@keyframes rwdcur111815 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHPUlEQVRYhe2WW2zb5hXH/6JIiaRoXWjKN0UXu1YjOYkTyFsdpXGWJUja5WJ40kuGtsAeiuRh2NY+LEUTDMgeYmBPKQYMwwb0ZZ2BFJizzDO6eW2zxDHmbolVt0ttpXYS2bEtx6buFCWKuuxhUaGldqIU2572fyE/HuCc33d4/vwI/F+b6ET/rsMn+nex/+06xGYBgee6dnZvf2ejmNslnKne+31Oz5ED3oGvCqDdLNDh4Of37PH/ZM9z3p6xKzd/Vxvzbbe9ZTYyQnQtc93eanYcP3roSpe7eTJwfN/pQ/t97zYaKzO3bq+G6wHYtAMXR6bFxfvRcceWpsCRA15P7a7jSXmYN7PB6tpiMeHggX1jNEMLodBUz8WR6cv1FH8sAABcujx2XVy9zSaSMut1N513uwQfAGQkRWRoyuF2CY5jR/af7XBtwczs52d/8MbPgxdHpuvaeV0AVXEG3VmtlhABiABgbzN/myQJoYHTn+p0cIE7dxfDp8+9Peh2CZ5Xgl//Ym5qu/ZYALdL2Hvg+c4vDVIDpxd0FIG9vc8E8krxwlxEXAx8a8d5u838Yj5fDJEkkW0w8hDF2DgAbNvaGmhtNgpulyB877t9w4f3e3vq7kCLtWHI7RI8tUGBNwTTmTzEePbSH/8SHvT7nAO2FuMZjUaD+Yj4gpYgREpHV3crbO1sPqXRaLoCR3dNGTkaf746+8qTAEgAmIuIE91drX/a3eOcBdA3FxEnAEDKKuMAfB0OIeD3OQfaHfyPtVoClXIFAm+Qjx/e8Xour0KMpa7t3+P+ZadLcExORd66/tH8cDXHk/SFDYtqebSl2RjkzWx3eH5tCAB4MzulFov9TVaj0Nlu7S9XIGg0oHSUFi6HEOze1unRG5pw+ffvaZqbuEB47gF+/dsb/nhSXtys4In+XQO1FiUBwO9zCju6bC+jUhGKxZLsdgkep93yoqqWvHcisfHlaEo4dmi74O9px8qDFOIJCe72Zg9vdUApAm0tpgCpJZBX1PFq4jd/GPTF4rFgOpUcBoDWVpvg9W4dSiZTF2ptSj68emwtpgtaQgOloLLf8HdM0TTFZuUCcjkVxVIZC0sxNPIcWqxGWHkOFKUFpaORSCVhb7MglZYRT8rw+5wnAczYHfbzZhPTxTe0nNHRDaBZHisP0oOnz709WNsRTe3C7RI8e59rv05RWiGRkkPLq+nhdVESd/c4z/IWg6PX50ZZa4WUXoOeKsHVsQPTn0zD1sQgkcqBYwkoBRWJZA7WplYUFAmSlBXXxLSwJqbF5dX0pfl74oW5iBh+tAMAgIeBHgDCXEQMVZ9bBU7o9bnOq2Ud1LwI1tAAkqIRX7+HFqsZRcIAkoxicTkRjiezsLeZPVkphjUxEx4Z+8cL6Uxe6GwXTlW7DWBjgIcQiwD+bYh4M+MFAB0ho8FsAlCBWkxDliWUKgyMHIEKa8HI2LWXALAAugCsTYYWqu96cS4insIG+hLARmJoqktRivjsdhRqRUKhUIKe1qHX1wE9bcDER7MgyX+lmgwtTACoy4J1AwDAWkyCwBuwshCFplhCSiYwF7EASCAh3kNRLshiPCvXm++pAHJ5dcbUwPhIrRalUhmElAebzmNFOw/G1AguJmFOUsK1w1Wv6jqMbs+vDzM0hUaLAbTJgCzHIGu3wO22gKEkyM1NWM8WZp62OPCIDR+nM98/VHE4bGjkeeTkDGQ5DY7VYSmaBKnn0dZqleU8wvF4YvhRrz9Odc9AMp0b32Go7Eul0uBMVqgFCQBQLpdRyIm4eyfBzs6LN0uqfKnenE8FUBVnskJKrePW7Apy+QKSqRxIksA2jx3f7Pta4NXXfrah3TbTpv+EtTp60DvQaDG8YW+zoFJWsRJdgVarQaFQgoHVgaEpGAw6sAzF7vQ2datqcXQpmlL/IwCvfmf3QK/PNWTkaCqvFMGxWjC0DhSlRXvHs2hvd4E3UWD0BIwcCZYTvNu2dwcTYnR5KZp6ois2HUK/z8l2PdvyTk+3IwANQGg0MBkZ6BkzcgUSucwyDKwexVIZZY0ZBgMDACgXEpByZdgcHsyE7w6+fuYXZ79SBw487z7X19t5kqEpMLQONM2gpLFAyqRBaSTk8yqysgJFUUEgj4KShpJPowICiUQCpCaPZzq9fdu22tT3r358/akA/D6n4LBZ/tBsNUIpFHHvfgzlcglGtoyVqIhL700PXv3r/G8m/n539G+hhVFZVqiMpJgzWYWlSC2EFjcuj16DheexZUvbTk0x/u6t26upugHsreaXnVssx5eiCUx9eh/rMQlGTg9JLmDyxl3cicRem51fG40n5al4Up767PMHQ+Vy+cNUOhdMZYqL+/p6hbEPJvDxJ7Ph/mMHHUqhlPtwfPrKRrU2tOFkaOFXD29nxHgWne1C8E5E3Le6lhm+v5KcqT2qq7r56VIIgNXvc3puTM0OyTn1pcnQQvhHb/70JICn+jb8T/VPd+AEuiUyNt8AAAAASUVORK5CYII=) 26 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 26 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 26 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHN0lEQVRYhe2WXWwbWRXH/2N7nJnxtzOOUzuxndaT2G22dZy22ShJWbVQthIbQvpAYCkCCVIhQChIVCJZRFaoWcHLLi+sWrECERVRpJSyZVmqpavuBpqFtG5K08RpPup8NU4ytuPYHo89Y5uHNijbTamzBfHC/+nee+695zfn3nvOAP/XU6rR72SfZr1iq8GOVl/3v1vEuVjPRtvrre754akvtj1c5+lo9XV2tPqKhtoSoNJutpx5tWugo9XHbGW3lGrPcS62GQAclTZGw9CvnHm1a7ylpWXQ769nf/PmCP9UAPOL0dM6HdPe3NTYDzz4Ys7Ftm3YVSrFWKXN2AMAZpPR03CwzgNgbHBwsP5U7xt9xToHAOVWg6MTYUFHZSZtZeRLsbXUFSEt7ffV2r47dnf5LACoSaXFYtYcM+jpS80N3teEtISvfvMnu0cnwvHtOAceRuBwk7t/87kCwMTUclAUJTQd3PVTL1d2Mi1KYxs2tlTjpWnSA6DHqAUi0dgFAPjGl5u6NyLFuViWc7GdRQEolQp+v6/yd5yLdWwYhgKzgUQqE3BVmP3OSrNjYmr1NAAcaeb8tjL9l/L5gkAQEHRGK8S0yHMuljEamBMAcOL4gbbPfKr28rP1VStFAYTmoqcBoO4Z+41HJ6QzWRh0zNhkiA82+p2enQ7zZZORZsOriRf373NuntpGU6Tn85/1/8BZYTrHR1M/6h8YvvgkACUARNcEISPKQ17O2rWeEJeia8INAMhmpBVXZWmHfYfRqVQq9uq16iOWUm29mM2BKiF/cbDO+TKtLWNe//lvu184WvuKSU+zvzz/t947E0snrRbt3OhEWNhw1NHqcxw9fODU0PW7734EoNHv9DzXVN1rNDBeBQEyJ+dTpUYGt8aX/qJl1PFCobD/oM9Zb7MavSuRBDS0Gu6qshMcxzGqEiMmguPHdFq1YyrE4+oH061HD1U73O7qMzYLmaqtKT9UW1Ne39r6wnlJkm5ceX/kQwDEBsDR57znUkKGXYsLDopSQRRlLK8mIMt5pIQMjh3ZDVclCzmXR3gljoodJticdUgKEi69OQCqhMRieD1YVqq7wNXs8dBUSTutikJNUlCoTQjNR3u2eqLE5g7nYtm6Z+yDpErp0WlLEIsLWF/PwGrRQqlUoKWBQ1IQYdAzUCkVsDnrMBNagBAPYW4xBq2mBKxJA0EEDHoK0Vg8uLya8KRSaUTWhMBieH3g2vXQhyBUmzuTIZ6fDPHehzDNAIKTIZ7/3PO1bx/wOZ/X6lmwtnJEIhHkiCyEVAzrkVns3OUGzawisR4DH03CZNRgOhT+09W/3j0xFJjlHz7NMgBjeETEowNbiXOxnd/5+ifOaDRaFPJZFEACChq0WoZSbURiPQ4FUrgzEe67NjwzADx4xsXsrXryFMBXazsJAAoiB7XW/oCcKECJFGQ5DYORhVyw4trwtYFiHW8LAABiawLGJpYg56YgZiTkCyQ+ebgJ6hIGv3/rHahLSpDJytvxDeAxxWgrZbI5+Gor4Ywk8ZWJedjKjJhfjGBxaRW2MiN8o8G5RDIz918BWAyvDxj1NCQ5j2kdhUH3DlTEUxBWZjAyMgpZEPEeRb4/GeKLLsMb2rIaPipKrVrdt8f+LZ1OB7uNxYKYRVQF7N5jB1dlRp40oKAxqXdWMEO1NeXS5gz4HwGIrgn83t223h1WEyjGBPeuKph1BCiKxPDILEQxiyqHlbVVVJ00mczqdwdvXS4WoOg7IIrSWUoNSJKMZEqEmJWxGklCr6PBUIBBm0c+l+17qe9XXcXuuS0AhYJoBwBaY0A6FcPgB5MYHrmH2+MLmF3gMXxzGmaTrrvR7/Q8aa/NKioRHT1U3V3jtp5uqHNBlvMQMxLSogRCpQGlViGZeJCGJTkHpZLkR6dSn/7ZG5eKygdPvANf+8KzbY0Hql6rKDeRQjoLnZZCKWtHPieAJCkoVWoYTFYokYZeR4FQGRg3xx1fnL83ubAUD37sCDT6nczu6vL++r2OdhCAgiBgNhlAkEbwq/dBFCQY9DQAIL6ehsZQAb2OQSa1jGQ6D7vDg7HgTF9X9+s9HysCh5u43pYGdydNkaApNSiKRiZHIyusICdLuL+8hrvTK5hfjEGhIKCjc0inkygUCojFYlARIna5vS17auzSO1dvDm4LoNHvZB120yWrRY9MVsa9+Qjy+RwMWmBhKYa3/jzaF5xa6bzw9u1v/31k7uV0OnsrcHvelhLSTqOeAVvO4eIf3oPJbEZFhW0fIUfPP+6P+XGvoL1ErcTN0Tn88cod3B6/j2gsiXvzEVwbnsHsQmxgKDD7r/MdCsxezEpy1/1wnB++tRi02coRiSXR/+uLwTKLmd23z3fycRHYshgNBWbPPmyO8dEU3FXs8ekQfyi8khiYv782NhniP3LDr/9jIQDA0uh3eoZvjJ8T0tKLQ4HZ4Pe+/+NOABceB/A/1z8BJ1TrVycmGocAAAAASUVORK5CYII=) 26 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHRUlEQVRYhe2WTWwT6RnH/2N77PH4I2PndWLH8Vewix0gIEfdYBYoAsHu8hGl9oVqd6UeKjhU/eBQ0IIq0QORemIvbdVKe+k2Eis1lNJo27RdFkLUbMvGG7aQOCQBJyRxSMbf9tjjceweirduNwGz2ko99H+ZeeeRnuf3/t/n0TvA/7WJTvbuOnKydxf7364j2yxAjNrOnV3b390o5nGS87X3gN/hPXrQ1/dFAeSbBTrsxtk9ewI/2vOSr3v4xse/qY/5t1vf5vRqElvN3rZZOPuJY4dvdHpax4In9p89fMD/XrO+OnlveiXSCMCmDly5PsEvPI6N2NtbgkcP+rz1u06khEEjx4Zqa4OhCYcO7h9m1AwJh8e7r1yfuNZI8WcCAMDVa8O3+ZVpNpkSWJ+n5ZLHSfwAkM2JvJqh7R4nsR8/euBCh7Mdk1MPLnz33E9CV65PNLTzhgBq0mqUF+RyGQ+ABwBbG/d1hUJGdFrVabddG5x7uBA5e/Gdfo+TeN8MffWzvql37ZkAHifZe/Bl9+caSadVESUtw96eLcGiWL48E+UXgq/tuGSzcq8Wi+WwQiHL6/RG8Hx8BAC2bbUELa164nES8u1v7hs8csDX3bADZpNuwOMk3vogMWpCmWwRfCJ/9fcfRvoDfkef1aw/T1EUZqP8K3KZjKeVTG23ZKu79TRFUZ3BY7vG9VoGf7w59ebzABQAMBPlR7s6LX/Y3e2YArBvJsqPAkAuL44A8HfYSTDgd/S57MYfyuUyVCtVEKNGOHFkx5lCUQIfT986sMfzc7eT2MfGo2/f/mh2sJbjefpsDMtSZcjcqg8ZObYrMrs6AABGjh2XyuXeFpOeuF2m3koVhKJAK2k5nHYS6trm9qo0Lbj22/ep1hZtMDLzBL/89Z1AIiUsbFbwZO+uvvoRVQBAwO8gOzqtb6BaJeXyuuBxEq/DZnhVktZ9c9H4yFIsTY4f3k4C3S4sP0kjkczB42r1Gk12iGWgzdwUVMhlKIrSSC3xW98L+eOJeCiTTg0CgMViJT7f1oFUKn25fkwVT59eq7npslxGQSxJ7NcCHeMMQ7N5oYRCQUJ5vYL5xTiajVqYTXqYjFrQtBy0kkEynYKtzYB0RkAiJSDgd5wCMGmz2y5xTepOo858XsnowLBGLD/J9J+9+E5/vSNU/cLjJN69L7lu07ScJNNCeGklM7jG5/jd3Y4LRoPG3uP3oCI3IZdZhYpeh7NjBybuTsDaokYyXYCWlUEsSUimCjC1WFASc8jl8vwqnyGrfIZfWslcnX3EX56J8pH/dAAA8DTQDYDMRPlw7buJaEmP33lJqighFXmwGh0UNIPE2iOYTRzKMg0UihgWlpKRRCoPWxvnzefiWOWzkevDf38lky0St4ucrrkNYGOApxALAP6tiYyc2gcASpkAHdcEoAqpnIEg5LBeVUOvlaHKGnB9+NbrAFgAnQBWx8LztbNemInyp7GBPgewkdQM3SmKZdyfjkGq5lAqrUPFKNHj74CK0WD0oykoFP9MNRaeHwXQ0Ag2DAAAq/EciFGD9P1H6EgXcLdVj5moAUASqZU5mJaSAp/IC43mq6mhu6BQlCabdGoo5HJItBzNlSI629qx/GgWyUQSOpsNElWK1DfXlwowPbs2qGZoNBs0qDbrMWxpReTuFDwdHNR0DsUHMdzKYfJFiwPP+CGpVyIlRLp32C6yWg7uLS60mTkYbBz0OgZ5oQT7Vhf27vG7XXYT7Bb12r3pFb5RgIYcAIBUpjDSpKkinc5AyRIwSgXkchm0GiWEPI/FhTnWYbee8fu7g43mBF6gCWvSNpmQS69haTmBNT4LE9Fhjc+izdIMtUqB75z7af/zs/xLDR3BsUO+vmaD5pytzYBCoQBJzMJq5tBK9FAoKGxxtaCZU0MUJXanr6VLkspDi7G09KUAfOsbu/t6/M4BvZahi2IZnI4GBQrprAAV2wJdE4GQz6NQKEKvVYDVEt+27V2hJB9bWoylnzsV1GaBgN/Bdn7F/G53lz0ICpBRFJr0aqjUHAolBQrZJWhYFcrrFVQoDhqNGgBQKSWRK1RgtXsxGXnYf+b8zy58IQcOvuy5uK/HfUrN0FAzSjCMGuuUAblsBjSVQ7EoIS+IEEUJMhRREjMQixlUIUMymYSCKmKL27dv21ar9Kebn9x+IYCA30HsVsPvWk16iKUyHj2Oo1JZh56tYDnG4+r7E/03/zL7q9G/PRz6a3h+SBBEOpsTuWxeZGmFHMTswbWhWzAYjWhvb9tJlRPv3ZteSTcMYLNwbzjaDScWY0mMf/oYa/Ec9FoVckIJY3ceYi4a//7U7OpQIiWMJ1LC+P0HTwYqlcoH6UwhlM6WF/bv6yHDfx7FJ3enIr3HD9nF0nrhg5GJGxvV2nAMx8Lzv3j6Oskn8nC7SGguyu9fWc0OPl5OTdZf1TV9/OliGIAp4Hd474xPDQgF6fWx8HzkB2/9+BSAqxvV+Z/QPwC5EPkT1e/+jAAAAABJRU5ErkJggg==) 26 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHG0lEQVRYhe1WW3AbZxk9K+1KK63uWtmyLUtWIteSHV+QC4kLyRRK6UODcewZMA0dhpmS9qGdiR+gkDyQDuPMwEPhCSbh0TU4mcmFxNOSaQN1HGpKGscuji3fJd+kWGvdtavV6sIDdcaTKImcpz5wnna/b+ec83//ft//A//HlxG9nW3ucr/9ZsfeY72dbezTahGlgsdfO/SB3mQ7885v/3y5VL7VUz3AC9m+eT/HnfrFj89QcrD5Qn5UwzBHwmFOs7y8+NLQlQmuHAOyUsHQZqK/ualh8Fc/f6VrO1Zfx96visXMNLJm5uT2u9vt6nY3uE6m0ulLuxEHALJUcOjKxM12b8vfrGbqUofXYeEi6e4Gl+XgvJ97FQACa9EzDpvxdQCw2yqPKRUKvDf4l4NDVyZ85QpvQ/bF6roeTFy8MtJPIIPWJttJAB4VTTXuzDNqhbu92XaCUaSxGd7yDV2Z8NXXse6dldr5/FgD+9zW1w9/2zPwQG5ldT2yUmPVH//O8w3HJ6Y2fv0FqXqvw9wnkxFqAA6tzgSO27oBAD/4nncQwKH6Opb96dGOfne99dWyDEz5Qv1mI9O908TYeIAjSTlnMWsAEBfn/dxlAGhvsQ3UVOndiWTmIkXKZigFfX+1QkZyA2B/0nvgmoIi3b75UP+TDMgBIBLjV4x6ld9WpX8nlc5ej8T4FQDwuCo9SqX8QAWr8yQSwmRjfWW30256k+clhMLJZztfajlrMltZ39zquxVm8s22JluLrdpgvDO1dmHgwq23IjFe2inW29nmnpoNcQ8ZAACzkWnWaugepZJMLAW2rgEARcpuF1HsrLDoWJfT0knT1CGCAKWg5Kizsz0tTS63kqnA5b++TzhrTd2LKxx+/6eRat/i5mhvZ9uJqdnQ6Db/u/1vDJjN7BvXb0yc3WmAAIAOr6Or5+W2S0oliU9uLXIAkJXy01wk7cvni6CVZPfhF/exlRYdNu7FEYmmUO+shK2uGWJOjvPnz8GoVyGwFvWFNpNHDnytpbvhmT19yagfCoWK1RqsUNKa8atXhx9q0fuDqMPr8DJqhdvlZAdp5f+6M57MQBAk5PIF1FYb4G1xQEYQyOcLoCg5qh1fwWY4hsk7/0Q8wUMmJ+GoMfEGkxXZbE5NEklIUh7LKxw+Gp07mUyJZ+f9XOktWAvGg0srkf/EE5nr80vcpzIZEV8Lxs8tLHPnnXZTK00r9LU1FSiSVqT5DIAi9AYL5uamUV9ngU6rAWtUIZOVKEnkKRlE/rPJle8PXR7/B0nKKNbEfFXM5trXQ4lLJSvwODz3bN2JV46092v1FZCyEhQ0A5KioZSlkJUIFOUMhGQQgdV7vlhcuAEAtyYCvxsbDzxxMJWchA/CZFB5AEAh46E16AEUIeUS4PkU8kUVdBoZimojPhwZOTo2Hhgvh3NXBlQ01SiKOdydDUIqppDN5qGkFdjv3QMlzeDmv2ZAkmVRPZ0BANjcSoE1MYjfXcaeuIDJSh3m/UYAUcRCi7CsR3kukuZ3a6DkafgghIw0rdeqQMrlkCg5zIUMGqtt2FheQDQShba2FhKR9c37uac7jJ6E2YXwBRVNwWxkUDTrcK2qEr7JGdTvMUBFpZCZC2IkhendigM72vBxiMR4X3tz7Sm1xgDXXieqrQYYaw3QaWmk+SzsDU584zmvy2m3wF6lCj84bh+HsioAALGEcEPPFBGPJ6BQs6AVJORyGTSMAnyaw9rKotphr+nzetu7y+UEdvETbkOjtyAVD2N9I4Iwl4SF1SLMJVFdZYZKSeKtt/9wejd8ZW3Byy94usxG5u3aaiMEQYAkJlFjNaCS1YEkCex1VsBsUEEUJXWrp6JFknLDa8G49GTmMgy89sMDXfu9dYM6DU1lxBwMWgoECMSTPJTqCmj1LPh0GoKQgU5DQq1hPU37WnqiXHB9LRh/Ylc8chR3eB3qxmesA+0t9m4QgIwgoNepoFQZIGRJCMl1MGolcvkCCoQBDKMCABSyUaSEAmrsbkz7lk73nfjjyUdpPLYC3/p6/amD+13HVDQFFa0ATauQJ4xIJROgiBQyGQlpXoQoSpAhg6yYgJhJoAgZotEoSCKDvS7PwaaGGunDj++MPkqnpIEOr4O11xivVlp0ELM5LK9uoVDIQ6cuYCPI4eL7E6c//mThvZv/Xhr+dDwwzPMilUyJhmRaVFOkHKy1HpeHR2A0mWCzVbcSuci5qdlQvGwDtVWGHzlsxu+uBaO4/fkqwlsp6DRKpPgsxm4tYdG/dXxmYXM4EuNvR2L87btz9wYLhcL1eELoiSdzK4cO7mevfXQTdyZnfJ2HX7CL2bxw/cbE30tplWzDsfHA9rVpmouk4XKyPYt+7lBoM3lhdSM2Pe/nHjrxPvt8bRyApcPrcN+6PTPIC9LRsfGA72e//M0xABdL6Xwp8F/rnu6sYuU5rQAAAABJRU5ErkJggg==) 26 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 26 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 26 12, auto;}
}
div.testarea{
animation:rwdcur111815 1.6s linear infinite forwards;
}
