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10%,11.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
16%,17.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGPElEQVRYhcWWf2yUdx3HX8+P+8X1J/TKtVjcRildN9ZRNslMdREGDEw1bpOQDnApUGLIEknjfzpinUwcSBTIfjhxIWGW2bhOgWhjgnKa26hCj7aDHlAKo6y1Xe/3r+eeex7/aHvc77HE6Du55O7zed/n/brv8/0+98D/WcL/KkhvbGwCHkkpHRdcLk3+PEO+vt9ZXWFmUyCqt/x+InIXP6GzqaaISgvvDU2p3Wdfah7P8fVq4BdAyeznLiD6mSsw6fGbn/p5/0Yz8Y7hiPBlr64X9JcLAsssiXO6YDp0as+jZ2zlJcpcT29s3Az8CigCLILLVRhg2V5HwxIhccgVTKwbK5ybpSUC1FqlM6O6tGe48yvuFIhvACeB8oIALxw+/9zbo4FDwBdS68ZYBIPnNpLPg8F/G0EQiNnqkIrLiJUuJCJlXdXR7XXle369q6knBaIeuCK4XLk3oeHFv7THZY4iCslpspag5OYg6vXzCL5pwqExNDXGPFlFsFYjGmyo5TaEulUEFj6QNs+ErmiKtjN+eN3xzKwsgO8ddu745UjoNS0lXFLjGC71gvscgv8qkYAv56oVLVyJXLqYyKNriNU0AHev2yJJVLbUFe/cv+OxNIg0gIaXHPWGWNzhUvWK1Lr5X6eRh84SnLyYMzhVomU+1pqvElv5NEr10rReo0Ecd4XUZRxe60/6Uw2jQeWHmeFFUyOo/SfvKRxAi0yj3OljnvtDpFg0reeKa3Zk4dU04Lk3D/7gXFNY1zenjxPgYi+qdyytumDBAtra2vJCxIJjqP5byJ9cztXe8fDevzdkAayab+hAFNJWhJCH4IgDgBUrVnDgwAF6e3sZGBjglf37qbLb80JE/z2MeNtN1jYTBXFVudSRBvDyO5fKxkNqa+YQw4SbZYtKOXHiBA6Hg46ODtauXYvdbsc7Pc0zzz6bF0AN3sEU8iNFg1m9iUC87eXjF8xJgNFgvPlPXiXLqJdV0dnZSWtrK1arFQBFUbhx4wbRaJREIpEXgISGpIYREvGs1ilvnDFVaAaQAX5z+dNKRCnLqMVj1NYuB8Dj8TA5OUk4HEbXdQRBoLu7Oz+ANI+EyYIum3O237w0WZlcgW/WlD6YaRC1BOKVv6JpGj6fj9HRUUKhEPrsf8Hw8DBTU1N5862l96MXLSRhsuTsf+u+mUwR4OOw2pBpkLzj6G4Hbrcbr9ebNaCnpyerlipjRQ1iVR2pN6NU3QolGpIAD5SIWQbx2ock/Lc5cuQIfr8fUZzxSJKE0+mkq6srb7hUuhjNXEbQvjivZ0nJzOkQAa5NKqczDcKCxYhFdpxOJ9u3b2dwYJD+/n6OHTvG7t278w4GMFY0IDR+jbjJmtczlykDDPiUKIb0VdBt9yGay9GC4/T19bFl65aCoakyG43ExdzXfk6XAtEozK7A+9se+memQbMUY7HV3XNoquKRTzAFJvIbdPjbdx8/nwR47r2rH1Xr+mDaEIMJfX4ViNn7AwDZAFL20QWIfnoT5c5V8j1yLkK/sOGNiyNJgNBPnlS3Ntp+l2kUqx9CsqbfbqV5NoqrnsA0fxGSMfcZV2NhZP8EcnA6Z/87KypPeg6u0UhD3HGmRCw2DmuikEyUY0GkvlNowZlnTEkyYRTNqDechH3Xcw6fU1HdesTHnsFfVZv+AzT9TiKgLOGtjVGY3YQAvLXR//Bex9HBoPJjbe6XmIpQm+/+QcYRiAJ8YIJ/FAZQQz7Mfg9UpdeNSuL7kdlwyHgeuD4V+1kJ/CH/WB3QkSwV+S2zik4OIYw4sUx9nKyVQbdult9N9aUBhI4+pdhEYY9NFK4VGi7oWqH2jJQAofHLiEMODLEQXyoyXNm8vLIjenCNmhcA4Oqrq0fC/tj6ZrM4khcgEc3XSmeYdsPERzwRvOUemgivf/2F5bcyPTnPWOiNDSPbnqxZ+YisddlynCRRV7OLOVRhr8FeEn/7+dVffDz0+tNZ4XkBANrX1XqfbzZslSPxDajahbm6pIRRPTfvJf+8JBvWb9i0a+eubS3+z7YX0rd75Bdf+6Bt9Y/O/nnjzldmdmKOV0tLi97UtPJ0e3v7NlJP2H9TnT89aPxtz/sN9fX1rUAr0Lp06dLWd/94un7fvn3GzzvvPzJNcHp2/hTkAAAAAElFTkSuQmCC) 29 1, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIoElEQVRYhcWXe3BU1R3HP+feu6/sZjfZbB5sQkJCCOGZAPJQ0JliC8Uq07HWB2jVodSZjnYGmdZWcCplnLG1jlplLHVwWhwdUabiUPHZlIqA8l6igMS83y9I9pHN3r33nv6xm7Bi0LZ/tL+Z+8c99/zO93u+v9/v/M6F/7OJ/xWQrKmZD8zNGNopQiFL+08W+d5vPw4GHPLWaELe9EH3CIoqkBIk8N1iN/lO3jhzwdxd98jSngncg8AzgDf9/iow+o0KhPrizrueO3qDWyY3NsbFNbqUCFKgMj1HcElKTRFUOswPk8Lx1I4HFu6rKXDpGSrcDrwAeACXCIW+nsCMXx+YGcR66vOYuSIqJTINVGsmmW0kEXYnSAn6CI2ag0OaHQFYQJ6AsixtXzfKhnO/ufZ8BonVwC4g92sJ3PvskVv2tESeAkrGdro2dpE1HfXMbjyI9/M6sKzx+dHp36Jx8jw+ClbzJ38ZbZqGSDm23FyVu2HHffP3ZJCoBs6JUGjiJPQ88O5PNE3dJhShSWCpobO18SCzT76JrbMeCVzMzaF9UiFRuwvT4WBYtYGUjNg1PDLAL+beSZfDCwKElLqRtNZH/rBi5+VYXyGwYdsnP37xi8jzQhGaAJYC24+9TvCff6QrJ4ezvhz6NBtJCf7hCzgSOu5oBB9QCAQAqdmIltVwcN7t3FE2DwF4NUW/o8q1/vF1S3ZekcDMR/ZX23XzQEuSgBCw1DTYfvQ18g7u4K0pUxlQIBiN4u7rRQJxwAZkllIQmJoeN70FvHrDwzxQPAcJlGv0NMTi06PP3Rgem69kEuiJmY+0GASkAKmoPH56H+KLv7Fj2jS02ACVTY1k9fUigBAQvQwcoAs4RSoR1XAfPzi2m++bBhJoNihSNecTEyowc/OH8zti+lFVEYoEnultpPrgE5zFZHJHO0iJKhTOCIX3bCqBgkIKnR48ZoJJCR1FWpT09yH1JJgGlUBpeu3jN2xi+YzlKIC0pFXqdc6p37LsDJkbWOy3beyOJxUJXG3oeNr2MpCI4BE2DpWU0BEIsKulncn9PTysQ0FzE5A6C+xAT3Ep7fn5jKg2hJDo4TBew2CwKIgVPsZi/WqOO7KQCsriXHVjPawbV+CxvxzP+aglevFw2ADg5sEGlh/8PXWqSnRuLffcczdTp1Zyy/QqfgkUMbFZHg+t+QV02u0cERK75sAtJD5V5f3rHqPf5sSScF2OjSVlbtemuxeMagAtCbFsDDxoWRitH3I8abB802auX7mSSCTCpoceYk1pGf5oBCsRR4nFx4HjXh+niov5TE/QGYuR39xEDeBKPwMVV2Ol1VIEfDScZLKpLgM+0ABePztQgKqChPl6lLKeUzTPm0fNggU0NzdzcP9+btr3Nq5AIcMuF+HcXEwp8OkJBhwO3gcudHehDA2hpuPqT5OTQEftagZszvF3gJdP9xWM58CqsuwZ77SPIIEjmo3F9lxq6+rYGwrRMWsWVx0+THFiFDpbAcgHokVBXsrNRQz0EukfwA8kSJWmMyMskWnXcrx4znj/GCNxY0X2jJfHCHSOmDMBFCHo09yUu6fR7m9jcVMTC/v7qS8qwuX2UNTaggV0Fgd5y+7C3t7GaPoQGgVUwCR1DgDovmKOLVpDt811qWEJAVLSEUtjApR7VSRgSQnCIhachR2NkaIgSiRCTUMD7pEoDdOqaCsvZ5/NDs2NeKMRKoFaoB04BpwHuoEkcGLRGj4unAaC8RyQMqVD0KMyTqClX39rTDIh4VxOMXN7eujK9iBtqbPK3T+ALR7nXUXF1tKCn1SdFwA6cAHoBwaAvwJ7b32Sw7NXIIXI2P2l0DSlMRWA00P6KIAUKZafZAfIm7IUh2kRz5sEQNzv54A7m2RnOyVABan6HwLOAZk3kF7gM1c2EUXBSodlLPhjedCQxlQAhKbuQaZ2j4BDqsqF8kVUdrbT5bADUBcoJNLWzozRBHmkEu4U8Dawl69acqgbJQ2gpOUfV0KCsGt7xgk4s+xhr+DTsY9IeLNsAaXCjqoqRIpL6IjFmBWP4AIagDrgJKmeYFwGrigKsv4dxGgYKS8pP3Z78AlOOFy2Swp0bV1m3DE38PoYSwk86/Yjl9xJeXyEvf4CSnu76U0DnwU+Sz9j4Ha7HZ/Ph9/vx+fz4R4+j3l0F4jLdg/cWZO/q2vrMgtSlQNAKLD6pLCr9yKER0kHrFooVPaH+Lt0cy6rkEFvAYa/hP6hLlqBHK+X/PwCcn0+VFXDNE3C4TDxeBzDtLAZCezeQsgpxkqjC1N2HTh7ca1x6mUDLrsP1D56YHNLRN86PiAU7h88wwveCkwESBObZWA/9RrZgycwLYt40iAyPMTg4CAulwubzUaOM4sp0qLatChUPBy47WlCzuxUKY4aa8PbVr4yBvGldt4a0X9ng4VJWJ0SwWKbv/oSH6mRc3w3Ix2HuZBKYjRVRVVVqgIB5qo2golR/Akd7/CFdMwHKL/YSWhSNXbYbTi11zIxv0Tg4pPX61U/r9sQgZlxS1ZymVmAIQSaAFe2l9maSl48jmd4mFwziTOjQVkZfkXd56iqmntu/pScjc/fM+dLOTvhpTT7vrcrFua73j8ZNysy7/55/Q1cU7+T6SMXKY/HCQz20R8boXuiRTLM8e2V518qvfk7R168r+3yb8pEDpHtq5rWrapYUKpZr2YpqSy2gOKhRu49G2LJ52cpbGtBjY18LXBy0mT0GfP+XHPbrQsnAr8iAYC1S0uH1iyz3SXixioM64Qg3StGY1cElHY3wz4fnxbksz8/78g/7M6VXbf/dP1169eFr+Tz7/2c/nCPdv/ykh91Hdpz24O9R1ck3nt33Lk1O5t6VaNb09AXL6K1t2/fggXzd23fvv0VvnpG/ZcEMuzow5vtzkVXVfY++LPaN2wOThoWYZeLXz265cT5+tNNW7Zs0b95lUv2L8UHgiydO7ewAAAAAElFTkSuQmCC) 29 1, auto;}
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44%,45.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
54%,55.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIJklEQVRYhcWXa4xV1RXHf2vvc18zl3nAzMDgoIJQHgGnaECi1oYmdiJEE4kFKVFSGewD6cSQfmnilyaNsa1KjYYP1oiDtYJUbaxQK2mok6qhDDg44nQYRx4j84KZO3de995z9t79cC7XgQGqadKu5Oaee+7e6//ba6+1zj7wfzb5Xwm52tqbgBsn3GqUlhbrfR0ne/fsmSledG02O373cDoNOEQJWEeybCqJSOSNsfGxvRs2bOi5zPSZwG+BkvzvV4HMf4zA+GA6/sf9f15lc7lt2WzuVrBYEcRZAqvRngAO5wBRKAHPi7ynhKfX3XPvvkR5SW5CFO4HngeSQEJaWq4OsGvXrkXGuqdzuex3MRarFBqHBawIiEKbLOIUOBeCieAAgzAlEd8XjUUeXbduffsEiHuA3UD5VQH2vPbafQOpoad14NcY7eGcRTkoy2aZ2ddDedbHJEpQ42mGY3G6KisZKC5CnA2FlEJZB8acrJhe9eiaNWvenACxAGiTlpbLJ+H27dsfjiXiz4loTxmDVULJ6Cjzm96jsq2Dc5+24oAywg2dBtgb5tJ9yzLeX76cwUQxogTlHM45nLW5wNrNW7ZsabxUaxLAm6+/Xt/d3b1DifKUVhitKerrZ9YLv2P6wj5KlkaQE9D26kDBwRRgEVAE+HPn0rTpIU6UT0OJYFWYI56o3Mzq6s2rVq9uvCLAzsbGBUHgNwXGVog4nBOmpEe45pmnSCb6mHnbTBJumOP7U2S6g4vANbAEmAqYa6/jwNaf8nlpEm0ciICA0rpnPJOdv/WRLekL89REJ2OZ8ces71eIsTjfoo1l+q5d1Nx4jsUNFSQWBIxMD4heIg5ggH8BPqBPn2LlSy8yJZvDaYURwSIExs7QEf3rifMKAC/t3HmTOHs/uPAPEaoPHUY+OoL2kpzrNfT3pfBTiuwk+dDGgTP562hrK99sP4FzghRC7RDr6hsbGxdNAkgUFW/TVimrPQJPE/WzJP7RRHJmlN5jI5imYZIfxejdMUCWC5iT7SRwIT7z/n6QBf1n8Wx4RyxorVS8OLntwngBePedd8p6e3oGxzKZ0LM11BxrYf65fUxbUUxRYgxHDmcidLUM0fVCGnMFAAFqCatDAacfquevK5aFyHnqZFExFVUzEnV1d2YUwFg2d/tIJlfwELGGhV4zNd9SFCXSOBsjl/U4NzBCYlaUmrurLytcTlgNvUAT0AlUdrSBs2AFUDiE0bFRgiB7O4AH0PXF2SrtaawRREPZ4ADTZvUhGnKZBMMj4wylB3AORDTls8suEq7Miw8Bn0yASgPVohCnsEoQ60ApLI6Tp05VFQCqqyoWnu8/hygDOYcEhvOpIVzM4ecM1n654xEVp+/YGTzCkisHUkA7k/Miv/M4T3ABiHIoZxEM06umLywA+L6/yHkKFzhsVOOPjJJpFnRtMZFkAC4D4mA0QfazMfTBLDcAg1cQnrQ9gcUTh7EKBCweWWsXFQASRQlSw4XeQCQI6DmYoqTTJ3edh28DSrXDvN9HZQD9QM9XEPaAaHqEZC5gNB4FZ3EITiAeixbGMHR+4G2MWyVK0LkcQWkpY2vXkphTgi5OMmP2DNLKw79mHyf+8LerCseBqvx3GRA52kzygQ2kjYfWCmcd4ixD/effLgCMZDIZiXi4wGJiMQZn1TB+bQ2LZ2lKkgni8Rj6zGec6R2aJO6AaF60GLDAeaCLMD9qAXwflQRrDE5pQBjJZTOQb0R3fPuOw9YYREAHAc44MiZgaCzD6Ega5+DzU4NE3/uoIKyAGYRlN5swEU8AHYS5YeHLjqkU4kCUCgvRWVavWnWoEIEP3v/guBbValCLI2JxDpxTJEtLmFYaA6Co+ROGA8OMfGgz+ZVe7uw1yURwYQ1fiOCRAwcOdBYA6uvrg/3797/WdfLkYj8SRRmDdlBeFAEHo4ePU3G4lfL86q4mqvKfWEkpZbNq6K5dQkZrnPLQNsApRc31s3ffVVdnCwAA7e3t2+PxxI89E8wI0Ig4Ojt6qfy4mS+eeJGxS4S8vJAQngPG8ltxEpiiNPOqpvLWj37IYDQGSjDGoQRMYM+2t7U9MxEYgIaGhnQsGn0OQJzFCpx/9mUGn3iRbHER8dtup2LFCop+sIlSYICw3x8jLMtsHqoL6LeGsY7PiQ2Phs6tQ4vFicK35mcNDQ2ZiQspmDEjv0LHlonlHrGWnnXrOLtuPbFcluGyUowInu8zd9dLlAQBZYTZP9GJ5GFagaXv/IWD960lE1EgCkH2Sjyx59ItK9im+kdysUj0UU9cByKMFSfJJItIlZXjtOA5h7IGe4mgT5gb3fl7ccIDinxymuuPd+G0RyIWbbth3rxtj9Rvuug0cxEAwMaNGzvHM+N1Uc/rVM4g1qCwSGBx4vCdJh0ECOHTLpeHmArEgG9Eixlcsp5/rvwFP7njMdamlpIajrUPjYzWfWflytOX6l32zWjr1obO5kOHbj768cc7nDH3OxfWtXKgsUTy45YQPno9ILt2M/vPz6Gp7Fr+pIvRGCqVUKH8nZXVtQ0Pra9NX05rUgQu2M3Ll6duWrr0gVwQ3OVbe8TpsINFxodJEHbALHyY3PjwM+bZl1f/Mnl3288r5vCWKiImGbzc4CHPH6p78LbizVcSh6/4cvr444978xctfnB4KLWu+mjzgvgrv39TXzN9d+pI64etbx1MPr+nZ39HJn7rvRXCqTT7bpljd+/Y2/QKnz41+fT639rJxkZvYDA9NzWYXgSw5Hu/mbpszXPff/eNowuefPLt6Nf192/PFJR3ig4e2AAAAABJRU5ErkJggg==) 29 1, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
62%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIhUlEQVRYhcWXW4ydVRXHf2vt/Z1z5tKZTu8XOrWI2NYq0vqigkESKEggBhWIVYk6iEq9EIxP+GB8IOoDSKLEaBSGhFjxgkIh2IICEUmB4qhoRawtvVDbTqed6TlzzvftvZYPpwxFbuFF99s5X771/+W/13/t/cH/ecn/SsjPOGMt8I6T/hqVsTGLb6TIpk2bloBeli1dPDU5CTiiAub0Dc6ht1b8sjXd+tmGDRsOvMLrS4DvAAMnfv8EaL+uA9MTk42f33fPB6wsr2uX1XvEEq4Rc8cMQhTAMQdFUIFYFA8H0Rs/cskH7+0ZGihPcuEK4AdAP9AjY2OvDXD77bevNrMbO2V5PtnIqogKaoaLYCLEXOKuuDtJIoU4uOMx0gjh3kZvz7WXX375MydBXAJsAoZeE+Cnd9754YmjR2/UnE7JGsEdRGg0jzO4fx99Bw8zsH8vWYWjp6+mOWcWUwuXkWqKGUTLuAio7po3d+61l1566V0nQawEdsjY2Cs34U033fyZek/9u4jGaIksBZ47vPmPTzHwu0cY37eH5rTidcE00GdCb+zQ97YzOXTu+9m3YjkxJ0wDAuScy5ztqo0brxn9b62XAfzyrrtGDu3be4tLiBrABWKVefPmzbQefojDrrg5uajhIgSr8GC4RwaqJgu9xvHPXs1za87Aq05XICiFSLnolKVXXXjBhaOvCvCj0dGV3mk/UsI8EUEASZmVv76bQw89SMsjeEWOdRBDK8NiREg4kVCVUDiLpUG6+ir+ddpbQIWQErkoqDkHptrVW7/8hc9NvqCpJwOUrdbXcs7zgoNUhmWYs/Nf7P3D7zguARPHJSCUqAFqSDY0ZXAn1wPmwt5s9N19L/1VJqQMosSqorK8KNbk2ydrzgDceutta8GvcAQRQRSCCtUjD5AqwzSiLmiG7AUHvAkaERe8quEa0OxoBVYEms/uYv7Tf4agmAoOIEJwRkZHR1e/DKC3r+c6UA3iOCABGkcOk55+BqOGWgKHXRF+kaY55H04AWIb68toqjBvAN2YTjSEobE/kTUScsaLguBGUNVGT+91LwHYcv/9szvtzkcFqCjwlPHKybt2Q1XRlMyf2m0+PT3F18uSvyxYDEMDSOWQajgBISNUEMBFKIFy325mHTuCBUFSImvAHapO61P3b9naAIgArU551vR0C8XBM2h3sOTFy3m+XjA6ew6xf4DTLaGq1GNk2a7dEBJIRlMPFiBYCwsNQlViIaIHj1CYd6MkhpghDsebbQbL8ixgawR4fv+eBUEVA0QcE8VViFWTHXPn0zcwwJEjR2i328yNkQuyM7uscK0jNEGdkJp4zDPhCjmhy5bSLgrEnRQKYlV1e0KEPbt3L5hxYP7chavGJ8YRcdwhWAKDWb9/lLMO7KfebnPowEFm1Z11WmcITkzGEreIKXjsJ1RtrOHgNYpqGp23gFb/LMSMWlXSKWpEdwLO/MWLVs0AJEurzUHcUQzTgqHn95G2PUHDjfdOHaOoN8hkstZwDCTjoqA6M1FybCDJEGszqMrE2rVEz7hlLBZoNly7o6cqy9UzTdjo7QEEQTAJIMa8xx+nsoSHCB6oguKRbubp7iceUCu7+5u7II4SNTBv0UL+vWJ4Jn6OoziC4Q61WuPFFIwfObxZ1VExcNAqUQ0vpbASl9AtmzPiEY8GrjiKWgcLSmxPol4i0u2BJbnk4GUfod3ox7wLFVLCQujWt8zhyaObZwDazVZbsuGuqECu1TgyPEyUXjBF7IR1nhDv7r+44+rdClonxaILGzLmPSSN5FokuCNulLUasSoBx0OgPH68PQPwvnPOfSKp4uIYoDkz3d9Hz/JTMClAQFPXYEfx0L2ESO4mEQ3EfBzcCZ3MsWj0jo8TsnXtFyWmjIXu6Yg5H7joom0zAI89+uhf1fmLoYg7glM1eijmDxGkSWjZib0LiBuhBM8NRAuyRFKs47mGoOSi4Lg4g08+gaiQAJNuk4p0w+Pu27du3bpzBmBkZCQtX7b0zoghAikUiEOx9l0UFrAexzE8QjDoJzPmTfalNmrThCrjQdGygybDgPy3Z5g1MUHEiDmTQkRSxjTwplNXbBoZGbGZGAL8/R/P3tRo1D/nLovUMlmVvSuWs/TMNXTaFaULPe4cs4rvjT1NR50ra304CfcC9RLXiGsd94qWG7PG/83k0BCuRpEqUiwQs/1/37Hj5hd0X3IfuO22265vdzrf0BNzxtxRFRwB6U5UNeeee+5h1ZbfsLJoEHIHxLBQO3E/CODOUFbaH7qEibPPRsxnNKqcN2y85vN3vOQwmnk4NfWt6PZrE0Fw1HP3FDSDnBFz3GDe4ADDod59JhGshriBVnh2DiZje6dkcMsW+vbuRXBMA+r2s4bbT0/WfAnAyMaNZazVrw1mzyYRcijIqqAgMeDWfWNBdgatxKV7aHl0PBkHS2VXLhkslKF65M+Hx5l/31ZSafQXYcfwqSuuG9m4Mb0qAMCVn/zkzmZZrq/FYmfwjJng2bFkSDDMhSW5xK3rSNbIQYPn3JmtwiwKDqZMrPfjay7mV31r+Md455mJqeb69esveO6/9V71Wv7kk0/Ofuqp7be4+RX5hcETui7EB7dSu3szh1Ompc4SCRxQJyQYLGo8v/I8dsxdwmO9C5iTJ2/94jUf+9Kn1r998pV0XubAC2vdunVH165d9/EqpQvN8nYPSswJ77Q5vGcPu8zpV6NPSvaGkiExWHUBvz1nhO8vPp0HUrGt1jqwfsP5w1e9mvhrOnDyuuGGG+Kq1as/cWxy6vLW2B/P55YfMmklTVEW5pLWmgvZNnQa6dS57Oo07n33ovqmH9/98B3Tf92UXq/2G/46vu+b36xVw8OnPX399e8c2r2Hv719A9tWLOMrV5+3/Z/P7tz51WuuLF+/yovrP5kYjd3kjzkmAAAAAElFTkSuQmCC) 29 1, auto;}
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66%,67.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
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78%,79.9% {cursor:url(data:image/png;base64,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) 29 1, auto;}
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}
div.testarea{
animation:rwdcur112564 25s linear infinite forwards;
}
