZE3eR+CIoHEQ+EGEkI8PgUHTnwCbnwSxAnBiW+AxIkTFySQ4ICUSCAFbZBCIMruZmbWdnPoLrvsmSiZ2KqElNSyd2bWrv73v6qru6sc/cSv+Xv3lJ+7JNmT/mMtn3uYA4vY5jR/68+/XE/Hyzue8QKyAvICxh5GwBjYACaxff3kfQeGACCNTymBJP6dxnvdgjz2yCZV+HVSQeLbj5ZX9ld+iGdI57V2ibq60NxHHjeDZA5uDuk83Kfxs2wB2QxcAeNZ6LjzoSXqkaNO6yvJo3/yCNHDoUFwLIGAAy9v7DLXtz92cfRT38Y0Uy3vrfwQAHQ7rrnqqIfPyz083GVVkfpAUkbq++XOD8mA/iYwIphAGe8LlgGRppmgnyGjX8Um1Ff0152W0X92GNBtKcvmICxYYQbSWWicXm0C6pEy+jnDATAsA0qWQRD+KnNYKcICGfmqbU3ScZkK83jtK8MwQDSTIdLD1jEDL/av3xxHvL4vGwfYpb90XuKAIdTvJzlQ0TCh4KG+wDtw2hlC3XnnQ4eFAeL9V9F+rFpf6Q/Au2tEYh/7h05/KOf326xfdLeO9AVgHU29sMGnyhE23+KqFjlMUOjvA9Z8m1dTITSjDhGAwlQjewDqeIA2C1wRAVh3HTiASnYS6a8ZADH4ITq/ylQjYwCy8EafqumQJuR1HtLSVCN7BrSCIgizQJz70zJMf5Ziz4AUfKacIc3SN60ge65NIKc2A3mzzABpZMAQ8f06Yg9ADJV9qj6PoW/23AMwBkbBBHCNI5S1f16F/T5LsQVggxoE8QeuCgCMivDVpqlC1gAcI4CQNyagATgGbJsqZA3ANjAFxuBHhM3SKnj/SQk7wAlThYbZWX582QX2CUM9akLhUQlTD8eBM6YKWQNwHDgE/gU/AdJw8DE+Cl+9CJw3VcgagJOEU6J7wO0wG7gKto5Cx68AF0wVsgbgVLweAntADvkCzpZwDbgKnOHQVCVbAKYLyPIQ/98B/wtsFvAq8Bqei9xjk79NVbIFgD9gvAuXdqEc4X+GVxbwAQUvsceUPXL+MdXIbvMNPP4bmtn+LMkPF/n+7ftcL38i508S9oE5jk/NdDNmwI/AESkHHOMOn715g7c+3Idvz0G1RR0lGYopADm/knOPKbe5zi3emz2Ad4Dfb8LNLVjsAluWKtkCsMkNtrnLJe7yPgWnFlCdh+R14Og+3DqEme1yyBSAF9jjLAe8QcHLwHgO1SYkl4A7gC/hr/0QLRqJKQCnOeAqBdeAkxWkR+DHhADpHCE+qDAFwHQxdJ6CK4SQd1qEVWA1IqyBTwKnaYIlIzFlwAVC548Tlr+uIuwOTcBtxy8eWGpkDMAZwkBPCYsg5+MWeQ5uSlgPH1hqZGwCJwh9HJeQCgMcYRgmBGSMd0RMAdghxIFZ3AR1VdgX9HL4LyAYiikAW8Sd8TI4QKBJmZHshyGyHtYQUwA2gDwef8l5gE+ALO4US+qHoZgCMCbs/yVVOArDExgQT4sGS/5bQ0wBGKHsX38hZ4VDJf+tIaYAZF6lwAoI0Qd4nQ5mKOYAiAnIqXCthYBgvEA3BUCmPmlAnTVaM+B5BiCVFBiVF+RFiyTOCLZHNfYMEB9Q01+nz0pqqKVOpi+Ltl/TX7NAnKExA/pa3FoJLTolrvWfkjn2hNUlPM2aoU98CN+3CMv6TULMv02I+6fAhg/HX8lCOUINBjQgpOC/ICyLZ/Eq7VDdz8P37rt++vcGQJKWJXd3wnLedJ39Ham/NFySLBGvrpsjr2OEIraSQaLG3gBI+K5T2CWgq/OkK1rZoEuiHKFLmmttEt2CgYKwdTZARllvACTpQzK5ZVEn+koCpOQBOuUExfnVojNJu2Viko2e0c5M7ymDMEDS2Se0C0cSwtzfsnlVGNEyhTjynmgCqxigWSAFGj2l96Sj8/hlMdcqE/CrO6/F6xqi7oyQqWsXiAGixkEZ0C0bWqK/DoK69iuJk1JYoUttuhWTukirp/RmgO78mKbzNf217cPqzkM7fVaX2Wlz6BZkPSsMEAC61XKOJgX+8s56z62+om0K3ZpEYUJP6Q2AruNbqpHq2D6PH7H5VudXzQoDrRv6nsH/78vn/wP4creVEWoR2wAAAABJRU5ErkJggg==) 31 31, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
78%,78.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAGuElEQVR4nN2bz24cRRDGfz09u+P8j2WCE5EQAgcEIVIkJCSQeAhOnJF4Ax6BV+CCkHgSHoADdw6BQ4SsOA7B9tre3dmZ7ubQXTs967Xi9Yzb4JJas7vaman66qvu6u5qRTdxK/5fXfBzj0l+1htFpr+AK8Dm4AZgh6HlUK+BycEM4P7Gas/9zsERMAYmwAFggX3AhP/scZ0/1GEn/TsDoAw4AyoDZ/FaWsBBZsBqYn+e2rPymBpvsAVmNMaXFCvTZJl0B8CCqgEdPptwDRYo6/n5fB9qDbMhzHIoFUzxHj4M13281w/Cb2J4Hd41i947YdBVdQCyzk8w3mjqtvHz5sLvzgOhXPSZhhLiWUtjuFwrGgZAf96HPhhQAVkAQRhgQOkFEEJYxMbH4vAGx0YHXDHhu0iJ7qr2XHrpA4QFrvZ9gVghhre8vsR1UbeBwxst1Bf6T8N1RoHpgbgi/QBQecOVps0CaQGE7A0siBkQM0HYADCNvO/OPvrNpTOUKrhJjEUMXtIfcAILxPMnGS70rxi2vD/jalf1uzNAvE8V4l5DpsHpJSAA2ZIQkPiHxmC5Ohr6TyJ1DUOqHkaCXhighAEzyEKvpUz43fp8QLno6tr0j2NfOr4aD0AZ/rMY+yVFV9WBPvqAb0//362/mVsrAAj1Y+N/WhraJQ0c4DOF7tIVgFV6Iads433ljt8dJz0rPvvM0t94cgqJh0VoEqF4yKtPvPt8JC0AJgIh+l1yAIn7lJIUgMz4XCALuYC8PDb+8jPANiMBNFmgdIDlybefi1wYA2IRACT5SapT0pfVoVnfpB8Q42dcdgbUIRmy7blAnPTMTrz7nHRK+rIZZFUTCtDk/pLmTE++/Xx0SvqyWcSC0A8YGupP8et/SXVK+rIpZCXoGnLT7gNKvPFlT0tdp9Yp6csmoEvQszBJopntTfDrgtPLDIA+BB1AyGs/HIr3/cLogFkPM/RVJC0DDjwI+QR0BToAMMavBI8ZUPawyLGSTilfpnZB7wUQSj8SVHjjRwyYcIUJt1KqlJhvO5ANYHADBndAG6hz2AMOKBizzpQVt5A6SloAngMO8gKGb8HwHZgW8JIB+6wzYZMZd5OqlBaAP/HdvYLiNhQfwOg67HCbAx4x5l0sbydVKS0Az4DXwC5oC9c+gu07a2zzmCOe4HgAlzoEdm/CyMEW8FfJzRuW3z/5hn2+BO4C14BhUpWSrLsFcY7PgDXgFvA+L/maJz98zquvLGxYGMpM6Woy3dIygKfABo73GPOUX/mU6z/Dq8MMvsjgQU7iUTA1AI+xbDLhEdt8zDM0gy0Y/hamwR8C99NqlBSAmoeU3GPEQ15wjR1gOIZiC6r1sFWeeDqYFICSe0zYZMRtdlAc4FPifA/ybajWUmrjJTEAGxyxzh4F/+BngcrC8MiDYF6DTTsZTAvAlFsccYV9YISfB2jr5wX5IdT7YBOzIOlkaMJVjhgwws8AKzwDdAV6CvoIslFKjRIDMKVgjC+EmuCnwlI4MZhCPgY9TqlRcgD03PgSvxgKflaY1WHJLPEokDgEmsJHqfyCsEpc+UVTnXhZODEDfCvxewEOvyqkQxGFrvx6YUq5EABmNAAA86rSLFSZpJTkAMxo6C8AZLJhWvswSClJAZCtr3gbXAUldFRTlFKSAiAboLIdNg+BwABt/XJ5SkkKgMS+xL8AIBulUlecUpIzQKrBDB4AMTyLqkpTSnIApAhSGNDyflwxmUiSAiBF0EL9eQhI4ZRNz4Cus8GVyvYXK0EXJXM+MTrDsy/uzNALtqkZYsipGFCSh9bs+fmtL9hlIQEKIjXEEgab9x3VGtQF2Ctg1nyzhZ8uuwLcECiAH7utnXYGwJJj0Rg0NRmGbO5l6fTks8T+YpjHJijjD2Go4ULJfR2KscPxHDJfkN1VOgNg0Bgy6nD1n9uGxz2/GN8aBqMzBFI6I4VULqTINgIC7ZvroaSsBwZkGDR2DkK75C0+9iIJkLRY5jlA1gChQv2cqkHlDQtcYIBSqx8wXJTOo4DQ35BhUXPPi8GL3m9lgEEkBKR+MHP48wfh4MX8FIqNwkEOaHSUzgB476sQ/+1ePu71Jf6XeR9CDhB1hDIcitFZ3B8sxlMH6QGAbO79WK8YgPgoTHw4qpUIxS0YpqW4Oj57JC0c1OgqPQLQ9vbidZH+x8IgYoB0hOJ5oU5maJ9Q6YEBPYwC6pj3K9pxb4Dv35SrxNWSwN1NN6d460BWdB7R/RcAsMH7sceXnf4McurT49qBCYXV1kUGy8hg8Ie1OkrXLej//fH5fwGxQ055h6k7CgAAAABJRU5ErkJggg==) 31 31, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur221709 1.6666666666667s linear infinite forwards;
}
