@keyframes rwdcur43378 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABjklEQVRYhe1XoXbDMAy89A0IGhoOBu6zCgUNDQMDA/s5hYWFgYaCYh5o48VL0nStt/f6loNKLJ/Pik4B/juqUonYcYSOI4q27VbzFyHgnIuqOokPsa5bJrIrQeAZvM0FnXMRAIgIBMB5f1MpIsKcAkS0SmCSmJmTnOMEbdveJOG9j6o6IbK2LnvIzFFEAFWA6KLAlcRaojEREbl7TboC51wMIaQTjMW7R8oRgR8VdipCEcnlm17pr2DxK1Bc7nOuuB7FUNyzBKy1s1IbY9A0zdP9YqgNZs5I7EYvVIfDoRpIEBGstUU2B76akojAe59IFGvF92D4xK018L7MwTZs2PBaYMfR+7wdTwYSZo4SBGQIdV2DmYs0DGaOKorwzeUyM3LOxfP5jD706Psex+MRTdNMDOQhLFh6RiCEkGxZVSEiOJ1ORfZvm6YyxkwG1AU7ViiQSOz3XESFOWPLamBwQlWAINDrXCQSSuw/i0yBrusqoss4pop0FcaYvyEAAHX9ATImDaR1/X7zx2LDy+MTGTvGoVcyByEAAAAASUVORK5CYII=) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXUlEQVRYheWXrZcjNxDEf5sX0LChoOBAQ0NDQ0P/SYGBgQcDDQ0NBw4UHCjYsJkPtDQf9l5yeyQgek/r9YzGXV1dXdLA/318fGXxNA5PcHBAwB1E4p57zNN5/tJv/tTi6ZGfmgR3AEdogeMPbmDudHAOHE/zx/jITxVpYJ3D8R3cvwIoY35qAkFwBBFBRFvwBChuDlSEirlTqwGgnR2CHlHIQ93F/EcAXvMTAdAWLOGeEB3ad2kzAMAMOFbjU1VB4p5VAyrz7BxPK4jffxR8GvMTaJlm4AgMbWYAbrcbZgYiAcMD0OV8RhMbcDMqM+ZTA7qOTwFMY36KRLWFAfcj7gfwzFRmVA2zmCIRpIsQh9vduF5PiFgLKCAJLAO2i/VWgjLlZ1rQZ5wj09TpDzH1Ka0FPNS5XFcRUs4cTwdUClBaaQq1jsAqyN9eAaQEoiCaEBkokzCXyLYPb6n2gNvgNNLNnXEsTJPz5x8TAKqCqiyt+wZgqTsJOFCKMldABLMIYGYt2CZzfAfO3HCLWauTh8w81yCVKNX4iFhvGjBTkgwgA+6GWbiOCDsWuhttM+/gRATDcOAwDAw5hLh9vrOwAxB6iv42S9wfc1zXBnuTZS+DSFii864Fmkg1CatfRDLDITSwAChTfi4m03p+MRQjhLwR3VaEndYwq/V6Z2RhTLw55jpWBhxEpT2sMZ2op3hzwL3qV+YEFcGlg9gUyp1ovQJeAV+yh40Iew93pYgoechdN02AWxGutZfm9x1gf0ZEKKVQK61cK9vvABDMm5uJIqJcLpewU+9K913wPl9BvYJbWJWMSG6O+QJAtffpQgUpJU7nc5Sm5yV7irsj9rktS2duHA33BAyIHBBJPO7D2oa9J5t0CPusuAu1VlLSnQtuhbTowR1R3WXd19fa1zd2kX0b9i/moG7gBaTw97eJ2lpJusCaIHu2S6btd/raLUAz53aD62XGzTB3jqeytuHhOH+UcXg64OY4FbOJcRoRUVJsDjtxibSWa2YkspapH1x6cFUnKZjNbBasDABUA1XHABHnr28PajVSkp3Hb2lX0V2mr+3ZzQqc89kQsXZIWdctIjydy4e3PVUlFuSk1FopZQo/eNkLtiWAVZDbdQA5K7487+Rh+vxAYgaagwFpxqLLucp5yW8vzOVswM4lhyFxvTpWaT6y+5H9bni+lA9pFF3OcdBQdULca3vuaY5PVQ0dqLT/4XBQrtcUBu2rNrbjbTfMQ/mo8/Ac8kxOmWp1U9vYqFQVllZaNSISweN+JeeK6ohbBQz3OC1v4/3wUFpLfoIQ+5FzvyfMlZyFy2VgPZAqcU4UwHg8Ztwc0crpOKISbWcWDByO5ecATGN+qoQ3RHbhlutm1a8rkHHXdkBt0GQGZnCnGrjB4fQL7wXjvR9Qu123XC2mNAt361bd/EJCM2ZQ64/fmL70GvW452dz24XSzkywEVZkmzeo4ZO3oV8G8Nm434KhPr76bvifj+9ggxvNSGQ4aQAAAABJRU5ErkJggg==) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhe2XLZAbSQyFv7068KBgw4EDDRcGBhoaLjRcaGgYeNAwcKGhYeDChQMHNhQU64Du+fF6f5LUwahqasb2tJ76SXpqw197ZRFWPn8nPn3n+v1dWZ71+doIfgvg6Xwq5/Ppt9ZMdvcniwAul+8l50xEgEAACKl+2G0fr3xH9EUabvD+KIAfP55Kzhn3jLtXgPabJEzCTOx2x0/9//O74M/PlzKBIgGq4BEQQbiT3cnZ+f50+DQt/04PEecibW8ivlz+K2YdZh0mkT0D4O0uAQHR7lMKgqjpeccifhTpy90cwGvww6EvKW0axQ5kQiLCiXA854be1kcFNhNmVlNh4j2TvtxdMbC23S6VcQwCJ8ikAHfHzMh5ZBwHwh1JyAwQlipwSomu65H0IQOT3VC+2/XF3ZEZXeqxBiBBhJPHsbIADbAjdR1mIlkipQ6zBFS2wOm6r+8W4w0D2Z1wMEFE4OEI4e5MlV8prHUnreogAnfHGzsRgQTjeCnvBXGbggg8AnIwBnM+J+eT0zUr4ZWRCMfD556MCMwMM+P5+VTu7/c3QVwFsNttSs55DsIjkybAWCpbCBkLqOfGhmFe10aLwsJQ1rper+wmou22byJTHciEyebdAphE1ydMNkkgETVIzBZVoralCA7H86+lICVwF2YrxwpMRkgQYMnqblMCWNWGIAeSLQ4jwF6jvBFABEXi7nSqev3w0JdkhseSywjN7Wgtwoho2lCdVOpjFiST0AcRrIToOh33mw2pS5h1TWWDcXxheBmwltAFPFZX27RZ7R4DS9cFEJGLlO7gg1kQMLceVAb6/p5+06OU5t9y9rk71lf1UZ/zmDkelzPBBA5vFOHj46a4R5NSw6wjpdTEpe4455FhGGYw9/Xua7DJ0lygACkZm809Dw/frjCvivB4/FqG4QUhqhQ47iMRQUpVcLxNugo63Vl2X5uUoOG384K7MwzPN0xfBTCOwyoFdbRWkEqxyfBoipjr2J3pDhpoXecCmymohZFz8O3bthwOS0teBVCpn8CpHYATOVphaZbaaKN3utyXET2fF0w1BEWjQ+Q8rCFf60AQbbA7k7bX73MO1JgBzWN3SrRZgAzP7YQUjnubFdNb7bT0ZgAPu65kzw1kZq05uz5cVP3RzEr1LRLCTdSzYkWV6vspib5P7Pfj20WYOuFDXaV5VzRJrqPPV6kyc8wSyawVZ+scrDLojgRdJzYbo+vEdjt+fCg9HlXGIfCwJRUt3+4LI10n+r7HLNH3fe31nKv6EYzDUOXbRNfB4+PtafjNACY7HCg5T7ttxei0nFbwp6eXu9NpX1JKSGkeVFWcBo7Hy6tjeVekysAk++8GAHA+U8YRcm5BuIgwzud8teZ02pe+75EMd2ccB/b705t+18Af2q/8Pftr/5f9BE5T7kyQQ0DxAAAAAElFTkSuQmCC) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIklEQVRYhe1Xq3bjMBC96VkwUNBwYT+h0NDQ0DDQMNDQsDAw0DAw0DAwcD8h0FBwmBZIo7fbnhbuTo+7rqWZufPQHS3wr8vhpwbm99kQCMzsn/P5/GW7PwIwzZMBAyD3gQGWRbZvn4H5NoBpmkztu/VrMyFyuVx2/bx8F0DdOSPKgS/J6XSqggU+yMA0TSbOLojwPs8HAIlBIr/DAiCyIDSgWYPBIBCIqJqJKgDrPC5oGpH1DG8YRA4ou31hr9YaAEEpwrIshb9f+Yd5ng1bC4jKmHS5NB4R+YcFlFtm1tDa2RHEFUkAzPNsGOIoRCl/2381pNTiHEhLkWdLKSrWRV4KJR2lOamC9RqnV1IcPzZynZbLamIcx6IZfU3meTbb8wntvObNldbUyuPxOABA27ZFUyYRy7uze72GXvAl2LYNm0NeGACKiOL1+/1+AICu60zcF6Ln393P8Xg00pAeALvNEmGIBEBEtbKmSOXZrNY5/5bv8D2wXC4HpYLRkHKGTk6Eje623oojdbvdDkTkTlBKSNr1FmegkiYkIgiIEDHDtz0ARYR1XXcJTHghdp6EzpwQUgJgWZZD0zRZAwZ9pRTW+75zsSEKcRbkON1uaeaqxoZhMNv29EeOCFCq+TDyPTtxMDUm3DXYtq0R1nv8eXxrag7DYABblprzKoBxHM22bdB6i9JPuD/uXwZxHAYTjxEZUqoCpBjHwmjS7UQEUoS+73dHai6p8/Ci456oATgejyZmupxQuq77FETf9yal4ug4RrZFfDrGcTTP59MpESqc4lktbsa+74wMyPj8K6WqdN40Da7Xa3kMk3GbXwQyEML9XWedE+x9ILZRe0Q/lgIAMoVY4nK8vb2ZnGRIpSXTnE7FuKQiYRZUHPpBwgDbED03JMDcL2JyVAuIEoN9IytSSfoTAFGYCSABwbpMod/jYKTlk2GmoJQ7gplzIOOBrm2NZu2V7YXSGfNXq1JCWkPUAKFpFF5/v+J82f+/QZIB1TTgLUTmWgv+EijpJBuZnAbPmghr0u0r1j3fZQaAQJ8iySXEhlvUUfSkXB9R73/J5S9SpnKyuBWOsgAAAABJRU5ErkJggg==) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur43378 0.7s linear infinite forwards;
}
