@keyframes rwdcur65022 {
0%,0.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
1%,1.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2%,2.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
4%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUUlEQVRoge2XXWxUaRnHf+fMOfPZji1gFxQ2eMEVF7sGFBE4MwWkQAwbYyDRXSMEjFGCHwQvNDDjNCmKwoXoJpt4ocYLjTdGSVYvlnSGgAjL93phUBGFlgIttPNxZs6c876PN4IbEqbTdloaM7+rSeZJ5v87z/OeeV5o06ZNmzb/z/xy43pp9L01V0Gmw5tb12YQnW9UY85RlmmxemE4N1rTg41q5q3Arz6zPvPvCcWfRh6/6CjT4/wbaXlr8ycbzj/M0w788fPOYNnTPKip/GS1807gz/vSzsJIKD1SUbhaGs4/gDEXoZrl+v5NjlfXhYmS5r2HdQ6ePj9pvll7jR79dJ/zkUV2emmPweIekxWHftffqP7K1zc6paoq2MpgpKyoKZ1t5nda3IGNzu7N5JYmrfTyD4boWQAdCcGyBdOCqNhcHh3PWqrM3h9eeyp0+9tbnKEJvxAXgztjATcf+RTGvNSpq1fOzJnAkZ2bnETULCzsFqyEx52xKreGFclOyZY8EAO6Ogw6bZvHxYCrf9Ocu3qt//aRLY5WFCoVxb1HAbceBYy4Qfa7gxcaduwJLRuhzpjOLekRPKvO5Vtu/id/kCzFq899gv/KbXPktZcGRUm6UtM8KCqGSopRT+WbDQ8tFIhHSYejitPX3fzPT13pfV7dP7/f54RMndOepJUvlF3NaDHgblEx7CrG/eZm/wktE0jE4a93y7w//NmDvU4ibqfDERNLwAqRMwR0YFLzNaWyYrSouDceMFxRVJVOHS9cnHTuZ0UAU6HESgEUDm/LdIXNnAWEQoIVghAgaOqBUHU14/8Nf7+keOAGeEpS3zt9YUrhWybw5a0bMpV6QP8vLpw5O7A9E7EBhFgEJBBUIHi+UKtpyq5ivKwZqyhGXUXRU/mSr7M/eufdKYdvmYCzMoplqXxhYKuEbCFkg2lCsa4oFRVeVajWhUpNUaxpip6i6Gk8X7LH3r7Y9IGdFYFff3NzJmaTi0UstFYEPqhAEAQDGNN17ld93KpQrWuqdSE8ofL85d7gsaGRGYWfkcBbX+p1YmEjFzIlbaJRWtBaqCIEpiJAE4igw0LNDii5OltUAcd/c6P/O2s/Krc7Fw/CyEzzT0/gx3tSjmlIwbYEyxKICCqsCSyFj8IXjVIapUFpIRQBOwLHf3ajf3/fysyyeJSj5x/mZ5x+OgInvrDBMQ0pxKJCJCFYcQ0RjYQVhmhsJcTEyHtiDIYMgw2fWMbCLb99Oiorl3Tm7JoF/H1ah3ZGAv271jkhUwqJhBBPCuFOwYgolKGI2zrvB0Z2+zcuPxPs0tNPmV3rBpd3hbl+02tFdmCKAtGI5Do6hI5uiCY1RkQTiM77SmU/9dXnrw10rXIG+mK51S+H03eHfO67k19UmqVpgYHPrc0kYqST3Zp4l2CGNdogtWP/pTOrXlnnnNyXzkS14NVhwtMoBQnbZLTs51YssumOwY1bNW48rHO/qqa0LjSiqW30wLY1zss9RmHJYujuEbStCduk+r7yvz+f32c3Z6JVoeT6OS1QCzQ1XzPuBgyXFXddzbAfyp8L/Cznr7dk/psWGHh9TWbRAnJLloLdoRkeVam92Ya7unPywKvpUgVKFWHMtfM/PXWpZaHfT1MCP9j9cVm+HCJJ4R9DOnXwxLMH9cUx6aX+8M6PZZJJiHYIgZJ5FR6aEAiH6e1eAI9dnf/st2ZnDGbCpG+hZCdpFdJ88cjl515SXiQNO3BoxyrnA13CyMTUbklzScMOvNRjpD/0Ydhz4MqMt8bZoqFAPCG9sYTM26c/KW9+bVXmRWdo06ZNmzazyn8AIkaRGbzPccIAAAAASUVORK5CYII=) 23 23, auto;}
20%,20.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
23%,23.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
24%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26%,26.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWUlEQVRoge2YX2xbVx3HP+feazv+kzZd/4yuq3hhTxNiUGCa0l473dR/mhCwwcPEhpD2AHTaJoYmQZE9Z4zB0EArEhJoPKDxAAhRDSReGI0dhFCXrqQFCapVyqYxtUmcxo7j2Nf3nt+Ph2pjmqjjJE4aIX+ernR/kr+fc37n3HMMffr06dPn/5lnDu7XTu+9jQqyGgpH7spHKqVONc4GZVkVH94eL1YCGetUs2kFTn5mf36qZpm8Mt+xbtMK7E57xblA+PO/Lo52qtuUAi894I/VAqES2NJytZtuEb/8cM4Xa3Jv1tq0RDv2P4DZiFDdcvr43X6jLeXZReEfs21+8Mpfl823bjPwy3sP+3t3xnK7dxq273LY+vWXO/by6UcP+vWWLYsYZhqWUKTQze/0dAYe2n7Q/+DHKO4Z9HJ7bnIZ2gaJtGLiirrg2RgT89XCjp2L3Pfk5LtCk9845P+7GpY9Y3hzLuJSNeTM1SA7PnFufMMEvnvf3X4m7pTTg4pkAt5eaDI1bdkyqIV6AGJgW8aQ8WIstSImLwp/mpgcvfCtQ35kKVeXLG/PR7wxHzHbjAonXznTccbeoWct5HhSTA8pQbLNP6eXSi+c1gKX/3bdEXy9eNQPj908Form6m1hdtEy3bDUQlvqNjz0UCAeIxdLWf4ytVR68bfnRq5XN/Wdw77xpBgEmmtbpdYUZuoR04uWSsuyZLvr/XfomcDAAFyaXuS94SeeGPHTyVguEXcwgONSVCAIHRZDodawVOqW6XrETMsSqmR//MdXl+37dREwnkVcLwtw/sTRfCrhFA1gXMVxQYAAIYiURlOoNixzDUulYbkaRLRVs8//4cyKwvdM4MHhA/mWRoz+/Mz43585lo95oEaJJSCKlJZV2qGy1BLqTctCU6i2LNXAshjZUlOl8P3fTaw4fM8EPvfxASLHls4+fUTVUzQGOFALLAsNS9BWmqGyFFqWIqERWhoitFQLT/361a4X7P9izdvoqUfvyacSphiPGzxPMeba6CvXnqvSphqFtEOlHV1roeYVW5q87fLYr759ZU3hYQ0z8LMvjfiJmCmKaq4VCW1VNFSsq4hrsa4gruJ4SuRGhEYKbRPx+PMXRp/c/1Ftvv6BMbiy1vyrE3jhgawfiZY9lECUUBUcQRIWiVlMXHA9AUBQEgo48OWnL4x+9cjt+VsyAzz3m9nSmtOvRuDZ+w/4VrWsRhFHsXFBkkJi0JJMCp6nDLimFKoZ08iwL7aXWx45VYos4wC37x4smtADLq1q0a5J4Jv3DvuiWnZdxUkoJq2QtjhJy9YtUsIxhUNfee19wc6++zT6+eGxvUNxzr8R9CI7sEIB42jR9RQvCV5GcDOCiUvJurZw6Pj1jw2k9vnPfipZvGNvPPfWTMjV1vIXlW7pWuCJY3flPY/cQEpIDCpeRsAj+4UTZ8cPfGTY/8nDubyjSiuAWksQgXTcoVIPix/aFWNrGi5ebjFVa1MJ7YqOC53oaht9KHunvytjyjuGYGiH4qWFxADZB/P//fiU8vfk24HSjMKicSFyBGuEZjtivmGZqQtvVdySpsLCS6fO96T/uxY4fvjO/FCa4s27ILVNWBCb/dr3OpzVPfzfn7wjF7agsaDMzcVKj//obM9Cv5euBB45+km9dSdkblIqi5J96sX3L9Qbx7L/Snzx4CfyqQQkMoo1uqnCQxcCrsPIlkFoRFJ67Ifr0wZrYdldKJkgZ+LCiZ++dt1Lyo2k4wx8dnifvyWt1IKV3ZI2ko4COzImd+seeO4X59Z8alwvOrZQKqkjqYRu2tFflsc+vS9/ozP06dOnT5915T88l5ENPjA1LgAAAABJRU5ErkJggg==) 23 23, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
30%,30.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
33%,33.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFN0lEQVRoge2Xa4hcZxnHf++5zmQ3sm5MUii2fikVBS8EU2qSM7NJTBMtSj4FaakiteIlRdG2qHTGk6ggFTSsgopEkKKCxrYU7Dd3ZqHYtLn0QktjTfWDuZia3Z3duZ3L+zx+0NZSzOzs7mSzyPw+DZwH5v877/O+53lhyJAhQ4b8P/Olie3a67m3WkGWw5f33lpxkFqvGmeVsiyLmzcE8VwqU71q1qxAvH975dyC5aWLsz3r1qzAplEvnkuEp146c6hX3ZoUOHJHNNVMhUZqa4vVrjmBX9xdjkZDtzzbsVjVnv0PYFYjVL/89ou7onYm9dmWcHYmZfKJPy2a76odo7++/bboho1+edNGw/gmhw1fe6xnL//u3p1Rs2vriGGuYxGRaj//M9AVOPKunZF7E/Hm9V5509tdRsbALSriK3hg8Hnq3Fz1xnc3+di9z74h9Mev74kuNLK6Zwzn53LOzWecaSSlx6dPTa+awK/274qKoVOXgjJfSPhbs8PZ1yyjI1pdSCEHxgqG8dAnMzkv/lV44slnD9Uf3BPllvpC23JpPuf8fE4jyas/ePx4zxV7nYG1UMeV2KxTZsKUl2fatcnTWuXPp6/4Bp+J90UP7t48lYmWO6nQaFsaXUtiba3f8DBAAXEp26Ll5N/btaOPnZq4Ut1z374tMr7E3VTLVpRmIjTaOY3E0rKWjP56/3UGJuAG8MrlJm8OX//KRDRS9MtB6KAGjEMsDmTWoZsLzY6l0bI0kpyWWNRI6fuPPL1o318Vgdy1iHolgBe+ua/ihk5sFXAV44EAFiG1SrsrNLuWha5lwVo6JkcdLcW/Ob6k8AMT+MzWHZW2k3P44ePTr37noxXjQWYUL4TMKplV0lzppkInsbRToWUtHceSerYmSPUbP39myeEHJvDprQVajq2dObxXxVUcD1wH5ruW+cSSWyURJRVLYoQ0tKQq2FSrB4883feG/V+s+BidOri7UghN7AUGXEUMWFUsCg7MSEonyMBRrBEEZfa8rYUfvzD1uT0XVxQeVrACxz41EfmBiRPRcpIKNlMyVVKUFEvuCOIqnq9YN8fzpapOzl33P3/ogV0f1FdevW4KLq40//IEjh4oRV2r9dwqrUSxjpIaIXMtmWfBE1xfcFywRvH/MzLedf/zh76w972V699R4HsPv1ZbcfrlCBzZvyNKROuiiuaK9YTcEbyixQuFYqi8rWhqaW6mXDV8+PI7ufmHj9TmW0wDvOf69XHB9YC/LGvTrkjg8L5tUSpah3+3izqK+BYntGwck5oYU/1k9eRbgp1441d8YNvUDeMBZy8lg8gOLFEgR+PcKBgwvkAg4EktM7Z64FtXHhsobom++4li/L4bg/LlZkbK4heVfulb4L6P3FoRh7J1BCdUTCAYh9J9Pz4xve3926Kf3V2uWJR2F+Y6ggqMBA4zC1l803U+G8bhn0mXBSdFQrukcaEXfR2jn91xS7S+YOrrilAYUSgIfkDpgZ/+9+NzurK78o9ccdwsThwQV8AVcs1pp5bGgnBx1q1t3phVDz703ED6v2+Bz0/cUlkXEI+uB3dEWFBbeuiXvWf1Y5MfqNgEkpZy6YJf++pPTgws9JvpS+Ceia06NgrBiDKXSulHv3/rRr12LHqpv3P7hyquC26g5OiaCg99bGKBiTCEppXa5LG1FR76WAHfo2xdYfLRk1e8pFxLegrcvnVLFARKK1/aLWk16SkwEpry+Bgc/cOpFU+NV4uee8D3dCLwdM2+/UW5c+eWyrXOMGTIkCFDrir/Aku2imm32w/dAAAAAElFTkSuQmCC) 23 23, auto;}
34%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLElEQVRoge2Xa4iUVRjH/+e8l9nZXXVp21WKyiCDELogKrb6zqx3syI/CZkYJIR2kSBsS5pxdkswMkGRMDC06IMSmH6oPgTzzkKYpusFihRLCXQ1092dy86873nP8/RhVxNpZ2d3Z9cl5gcDC/PA/H/nPM/Zc4AKFSpUqPB/Zl3zXC72vTlWQYbDhqVzYkKQW6xGjlGWYfFovZ3o8SlZrGbcCmxeMTd2KaPx25WuonXjVqCh1kykfcKRX862FqsblwLbVznJnE9I+9odrHbcCexZG3VqQ0a0K68RMBftfwAQYxGqVPa/tsDJK0p15QgXunzs+PbIoPlG7Rj98tklzkMNVrSxQeCeRonGtw8V7eUDb853cp5OMQn0FDSIKV7K75R1B3Y8PN+RjyAxeYIZbawzUFMHGGEG2Qw2ACktHPmzOz71sSyWbzh1S+iHdxc7nT0qZQmBzu4AlzMK59Ne5KDb0T5mAgdWLHDCtkzpMKMr5OFCJo/f/9aoqeZ4VgGKgboqgfqQBSUD/HqR8N2Pp1qT7y92Ao1UNq/xV0+Aq5kAPV4Q33b4aNEdu0nZWihvUIJrGNdsH2dv9Lo7T3McZ08OuII/JZY5mxZNTirN0YJPSPdqpD0Nj7RbanigjAJaIhpUaXRc6nU/P9TRPFDdyQ+WOMKiREFxVCtGr0dI5wOkfY08aQSitN6/SdkEpA2cu57F7eGTbzU7NWEraoVkX7MKJFgCSkt4ASFb0EjnNTJ+gDxrQFJk69fHBu37URFQhgbBjADAmU3LYjIkEwEDwmAIEyAAWhD8gFHwCLmCRsbTyJJGQQaAwZHY3qNDCl82gVdmzovljABt+462//HhMzFhAr5g2CHA1wylGao/eN7XyCtCL2kUTA0F7bKg+MbdPw85fNkEXp5VhZzU7rm2pcz9K25KIN2/yooYPjF80vAlQVVp+EzQiuPrtx0reWD/ixEfo+1vLIxVhUTCsAXYYGgBaGZoZkAC18lHIaQgTAaBQILR1andScs7k6sXXxlReGAEO/DNmmbHskXCo75jMPAZPvd/hIYSfWFNmxHIALZFccgAqzeeaX1n4VOcujglCVwZaf7hCexdGXEKmlMqYGSZoQTDEwRfaihDgw2CNAmGBJRkmACIgDUtZ1rXLZseu7+hClu/uOaOOP1wBHa+MM/xiVOaGBwwAiYokyCrNIwQYYLNmFQtXE+JpAEBRz+AaR8fdDO9aAeA6fdNSIQtE8D5YQ3tiAS2LGtyFHOKmQFmkGBoU0PYGlPqyCWI+EttJ+4IdvzWX5tXNiUfrLdx8bpXjuwAhiigwAmJvkGFQWCLwAa5Wuj4i20DXxtQPcPZ8nw48fhUO9qdU1AY/KFSKiULtCyaE9MC0UAS2GLAJgiJSMvu4+1PP9HkfLY2GgvA6C0A3XkCa6AmJHEjoxLTplhoqAe6VAE52wdYD+m6UIySjtFX5852aqtEKhwGQtUMChEsC5H39vz7z+d0fGHssmIYlkp4ALRBEAZBcYBeX6MnQ7jWY7iN96r46x+dLkv/lyywPjo7Fg4hUV0DyGpChnXkk6+K39X3b38ypj3AyzGuXrbclj3Hyxb6dkrbgegsnlgLWGFGl0+RTw/dOah3j0Ef9aubZsakAUiLEYDHVXighCEmgWYrBGQ1ubsOjq/wQAk7YBiIaknYdfjEgI+Uu0lRgedmzXBsm5ENhvZKGkuKClTbIlo3Edj3fceIb42jRdEZME1utiwet6s/KKuiM2J3O0OFChUqVBhV/gFfPpRr38CZswAAAABJRU5ErkJggg==) 23 23, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
36%,36.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
39%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFNUlEQVRoge2YX4hcVx3HP+fcPzMbk1gK2yRqVdqKhT5YDWmoSe/MJiFtSqh/kLYgVBRSqMUWqaG04gyzqa1aEPJigg9BiwWLD6FGRIyyM4vFpk3StPoQTX1QtElbd5PN7syde+85v58PjbWCmZ3sziaLzAcGBuYH9/M953fOnHNhyJAhQ4b8P3NfdbP2+j28XCIL4at33FqLAmn2qrGXyWVB3DAaN9qFTPSqWbYBHvv85trbc54/v3m2Z92yDbBmZdjo5MLkq38a71W3LAN894vJRNcJHe+b89UuuwD7dlWT1SNBdS7zgPbsfwBzGZz65scPbk0yJ61OKvxjNufpg7+f12/JttHv7bw9uX40qq4bNYyusXzsked79vIzD29J0sy3AmNoFx5jpN7PcwY6A9+4fkuy9joao6vC6rqrAlauhmBEIVJMAGEc8cLJc/UP3zjHZx478W6gQ49vT96aKVrlwDA965hKC850ssr+nx+fvGwBfvO5rUkY21YWK28GGSfPp5ya9qwY0fr5AjKBq2PD2pGIInScOi388ncnxn/1re2JF1pp13Ou7TjXdbQLV68/e6TnjP2bgbVQaqVhSspfbc4fZjrN/ae0zh9fuegI/raxI/n6tjUTXrRaOKGbezLxTNHhqWdf6UseBhigsFTzkufl053mj35xfOxidS/suT0xkTRyp1XxSlEI3dyRq0dCz9VElUt57sAC+BBOTs/xXvlDD40lK1ZE1bj8zm5tAxoE4NXiRchzT+Y8zjok9lgvld0/eGnevl+SAN3A46KwAvDiN3fUKNmGA4xVghDUAgjuwqhnuScXj4s9YhzWaeXB7xy5JPmBBXh6w221s9bxxE+PTL7+7TtrhNAxii1D7hURpbggnjtPLkIReXzZA75pVepfeeLlS5YfWICNt5Rxxjf/sucONYFiQhixMJN6OoXHoThRnPW4SJDA4wNBVOv37n6p7wX7v1j0Nnr8a9tqUck0TGwQqzgDhb4jLBbeKnK6pYKwrBAIJlDO/9M3r9lyeuKu7WcWJQ+LmIHml8aSIDKNrtdquytkXSX1Fz7i6YpQoEQlpRs7VgVSNzi+/Ohr44/v/KT+LV07AWcW67+wAM/fU0lSry2MkomSitIWoa2ejnoKBLWCMWBSJfRgZuCh7782/sCdN9U+em2Z+6ffbi7afiEBfvLZ25LMa6t7Qb6D0FZBY4/GwkikrH2faaaZmYitYefYtXzk7oPNLGcS4KYPrWq8f3UI+15f0KJdVID9OzYlmWgrEyV3SscqqfH40POBq6TpMPUH9h77b7G9R9/9Wr9n08R118RM5dkg3IFLDNBVbeSqOIHMChlCjjRz7+u79l782MCK9cn4XSONT90QVzMKNJ7/otIvfQd4cuuttQyqokJhlNwICpUnnzs6efMnNiX7dlVrDmUuhemOgIeVJcvZuaLx8Q9GrFsDWdSliHOM+r6Oyv3Q1zb66OaNSSk2rSAGX1IyK9iQylM/+8+fz4n6ttobXimPFI3ZAgoVxAqFd8xlnrPnhdk0aNqZor7n4KsD6f++A+yubKyFEQ1bgjwSpryvHDjU+6y+95Gba3kKaVv5+xtR84eHjw5M+r30FeDh5BaNy+BiZSqXyjO/PrYkMgth3kv9/Z/eUBMLLlBy1WUlD30s4gLG4hBmnDQPHF5e8tDPaxVLtYtw4PCxi15SriQ9A3xhw/rEhMqs7+8NwZWgZ4AwMtV4BJ6bOL7oU+NS0XMNGKtjxuqyHf15uXfz+tqVdhgyZMiQIUvKvwA/LpW3QrRmJQAAAABJRU5ErkJggg==) 23 23, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
46%,46.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFMElEQVRoge2YXYhcZxnHf+/5mNkk7sbSWmPTWIrWUopiiTWkSc7MpqFNWz+IFAwqFXMhscZYquiFcaazBhW0vVEEwxJQQb1JS6FCg9WdWVplYz6alEqVWvSipLLZj3Q+dvac93keL1JqvdjZye5sssj8rg6cB87/977P+573HOjTp0+fPv/PPJhst073oysVZCnsv39raSiv1U41wRXKsiRuuT5XEdOxTjWrVuDbD24vNeeFVydnOtatWoGN66OKojz9wt9GOtWtSoEfPpSM4RRFqovVrrpF/LP9xSQXumK9nRLnrGP/A7grEapbRg/enaBac6bUfcojP//zovlWbAYOfvLe5Jbr4uKN73FseG/A1m883bGXjz6yM8m81AZjR0uEONByN8/p7Qx8cGfyrZupXDsYFW9aH3LNEOQHDBcbcQj5fMzzZ2bLgxsa7PvJi28LPXXonmS6ntXWDzhS8bTJaNl84cDjp8evmMBze+5OLBfUNDImdZ6XZud4ZVbI561cF5gTuC50bFwXM+c8/7io/OFPL44889g9iRk180Kmniz0eHz5C4cnOs5YzwX++JnhMda64t+zlBMXW9Wj563M2TMLjuAzI/clodOKw4rqFTGPRJ72piZ7v3Sm61w9WwPqKDZC4YV/t6q/+v3p4YXqnjt8bxKGWvFYETVMFEIPsUAs5C/Ehct5bu8EIjg30+Cd4X/98HCybigu5gcCCCAKqIQRBEFApIo5QWOB3CUBMy3s+fqJRft+RQSaTkjjqADwu0P3laJ8UFEgDI0ogjCAwCnODFMFJ0hOICcQeRxWeODhicsK3zOB4x/bUXrNPIePTYyf+v79JRdDG2NgLXg1MEPFUFXEBO8UiS6NvgZSJdDy7v1/uezwPRPIbxngVifVvx7ebS40XAj5ABpNYd4LGhheDXFvhQ8FMyU0K3/iqye62m0WYtm70MsHd5Vc3lVc7JDA8EBmbwUO4PVmypuWEeUMCxUXGiZS/cX0+bHakTeWFR6WMQNnvzickHMV8VbMVGm3jKY3GqnRyIRmprTl0kvsgnreNaRlMc93Rs+NVD5/hz26a8NY7cgby82/NIGJzxaSTKwmmdHKjIY3Zr0ykwqzmdAQJUVRQDAMmPPw+LFzI1954PbSrTcP8IpNVpedfikCtU/vSDKxWhOjmRmzokx7pRUKaaS4NcbGIVdttNzYmtjxua9t4oY7nqqqMg7w4ZsGK+++JmLvvleXtGiXJXB897YkVaulYtTFmFFjWoQGwvuu12qsrvzN0VP/E+zR0ZNvXx/au23sQ+/P0XbzvcgOXKbAv1rt2rWDeeoeZkyZMaUhWr0oUv7BkYWPDQxsTr67Z03lrttyRcllpG7xD5Vu6VrgNzu3lixyTKsya8aMKRkUnnj25PgHPrIteeLLxVIQGvUWTDUUExjMB8y2ssptN8ZsugFaYZtGM8XlpKujcjd0tY2Obt+SBLGrzUdwMTSmTDFH4cfP/vflU3tsV6keGOvWZpULb8JcqnhV5lLPVFM4P600G2H1l8ezMpztSf93LfDTZEtJIyrNCKZQXkul8GS181n9wKc+Wmql0Gwb/2zE1YmTJ3sW+p10JfCjHR+3LIapwHg91cJvx0+tSJilsOga+N5dd5bmHDSd0VJbVeGhC4G2MawBTHqtHq2trvDQhUDqKNZNOVo7teBHytWk44+tA3duTuYDY1K6+0NwNegoIIErtmI49vzpZZ8aV4qOLZQGNjznbNWO/qLs27q5dLUz9OnTp0+fFeU/QiiVuxtIff8AAAAASUVORK5CYII=) 23 23, auto;}
47%,47.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
48%,48.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFM0lEQVRoge2YX4hc1R3HP+fce2dmV2PSRFmC/4gEESyxkto0JHtnNkaTmIpESetDWyvSanxQUJGWykxnG32QgE+lYgj6IIj6EJWQQrXsnQ2aRHej2Zc0EJFACyabnf0zMzs7955zfj6k2PRhZ2c3s8lS5vN04f7gfj+/8+eee6FDhw4dOvw/szvcLM3u+1cqyELYs3NjfmW3i5rV6CuUZUHc3pMqinIDzWqWrMAfdm/ON4zlTGW8ad2SFbjpB35Racd7fzvd36xuSQq8+ng44HsO0Taaq3bJLeLXn86FGV/lZmxMKi1N5z+AuhKhWuXAs/eGGlcKtKNOzG9fOzpnvkUbgacf3BauvT7I3XSDYnWPpvf5D5vO5Tef2xJaY0vLuhSxsqRwhVae094RWLslfHYNxeuX+bk1yz1WXgfpjOAFgu9BJh3w6fBEIbWqyp43vvpe6IP8/eF4JSmt7FZYZTB+woxqZH9dODF4xQQO77o3lJQuaV8Ysw1GxuucnrSk01KYMlC3cIOnuPGagCqGryuO6OhX/Yf77w9FKCmxiDK4lMEoU9j1++NNR6ztAp883Degu1TuTBzz2eR09NY5KXDyy1k7eOjPO0Jfu6JGcogDZZC0Ibm1xs92f9lyrratAaXIVTzLYHk6evsfJ/pmq/tk77ZQe67olOQ0AuJAG0hbXMrCaJCdz3PbJiAejJSrXBr+7T194TXLg1w6o9EaPI+i9sH39MXgYhHPImlzMby47LYnP59z3i+KQE1ZGoGfBfjwpR35IKOLAvie4Pvga/C0QyOIOASL8ywSWJxvECXZrb87Pq/wbRMY+HFv/rQY9h48PnjslQfyXgANJXR3gxVBRMAJzjqsWAwOoy1OW5zYCOcK2576Yt7h2yaQbMiwVtloZO92UZ6gPUh7UK9ZGolFtGCckPCf8MrilMNLSeGh5z5vabeZjcvehUae2ZrXaVVUgcJpwQKJCMYK1oN/VWImTIIXCE47lBY8baNTAxOFfUPfLKjrl7LgETj5m76QQBWVkVzsHDM1oW6ESixUY0s1cdSNQEo4lxi6ul0htoaX3xnp73/sbtn6wvLcvke5OgLDv8iGzkjJItRjoWKFidhRji3jsaViHQ1xGAWmJliBdAx/OTTSv2fnnfk71mQ4ZUajyw2/IIFjD/WG1kqpjlBNhHHjGEscNc8y4zskI6xeoaJqVQ10pRW/euZmeu46GMHFbq9bs6y4YoXPz3955rK7P2+Bwe2bwthJKTHClBHKThg1limx9PS4SDlVePHA8P8Ee+HA0PfXf3x008Dtt6aoq0Y7sgPzFDg7PVNatSzNlMCYOC5YR8W6qGxs4ZX9sx8bSK0PX3qkq7j5h6mcDRJmzNwfKq3SssBHWzbmxVeUrWMMYUwcsZDd9/HQ4G3rNoX7nszlfV+YqkG56hAL16Y1k9NJ8Y6bA25ZDRVmmLgQQ2BbOiq3Qkvb6LubN4QEqlT3oayFUeewiuyrf//vy+fjP23NN3yhO5MUL0zCdMOROEetYRidsvy77KhVvOj9KCnAybbM/5YF3urdkLc+xUkfzovjn7HNfjDY/Kz+xH0/ytcMTCfC2ZkgOjk01LbQl9KSwF97fyL1AM4r4Wzssu8cGV6UMAthzjXw2sZ78jVgUoSqyJIKDy0ITENfouFb46L9Syw8tCAQK3Jj4th/ZHjWj5SrSdMfWy/esz6c1sI529ofgqtBU4FEq9ykB+9/euKyjryLSdMp1FDSN6VkyXZ/Tp766fr81c7QoUOHDh0Wle8Ahp2JluCGXtYAAAAASUVORK5CYII=) 23 23, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52%,52.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53%,53.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
58%,58.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,70.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRoge2XW2gcZRiG3znsIac2jZYmkGIEi4WCKD2EnmYnaWyNCl6oBdEbrVqleCFKSxF33VDRUrA0Fq3Qi1Ks4IVIVaJeaGYT2rQxadO0IsW2SW2aZJPdZk/dw8z83+dFaK1gNptkc0D2uVrYD/Z9/v/dmf8HChQoUKDA/5ljuzdxtu/luQoyHZrfXu8VNhnZZha0wJqHnf7QGLVmm1mwAif8m7z9fwl0/D4231GmR/tnOje/sSFr/4EFugMtn2itsShhJCyMyWYXnMCpo7q2pETRg0GBZIaz9h8ApLkIlSvnT2zR0ikKREYJvX+Y2HO8Y9J86myFOfDKNq2m0qFXV0qorJLx4PMnm7LNd39Vr8UTIqBYEoaGBdIm+XL5nfzuQG29tqMK/upFql5TrmBpGVDiZqgqQwbglhzoao/4nHYCL//cc1eo7/ut2kDQChRJEq732fiz34JxKeP5qedc25wJvL99i1bqlAMVEkNNZzAQTuFqVGCRm30JG2ALKJcklC5yIJKx0RMntF/saer7YatGAoF4RGDwho1r/TaGx2zfvm/OZt2xO+StQqVM/iowMrdMdMeSxuEh9uHK+QlX8PqPjRrTslZhs56IEkYGBW4OCoSiwsg1PJBHgWJAd5LAr+GkcezMubqJ5vq/26bJMvmJWLdMRnyMEBq2MXBTYGhEIJrMrft3yJ+ADFwOJXBv+I79dVrx/Q7dVSJDcQCKCr+kAMQyUglC7JZAKCgwNGRjMCSQNMlzsKVz0t7PigBYQKiqBwDaP2/0li+W/YoKKCpDdQCyBDAT0klGMkaIhMfDB0MCo2M20jZ79recnVL4vAm8VrvZmzRtNLWcbTv9xZNelwtgieF2A8wMkWGk04xUgpAYE4jcIoTDAuGIQDQljESafIdaf5ty+LwJ1Ne7odjCaGt+gmUwZAZkAcRGBeKDAhmTkUoybscFYglCLCEQSxEyxL79v3Tm/If9L2b8GP16T4O3yC353Q4JDpmhMCDZDLYZsgKEb5oI3rCQEoyUSUgJhloljIcaIr4XdvZNa9XvZdo7cGRnnVbkkPyyxTosgm2PV4VSDJEUsNME22SQxDCjNhI2+eJpGx9f6m3a++JjfPLLxTqA+RFofsmjyRYHVGLIKQYyDDtJ48GTArZFECCQDAhmKCbgAvDepd6mXc+u8lZXuPHRiVFjpuGnJXDguc2aZHPARQynYCgZAqcIsiwgywRnBaPkPsnI3JZalVIJm95djoqV397t+aqaMr/DUgFcmfHqT1ngg6c3arLgQDEzigTDaTKklACTQNEKMixT8jUe7/53sKNddz/6Xt/Y+sAyJy70ZvKRHcAUBVzE/hKbUUKA2yLIaYKwyLDTwtdwdOJjA7Ba+3BXkX/NSqd+45qF4NjkF5VcyVnA//h6bzFBLyNCsc1QMwQieJ7p6Gpbu26j9ule3etSGRkTiCYJZAHFThmhiOVfUe1AeSnQ25vGxcsmgnExpeNCNnJ6jL7pqdWWq1KgSgYqiAGT4CR4Gk/98/L5/lCD1+VgxK9afpaAdJqQMQnRmI2hEYGBCGFQKEbgguUDLuSl/zkL+Dy13qUK/FUAXCZhOCU8r3ZnP6sfeeRR720ZiMmMMDuMw+e78hb6XnIS2Ket4xoZKBKM/gx53unsnpUw02HSS/3uDWu9i3g8vBC8oMIDOQg4GXVLAEQsMrafnp0azIRJBcok6GwTdpzpnvCSMp9kFXhr3WqtHIwRMbVb0lyS9T1QKUl6NQNPdZ6b0ZF3NskqUAyuK2JesKs/KQdrV3vnO0OBAgUKFJhV/gZT7bcaXoVkjwAAAABJRU5ErkJggg==) 23 23, auto;}
71%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWUlEQVRoge2Xa4hc5RnHf+ecmdmd3VzWxDYJTWy+KIIg1tAsGj0za+KttBCQUhCKH4pJQSmFtrSVOsMspdWitOkF2hIQai/0U1utWEHdMwlqEneTTQwVrdFEk91kb7M7szsz55z3fZ5+KKYpmNnZ3dlkKfP7dOA8cP6/933Oe4E2bdq0afP/zP5v3aGN3rtXKshi+Ok3bsuZSIJGNSta4NYbUoXxkgw0qlmxAr/L3ZE7fcZy6O1Sw7oVK7BlfaIwPiW8MPROf6O6FSnw/FP+QHlGGJuywXy1K07gwG+yfk/ay45esFRDbdj/AM6VCNUsg8/u9OtVKU5dEE68E/GDP7wxb77EcoX52Z57/a0bk9nNmxw2bHLZsvtvDXv5zd/f5VcqtuhGDqPnLfVQ8s18p7UzcPtd/t6NFDavTmQ/u87j2lXQ3al4nuICHU6SwYPT+c54lodeGr4odOq5e/yzo3GxE4fTHxjePRNT/GeYefn40QNXTCD3lZ3+qpRbvMZRvHrIuYka789Y1qQ1P2tAI+hxHLrXJJkJDccqwsG3hvtPPXePL5ZiuWQ596Hh/TOG8yWTf+KvhxvO2Me0rIW6VAobUKLJiOFyNfj5iOY5deyyI3jmxft9sRsGbKzZyrQwNmIZGbFMztig2fDQQoE0ZFPWEkxWg2cOHe27XN3p5+/1PUcK1mo2DpVySRgfNZw9ZxmdsJTnmuv9j2mZQLcL707Mcmn4w0/1+elrk9mOLhcvCZ5HwXHBiEttVpiZskyct4yMGkYnLbVIMvteOjJv3y+LAGKxXiID8Ppv78+tXesWPA9cT0kkwXFARajPKXNlYXrCMnHBcmHCMl4y1I1mfvKPwwsK3zKBr/XematFhv4XDx84tP8LuY4UqCodHSCimLoS1ZVaRZgtWaYnhakpy0TJUq7ZYDaU/L7gzQWHb5nA3Ts7cY0NDv7yPnVFcQQcC+UxS3nEEoZKrarMVSyVilCes5RrQiiaf+LVI03/sJ/EkpfRP39vV66r0yl0JB1SruIqOEZRo7guTJ6LGP8opmaUWizUjeJstMF1fdP5hx79YFGjfimLnoFff73PTyedghtpVmMhNooJFakqUrWYumAiRR0lnjZUjeQroeGHJ0/0f//Bz+nf/7Q2C1wdgX1fzfhOpEVPFKeqSKhIVf4TvGqRSBBHEBesKl4MHcB3T57of+SBm3KfuaaTH/9xPFhq+EUJPPnlO32MFpOiJKuKWxe0JniuxXWFxDoltd4JwjlnwFvlcPu3t7Duxr9c7PObtq4uJKIE8N6SR3/BAo9/aYfvGC2mRUlbJRkpbs2CWLqul8CETv6+Z4f+N9j+wYuP+T07Bq77dIrh42ErsgMLFOgQLXQZpUuhMxK8uiCxBLZu87v2X/7YANv8Hz2SLtx6Yyr70XsxY6X5LyrN0rTA43fflusUsqut0G2URCiokNn9xuCB7dt3+L96LJtLJZR6COWqYGPoTrmMT8eF6zcn6VkFbw3XOfmviLGKXdBxoRFNLaN7Mr3+5oRT3OjCelGcSEgJmS++9t/N54Vf7MolPaVyKi4AhHUhjIRyxXB+zDIyLZwVL3jl7ThPeLwl/d+0wGOZ3tynPAqbgHQkjNVs5uGhxmf1Z26+JTfnQtlVJjUZPH1ssGWhL6Upgby/Xbe60GWUDyPJfOfI0LKEWQzzXuq/uePzuTVA2ipWdEWFhyYEUkpfj8JMLMGDry9PGyyFeQVWQxYj7D00dNlLytWkocDe3m1+D8q4Xdgt6UrScB/YgJPdorD7yNElHXmXk4YC3Whfl+qKHf15ebJ3W+5qZ2jTpk2bNsvKvwHZVbpmRHKtsAAAAABJRU5ErkJggg==) 23 23, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
73%,73.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
74%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
79%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSUlEQVRoge2YXYhcZxnHf+fMzM5uk2m+wKTVCEIvbItFCVpj2jOzTWhtMYLSC8UWQbDb9tIvVMKMZ1FDgwjaeqMGoRcqil8XRhHqntkim2yzabpJaCOpaRKb7nZ3Zud75pzzvs/jRWiJYGYnu7PJIvO7GjgPzP/3vs9zznsODBgwYMCA/2e+9bn7tNt190YFWQnf/PzuPEaCbjXrWuDO9w35pbpMdKtZtwKHxu7LX7hsOXVxqWvduhXYnkn65Zow9erZ8W5161Lgp1/1Jqo1Yalhg+Vq153Ar/M5b2MykVssWyKjXfsfwLkRoXrlzz/Y6zXrUlycF167EPHjv0wtmy+5VmF+7z/k7XxvKvee7Q5bt7lkPvGnrr185IcPePWaLUrbYbFsMUYKvfxPX3fgwJce8Dal8HdsSeZu25YgMwKppKKqqAHXpJgOKoXbGw0+/cLJd4WO/vxB7825uJg0DhcvGs6/FXPyUpj9++kTkzdM4Nmxvd7GtFtMWSWshfx7rs35siUzooW6AduBLa7Dpi0p2i3DbFP42+zJ8Zd+8aAXRxSrJcvlNw2XLhtKNVN49oVjXXfsHfrWQhKJ71qlNh9xttoKfnRJC5x/+ZorePq3D3txuH0i6miuWRFKb1tKC5Z60wa9hoc+CriWnGstMwut4PDRE6PXqvvn7x7yEPE7sebitlIrCYvzhsV5S6VqCTu99f479E1gyIFzcw2uDj91aNTL7Ejl0htcxAHXwbcCcezSqgrVkqU8b1lYMCwtWUws2ecmp5ft+zURUGPRRDILcPo3D+fTaddXAcdRHBcwEEVC2FSaFaFWsiy9bSmXLNWawRjNHgqOXVf4vgk8vu/+fKdtGD9ybPLsHx/JJ5KgoiRdiCPFhErYUto1oVGx1MtCrWyp1yzNtg2iSArf+8dL1x2+bwKPfWqYsGmD2Uc/qRIrroDjQr1sqb5hiTpKp6l0GpZ2Q2g3Le22EIoWvv3idM8D+79Y9W30yPf35UdGHD+VdHBVwYDEikSKA1TeiKhfjLFWiSMhNkrtVhucct+aeP6vc6sKD6vYgee/NuqlU44fdzRnWwKRYluKbSqmabFtQSPFRYlrBhtLwYaGsTOz49/4zEe0cm7HBMytNv/KBH4ylvXijhadSLGxoh1FGoJtWKRpcSIhieAmrszCUAwWeOzM7PjTn707f1tmmEOnFoJVp1+JwDOP3++ZSItxrGikOG2BpjCEJY2Q3qRs3OYEccuZIOPwoa/v5K4P/iFowCTAXe/P+IlqEji3oqFdlcCBR/d4NtaimCsrT1tJtCyuWDbfIQFtp7D/lzP/Hezw8Xd/+k/tmdi5ZYgz58N+ZAeuU0CN+siVQSUUnI6goQS2bQv7D1/72EByl3fwyRH/ng8M5S6/GlOvLf+i0is9C3zlkd15x5JLxEIiUtyOgJB94ujxSW/XHu9n38nlNVLaEVRagsawIe1SqsT+Hben2JyGCzMd5v4V0WjZ6zoudKOn2+gX993rbU04xc0OZIyS6AhDSvapqx4+U7/al6/OK+b12FcFCQUNhbBuqJcs5bpwiUSwqRYXvvv6K33p/54Fntx7b/5WF3+rwHAoNFo2e+BE97P6kXs+nDcudFxlUVPB0y8f71voq+lJYGz0Y7rdgVtiZSmU7DPTM2sSZiUsOwNf8D6aTysMWUWsrqvw0IOAI4xuAJqxBAen1ld46OGzyjDkMMLBqZlrvqTcTLoK7N+9y7tFlXqPXwhuBl0FNuPkdlh4bvrEqk+Na0XXGRhWHR1WXbervyxf/viu/M3OMGDAgAED1pT/AMYU38XC5qApAAAAAElFTkSuQmCC) 23 23, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRklEQVRoge2YXYhcZxnHf+fM1+aLiNZubEmrgl4YkErUUtKcmW1raiqLuSy9UCo2KrmoUhUqZsZZxQ+CHzeWSLAWRUFvpFCqFNo9s7QJWzdrDEbZmlYbkyabze7Ozpw5n+/zPl5IawUzO7s7u11kflcD88D8f+d93nee98CAAQMGDPh/5jOfuFO7fZ/fqCCr4cgn76jmjfW71bgblGVVvG+4WG+HdrxbzaYV+PoDd1Zn54SZ1xa71m1agXduz9eD0PLCzMxYt7pNKXDsIW886liCUPzlajedwPGHK96OQq7SaglqtGv/AzgbEapXfvG1u70ktI32guXCpZQfPntq2Xzrdoz++PC93ntuKVSGdzncMOxy6+iTXXv5l0fv8sKONJzUob0kYG2tl9/p6wp896G7vNIQ9eG35Su73pFj2xDkXEVVQSGnBU4+26zdOh8wOn7mDaGnv3fAm53PGkVxmLtsuHo14+KVpPzzP09PbJjA747d7RXybiNtK3NXEv72SsT5q8LWktbaBpII3l50uPGGAlnbMNOxPH32zNgz3z/gSUajsyQszBrmZw3tjql925/sumKv07cWClu2nkuVS+dTzs2F/mP/1Bp//+N1n2DjsYPel7PhcUm1kgSWcEGIFgUTid9reOijQBpToSVMvRb6Pzs1PXK9usnj93qO2noiWjGZErcs4TVDeE3IWoKmvfX+6/RNQDN46VLAm8P//isj3tYbC5XiNhdccBzqCoi4ZKElbgrRNSGeN5glwTG2XH3+xWX7fl0E0lgQ8mWAqScOVh3r1k0Gjqu4LqiCFYvEStK2RItCOC8kC4IEBsdo+ZGJyRWF75vAo5/fX11qGr751OTEK0/dVwWIOopjIE0USRUTK2lgSZaEuGlJmoJpCTYW30lt7cipP6w4fN8EDu4fIl0Q/+UHPq6o4jgwVIJmUwheFSRWslDJAsEEFhMKJrZY0dqnX3ix5w37v1jzMTr5+D3VUtGpOzhoppgUTKyYRFEDcy+nJBcyckbRzIJRmkXxb5q7PD761ytrCg9rWIFnfjDiXWsmjSRQwtSShkrSVqKWEgdCGlkkUfJWyVqGrZmtOYnhU+fOjj1634f0zOyucbiy1vyrE/jN0bIXBtrY7haZu2iI20rUskQtIQ4ESSyOWhwXHKsUzL+nxs+dOzv2hUN7qrcMDfGdmTl/zelXI/DTL+33klgbSaCYUInblrhlwQqOWLZtU3be7PhR7IwXtzsc+Opu3vuB3/ohTADsuXlHfUczD5xf1aZdk8CPDu/zklgbmSgmUtJASdqCWuFdu60vsVP77K9P/3ewJ6be+PiNw/vG372zyOw/kn5kB1YokCRaF1U0BtOxZKFFEutnHak9+Nz1xwZu2ut9a3RL/bbdxUr4Uoa0lr+o9ErPArX776hmCRWTWmykSGhRoVw/OTXx4T37vJ8crVSzQOkksBhZ1MD2kstiK6u/f7jAcAnCMzHJhRQ3lBWNC93o6Rj94qHbvS05p1EQcGIlCy15S3ns+f/8+Zx98p7qxXNK6dWs3lEwsUVTiwkM4aKwGFqa5PydSVZ75C9/6kv/9yzw8Ojt1RLUCynYyLIYSPn4dPdZ/cQHb6tmLsSucpmCf2x6qm+h30xPAkcOflS3WCBWFmJbfnzy9LqEWQ3L7oEHP/aRqgrYTBGjmyo89CBghBEXaCfWP3Fyc4WHHgRcpZJmlhMnT1/3kvJW0vW90CFvr5ezSpCt7Ja0kXQVKKlT2ZrBryan1zw1rhddW8i1OuIa3bRPf1nu37e3+lZnGDBgwIAB68q/AIvF9zLF+XtCAAAAAElFTkSuQmCC) 23 23, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,90.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPUlEQVRoge2YW2gcVRjHfzO7udRGqihtaK3gXVS8UFSkdnZjpbWKiqJWRQQVCkUF7YNS1F22KFZ9EQqKINQqiOiDN9QXbXajUWLbVGu9Ri0aNWnabpKd2bmecz4fijewm02yiUH29zQwH8z/N+c7Z84ZaNKkSZMm/2duW3Op1Lqfnq0gU2H91ZfkWrUp1qqxZynLlDh1YWvB9013rZo5K7Bx7aW5gwc13w2N1qybswILO9KFwDeUvv12U626OSmw+U6nOw4MQaCLE9XOOYFn7sk6C1pS2WpFY2mp2f8A1myEqpetD6x04sCUgrJheDhm8wefTJhvxpbRx25d7ZyytCW7uNNiYafNmbe8WbOXt228zAmqutSSWISuxtImX89zGjoC6067zDl1JYXjF6Szi49L0XEUpFMCCLYFaauF3u1j+RMOeFy3/bM/hd56bJUzUk5K87TF6LBi9EDCyP4os2Vvf8+sCWx/dqWTErsUucLwbxFffx8wMKSZ1yZ5N4EwhOPaLDqPbyFxFQOu4b0vPtv07uZVjlaUworGHVGMjyj8qso/VOqrOWJ/0LAWCl1TwBf2fR2zZ8gvPveL5Plx9xHf4PtPr3HuV4u6TSLZuGqIRzXxmEYCXaw3PDRQIAnIRgc1Owb94gsf93cdqe7DLasd25hCJJI1WlCuIS4rkrJGXI0d19f7f9AwAR3CVz97/D38G/d2OfMXtWRbO2ywwLYpWBZosZHAoMY18SGNPqRgXJNKTOa+3k8n7PsZEQh8jZJ0BqD32TU5xC4oBbYtpFKHa0QbTCQoz5CMaZKyRo9qxFPYSjLrevomFb5hAlseWZEr71M8+nZfz3evX5kD8D0hpSGOBKMEFQq6aogrmnjMoMY0xtUQ6qIdm/ztn+yYdPiGCZx3ejuqUxd/uOkKAcECjpoPlWGNP6jRoaB8IalqtGcwvsaEBtGSv7H307on7L8x7WV098uX51pTVgGxMImgQohDQUWCSWD/QEw4mJBWAonBUoKX1sVjfx3qvn7f8LTCwzRG4KPnupyRclSKPaEaGSJPCCqCXxF8VxP6hiQS0kYIXMXRicnbkeKuvXs2PbT6AulId3bD8HTzT03gnScyju9Jab7dyv5BhV8RvDGDN67xXU0cGUTM4WIRUgoQ2LB3z6b115ydO6m9nccHDhSnnX4qAq88ssIJAyn5sRC6gj9u8MYNWmlEG9rahUWdVtEPre62DotrHlzKiWe9XoyhB+CcJUcXjhlP8wPfT2nSTkvg+Q3LnSiQUpgIoSf440LV1SilWbzEFFVo5e9+ddc/gq3btvPP69xdy7tPXtDK2E9RI7IDkxQIAylEWkh8CFxD4Bni0BTDqs4XPjjytoETlzmFVfMKy5a2ZuOBBONOfFCpl7oFnrzjklwYktXB4QkbVQ1Gk9ncu7Pn3HOWO89szOZ0VXBDKIcGFHS02YxWksIZi1pY0gbxnpBkMMaq6kltF2pR1zL68C0XO62WVbISUL7gVw22IfNEz18fn92vXZ4b+kZoH0wKFQNxaJDYEFcV7pim7Bs8K1UMoyT/9JefN6T/6xbYeMPFOVsoEELkGQ64OrOtv/Ze/alzz8/FNviWMGi1FF/s39mw0H+nLoEN114kaQWxLxzyTealvl0zEmYqTDgH1l91YU4nYCIhVjKnwkMdAomiK23AC01xa+/cCg91/FYRQ9aPDFt7dx3xkPJfUlNgbdcyByVUosmdkmaTmi2UEiubiuG1vv5p7xpnipoCoqULJXP27U/IzSuW5f7rDE2aNGnSZEb5HXMe9t4kAenpAAAAAElFTkSuQmCC) 23 23, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93%,93.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFTUlEQVRoge2YbYxcVRnHf+fOTHfLok0pLW21GhOIJhDfGktI4c5saagY5YNExZiY4gejREwIaD8YZpgNxA80IZKoidFIINHQmPgSjW/A3FkgpbjdQnf5gCza8NJuWbo7M3fmzn05z3n8ACImdna6L+3GzO/TTe6T3P/vnOece+6FAQMGDBjw/8yX9l2rve7nz1eQpfCNz15TXi8u6FXjnacsS+LyzeuqSdfVetWsWYEDX7y23JgXZk4t9KxbswJbR/LVNHL85cUXx3rVrUmB7+/3a9J1pJEEi9WuOYEf3lbyN67LlZJQyIn27H8Acz5C9cvP7rzet7Gr2wXHmdmU8hOHF823atvogZv3+VdsL5Tet9Vw2TaPT37ttz17+eff3eMnkdSHM0M3FPLiKv08Z4VnYI9/z36qmzbkSzs259gwAoW8Yjwl50EhX+CpWqOyZbbNl5947h2h34zd4M/NZ/WLnaFz2hK+mdE4nRSr05Pj500g+Mn1vhGvnnaU2ZMJ0y91+ftJYXhIK60E4gQuXW/YfmmBpGV5ueX489RzY7+/7wbfWepZKHTnLNEbljSylW/Vj/ScsX+zYi1kU1fVjjJzPOXoa1Hw01e0wj+PnXUE/3jwRv8OuaymVkuu63ANQRtC2Ii48/CxvsLDSgrElDqzwuETUfDw05OjZ6urPbDP99RVM6clJ4oNHe6MhXnBC4VLvELxXJ67YgISw/SJNu8Of+i2UX9kS6E0NOKBAS9H1RhAPUzs0Jbg5gXmLaYp5Kwr3vr0s4v2/aoIdEIhk3wR4PEHbiwbvKoIeJ6Sz7/9wlEHqSJthzYFnRdoCCa0eKLFW8aPnFP4FRM49IPrynPHLPf+7sj4C7/4TBkDUaQUFLJUcZmiiWIjh20JWdMhTcGFgsYSmNRVPn/4b+ccfsUEtm8cZvMuCV666dMKbx3fcx605oT4dcHFio0U2xGk7XCRoLEDp5Wbnnq27wX7v1j2Njr96N5yzjNVnEEyxSaQxUoWK5LCqZmU6NWMglXIHMYqSU6CN/9xqvadk7PLCg/LmIGJR0Z9o6aaxVrqdB1xW4laSqeptEOhGzmSWMmJ0got781chcRy+9TxsfLeT+iHLtpag9nl5l+aQPCjoh9HWpdEiUOl3VBaC45mQ2iFQjd2iHMooKoYC5nCPVPHx775uSvLlw8PM/HYXLDs9EsR+MP91/lJV+ud+K3RDucdjQVHmgmSOfIFZccmE3QSUxseMXzhwA7ef+WvAwvjAFdtf091YzPPg8wsadEuS+BQdbcfd7Uub4dvLSjNhpBkwrZtLshiU7nj0NH/Cnb7wxPvXN996+7aFRvW0XklWYnswDkKvHoqrm+6aIhuC8KGo9VyxLEL2m2p3PfXsx8b+OBOv7JnfXXXB9aV7EyGhIt/qPRL3wI//vY1ZeMMjTOOTktphw6xFA+OT4x/+KO7/QfvKpW1q4QJzMcOzeDiIY9GmFU/sqXAjiFIp2Li11KIpK+jcj/0tY3e//Wr/ZyausQQhUoYOhCKB4P/vHyOPLK3PPeyMnIyqy5YiBOHpI6kY2k0hTciR2RyQT3NKlPTz69I//ctcO9Xry4boZp2IGw5Xm9I8dHJ3mf1733s4+WugcgoJ0wh+NPkxIqFfjd9Cdx9yy7VBNqhcrrtir985uiqhFkKi66Bu27+VDlJIIuUONM1FR76EEgzRnMWFiIXPPTk2goPfQhYSymKHA89efSsHykXkp7/hfbv2+nbTGnE/f0huBD0ngExJZfAr56ZXPapcbXoKSCio8S6Zkd/Ub5S3Fm+0BkGDBgwYMCq8i/tHfIVjTDZpgAAAABJRU5ErkJggg==) 23 23, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur65022 3.3333333333333s linear infinite forwards;
}
