@keyframes rwdcur153166 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 5, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
14.285714285714%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADs0lEQVRYheWXP2wcVRCHvze7t3bOlxQIrPh8shMnsqKkJhIuEC6oEB2kogdqRB2ljJCLdLTpqe0ijYWEIyJRxooiGxznYvBiochZ7533dmco9vlPTrnL3clAwUhPJ+3tzu+b35ud3YX/e7hRLpI1CwHxC0AB1QWX/+MAsmYRUPUr8oczIAVSXXDZUPlGEL8AXATml6fzleXpfAWY98cu+HMGjoEdOCVeB+ZXZ/W7+gSXHPAiZeujLfkWeArsAPuDOjEQQJf49YdXdKkx4erir1aD5oHtfLAp3wDrw0C8FaBb/NFVXZqpSb0SnOxfYZCr8Tyxnfc3hoPoC9At/vNVXbp8XupRCBWBwF9dKHTUOMyNZwk7N4eA6NmEsmZC2eU14OLanN6dqbl6FMBYAJEHEAehwFjgiAJoVKk/vFzcpWzKGhD5XMMB+P9CoLY6m99r1NxMKI4wOKnc+YWBwwgdBGJMVW3mx9n8ngc4mhlDAwDI8nR+f6oq1xxlteJOCQPOiwOIcwQ4xMHkONdWprP7b9Po2QN+2lWBd4AZjKvAle/ftZuLDffh1DhRVcCAlsKzluU/vWD1qz33CNjEsQFsA39RDqg3TsmwD5xSTriEghghRJFxYc51YZuBYRphexD8hrCFI0ZJfA7tWWhP9QWnQA4kKDHKHxQWV5ylcMo6K13AIHSkdCymICYnBhIg97neGP0cwNuWyw8G57OUMdpYgOFF/a+ZYQaqBVC0KUj4M0r1M9ful7+vA69FAwgRJBJzIvB68xhQmGFOBImEHKExUObhHkbdYcfLju+EYWMkAOvSUt8Hhfbc6rMFUDjeA/NAqv+yA6pl5apGrkYxmv6IDtjJXaBmqBnFaPoDAjSBMFIsAysotLztCu9CoZCrghVgWXlu8ywBapRDScMsgMzwLhxVb4YqBOYyOmGGkPPeWQIkgJDjpF0JJFUzNTuCKF9IFKgELiWUNocord7jd3iAOZQDchzpmJCUna+++mMQHRNLcKTkZEyeJcAroEKGsv/pc3mw22YjV5cfOXBYWP57R379fHf8Aco+FTJeDZR5QIBFcppkvIwTWgfxJ+udrw/V9vzWa6ou/uKpfEmrE/MyTmiSschAHyl9H0ZHoeqQCcs4IOHchFJk7Uu/tD+mJeMAnAvbFEWCRgkHpEyQqQ72xj/4HLgVKJtPMna3E6Joj7DapLW/TWt/mzBsEkV77G4nbD7JuBUMPJNH+za8c0dYvwHx47KAyRvK9cfo7dvDPwz+6/gbnQHm8odshDAAAAAASUVORK5CYII=) 15 5, auto;}
20%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 5, auto;}
25.714285714286%,29.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
30%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 5, auto;}
35.714285714286%,41.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYheWXwW8TRxSHvxmvN2FtOCCIiGM5EKIIwS1SkbhUzaGnwrGcuLc9VxV/Q1TlwK1X/ocqOXCJkACB1NyIEEraEEwgWwshsxk7m903PewYN27srK2UHvqksTTjN+99+97sb7Twfzc1yqZgzXqAdgNAADHzKvnXAYI16wOBG75bjgEDGDOv4mHi6eNd/pH8DHABmFueYmV5ihVgzq2dcT65LXcF/pa8AsytTvNzpcRFBbwxbH21xU/AS2AHaOatRC6AnuRXn1xmqVqiot1usVDfY+fGJj8C68NAHAvQm/zZLEu1MpWi6vYvBRILryN2vtgYDmIgQG/yp7MsXTpNxQeKPb4HwL6FVxE714eA6HsIgzWryU55GbjweIbFWvno5Lg1X0E1oPLkEotkh7IM+C7WcADuPw8or05zr1qm5qlsoZ95QEHDZEDt4TT3HEBHM4YGANDLU9yfDLiinPOgnmmgAGgFE+NcWZni/nE5+sZzahcAZ4Eallng8i/nuL5Q5ctJjV9wvinwKiV59IbV7xs8AzZRbADbwHsygTpSJQdVVMgULiIlROMh6HHNjOrBttkQHxrAH2i2UIQIkYsh/ZL0LY+ZVwIkQIQQIrwjJSwqDBwunXU/nsJwQEhKSEIIREDiYh1pgyqAK1sS/GrhNIYx2thPT3y4AhYkS9MmJeJPjLmp2oPiQ967oAp4aDTaqmxPbwVSC1ZlPiRoqrkiD3cZ9TPLiPf6qADWHp6Lg0j7dvqEAXrzWD71//MAWHsYIiE7A58NQGz3LbBuno6WPydAHfCQzvuXShdAyOaJkJXGOt/6SQKUyURJiAsQW7otELLyi0DBqpgDYjQJ508SIAI0CYp2sYARi3QgOhogQLGAwaPNPkKrv/wODzCDsEeCwoxpoo4SClnvxYK1yJgmQmFIiJk4SYCPQJEYoXnrNQ9222wkttv2/ZTk7QG/f7vLA4QmRWI+5oqcE2CBhDoxH5oRrTT8Zp0f9oWGa70YIbzzku9oEfKhGVEnZoFcHykDL6OOGaMISjZmj4hTBSGlffE3+ZqWHgfglLuAhIg9DCViY/KJc34duF0SNl/E7IYRPg08XafV3KbV3Majjk+D3TBi80XM7VJuXRzt23BxUbN+DcLn2QNMXBOuPsfcvTuiIP+H9hcq0YQSoBd9hgAAAABJRU5ErkJggg==) 15 5, auto;}
41.428571428571%,48.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRYheWXv08cRxSAv5nbO/Dd4iJKkDlOh40RsuyGJpbSRKFIkyhlXKVPUkf8ERaicJfW/wQUblCkxIqlSDRGlgUJxmcSNqfIwnN7x7L7JsXOGdh4j12EncJPmpN27v349r03b7Twvos6j5G/YT1AuwUggJgFFb91AH/D1oC6WzW3HQEhEJoFFZXxp89W+U/wy8AVYH51mrXVadaAebd32ekUlsIZOBG8Ccyvz7DcbHBVAS9Cdj7bYQl4CuwBB0UzUQggE/zmw+ustBo0tbMWC50ee59s8wOwWQbiTIBs8EdzrLQbNKsc1y8BYuB5j72Pt8pBjATIBv91jpVrDZo1oJLRTYBD4FmPvdslIHKb0N+wmrTLfeDKL7PcbecEx+3VgFad5sNr3CVtSh+oOV/lANx/HuCvz3Cv5dP2coIPxQMqCqbqtH+a4Z4DGM6M0gAAenWa+1N1bqgCyjhArWBynBtr09w/yyy3B9y0qwMfAG0sc8D1Hz/k9mKLT6egNjS2wDNL/PML1r/r8gjYRrEF7AL/kA6oN05JbwSckE44Q0KAxkPQ45rZLLVNl9SgC/yBZgdFgGCcD8kLkpses6CE9HQZhADhLxKCqiKE06mz7sdThBwRkBAQEwAGiJ2vN8qoDODSFvurFiYIGWOAff3GnCyBtSBpmAEJhr8JzRdqMMo/FL0LWoCHRqOtSm2yGUgsWJXqEKNpFfJc7jLKk5PZKCvnArCZZ3F7SW6lLxggG8fyuv7vBsDa0xAxaQ+8MwCxp8sgpJfR2wPoAB4yPH+JHAMMT0A8bATrdDsXCeCTDiUhqkBkOS6BOAARqFgijojQxHx0kQAG0MQoBtUKoVgkmwEBqhVCPAYcIvTzx295gFmEHjGKcExjhpke1l4sWIuMaQyKkJiIyYsEeAVUiRAOvnrOg/0BW/GJsh8mxH8e8fvX+zxAOKBKxKtCngsCLBLTIeKlMfRt8OUm3x9auq70EgrBN0/5lj4BL42hQ8QihT5SRl5GQzFG4TdsRA/DJSUkDK7+xuf0GQfgkruABEOPkAaRMcWGc/E5cGdC2H4Ssd811Oji0aFvdumbXTw61Oiy3zVsP4m4M1F4Lp7v23B5WbN5C4LH6QtM3hJuPsYsLZ1zIP+P8i/iv3ochss8ZAAAAABJRU5ErkJggg==) 15 5, auto;}
48.571428571429%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 5, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
64.285714285714%,69.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
70%,74.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADjElEQVRYheWXsW8bVRzHP+/5fE4TtwOCqHGspE2jqGpnIrEgMjAhJBY6sQMzYurcoUIZurH2P2BKhi4RElREYmxUVQmkqWvIYUVVejnbL3e/H8M9102Ik7NlxMCTzvLd/d7v+7nv793v6eD/Pswok8JNDQDrDwABxC2b9F8HCDc1BCb9EfrLDkiAxC0bN0w+e3HIP8SvAFeBpbVZ1tdmWQeW/LUrPqbwKOzAW+I1YGljnu9qU1wzwMuE3Y92+RZ4BjSBw6JOFAI4JX7r8Q1W61PUrJ8tCo0jmh/s8A2wNQzEhQCnxTcXWZ2rUiuX+vXLFFKBFzHN97eHgzgX4LT4L4usXr9MLQygDJR6AMCxQjeF5zHN5SEgBi7CcFMt+SqvAld/XuD+XJVaWIIKEHh64/9XDIQlqE9Se3yd++SLsgqEPtdwAP5eAFQ35nlQrzIXWAjM2ZMM+b2ShZlJ5n6c54EH6PWMoQEA7NosD2cmuWkAO0D8TbDJy2INTE9wc31WHl6kMXAN+G43CbwDzKEsAje+f5fllTofzoSEFR/bBZ53SX96ycZXLTaBHQzbwB5wQN6gzuySwTlwQt7hYjIiLAGCnbAsmFPYmh8SQgv4Hcsuhggh9jlkkMhAe9yyESAFYoQI4U8yorIhgZPWqf8JDAnHRGREpERADKQ+15njPAfwtqXhDwqXJaFCB7W9Jz7pgIKIAHTIiPnLJu4z0zkvPxTdC+pAgMVaqyafc9qBTEGNtVhrSbHUC2UebjMaNJQR9/VRAVRPnot6F2RgqccL8LZMv/46KHz8AKp9CCHfiLLR9Ed0QPtvgfjzbDT9ggANILCCCihk4mveExdIRUAzUMljG+MEqOZOI9aVwCl9F0QhU0UESmocx9ZhSXlvnAAxYEkxdMolElFE1UNoXn8ByiWTENChi9Ae3H6HB1hAOCLFkFQs8ZuV3xPPQaRiNcaQkOKYHifAa6CMQzj89AWP9jtsp0Lac6CbafrHsf3t8/3gEcIhZRyvC2UuCLBCSgPHq4OYdjf6ZCv7uiu0fOklERN98cx8SVsjXh3ENHCsUOgj5dzNqDecM4RT6jgi5lJFyKRz7Vf3MW07AcCloEMmMWJjjkiYwjlXrDkX7wN3KsLOU8d+Mya0LYKwQftwj/bhHgENQttivxmz89Rxp1K4J4/2bXjvnmXrNkRP8geYvi3ceoK7e3f4zeC/Hn8DSn6oDOXb3/wAAAAASUVORK5CYII=) 15 5, auto;}
74.285714285714%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 5, auto;}
78.571428571429%,84.185714285714% {cursor:url(data:image/png;base64,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) 15 5, auto;}
84.285714285714%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 5, auto;}
91.428571428571%,99.9% {cursor:url(data:image/png;base64,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) 15 5, auto;}
}
div.testarea{
animation:rwdcur153166 1.1666666666667s linear infinite forwards;
}
