@keyframes rwdcur157719 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABCUlEQVRYhe2VsU7DQAyGf0hfpHMHVkcncUzOS7QSfYPOHRh5AwYeJZl6Uyoxo7L1Rah+hgKRclV7DkUV4j7JUhRf7D92YgOZTOa/czXkIfHK/r11aAbFGg1J3I6byFdi7xsqJCk5gc7uexb2dqg6x0hSK17Zhu6tS6/RmXbcAPNP/4MmV8LUgjdHzEfVweAllC3i1vwY8cqNIzeOJ8srXskATpneiuvzyOyY3drOn12Alb8j4Pk3VZxCvHLhyMWRD1G8ckrQcWWaBabfEACKSQ1BFSUoVktssbSGS98F4pXyXgMAXm56zqfwfbm7ezSNY9Pc/iptMakj3+61AmDfBRffhplMJnNxPgAonHSQ+86BZgAAAABJRU5ErkJggg==) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBUlEQVRYhe2Ub2hVdRjHP+fc63Wc7tKu815RK9kmWlOZSHaYcz8R9pMyZYgREURBEb6I6q1MNp246EWG/174OkhBtEWUnVnuVM4zNXSu6XBzykz3p6aDXXe367338YU6IsR71shA7ufl8zy/7/P9/XsgR44c/zPGv11oK10I5AEdnutkHouBxsZm2bK9dj8w673w7ekXk1MrWu4ESQlDwCmgznOdX/8TA7bSUaCtobuz4C/LMucVDWLN7AMDRjNRriVn8NWt2K7vR0O7t9bUdq5ZXeZL21eRvaoSUww54TrjsfYFi3h++SDhQO947Ouil2nqfIrTPcFYc5Mz4Ec7mLW50rPmy4uvPZceIhV9m87Ces7f2TjyRTj/KD2zyw0WR0unpFhpJXhzzUmqKgzKair7/W4uK7bSH+9d2SAXV4h8W/67vK82/2Ar/eqDvOM2i630vE8qV1df/mihyM/I8NHZYit91o9+1hMA1hZLCQAdZhttnDnouc53D5Ja3b9rpb9Z9kzkjWdT0xZdHYgAdPkxYPqoWR5jDgCtRgvATw8r8lzn/J7j4asdA3O59Eo70z6IV9hKV0zKgK20GSDw9FTJQ4AuLrBtW+2VRywp+3TdIEcKhMTpvChwY1IGMLAWsPjLPmOIfUYcgYHxI/+n2VUaTCKm1QdA8lwQkKzX8EgDXpMTv8C5E3vMYwQlzAuZnRFb6bqHFgvFodIUAJmRGGS46bmN2fr7eoShsBSPAFZ87vygOfZula24DhwD6fLcRmylq8KvJ94KLQwDMcauzQBo9qHtcxApfXZZ+lCpOSWf9jlXGE38hgy3IMk2ELlp1m/ITC/+syA1s5D4gW6MBvfDdK952HOdrG9gIqNYLEpIlnyO/D2x40fID4BpwHCCTPUBpLW3yHOdbj+6fr4hADVba0kE+pdm+g/D7UuQTtxL7C1HDv6CtPeQXrfzj7r1m/isrvqyX90JjUtbaQt4B1gL2BhGxAgt6ZKx1nrgJc91Nk1Eb9LYqhJb6YLH2jRHjhxPHHcB0mgVhqLqkdAAAAAASUVORK5CYII=) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2VX2hTVxzHP+fmJrZV48hKa2qDxdVUqH9WK3qV0GvFZsE/xUf3puCbY8U9yaQ1VkHciwXxqYIoijiGyB6cXoXlsrVe2UajK6yDzlhtMxfTWl2Slprk7KEde6n2kgh7yffpcPie7/nce37nd6Ckkkr6nyWKWazpQQVYA0xbpvG4kAy1gE0DwHFgswOHu5Em6qT/R3QmgMSpzq5DO3cGbH+YbeOt7/tldzjcsIWWw7ty+z+vZgWLZBkAM3IS53iAykw6377KPwGss0zj+XsF2Kp/UlnBhhfefIDW/F62zc1nRIq4GKH57xze6AYAAnqQnJDCitxdMNdhF6C27qN0c/YSFbKBnx3Xue+4wEXlLLeUrxM/iDt3WLTSt35q0OVMJxlb6WOJkzHVtzo+OvJH6l25tmpA04MDzblvyLkgLWO8kgOdcX67Eu7uioX0QDUAOqHR1d6OAx5HqPODCDfFlt6ByWVHgJ53ZSs2f8BwWjwlXvOGIc+DwTQD31qm8SSk/1dslmnc7lPV69F6N3hgbflrgN0LBS8IoOnBFuXDgy3D6xp5rsbIj198apnGo7fYI31T5QDUusYBNhcNAMRl6pcqCVDmA9DeZgx3d8Wi2dmyKlMSqAL3XK8oBkAOy5lfZ4eOchDCo21vm9c5dySJlPTyEh+b1OwVBBVFAVjmXZByglwGXBLhaQQp/PN5NT14src67lkS+hOjvhbrjdpnRYzibwHQz/SzPXwhEKN18LvztAZXLdO4oW1v+xdox2etqX0NgWcqLvBPpTKw1LVQsK1GpOnBGuGo2icO+c+LT1twJuO4h79KJo5WKULB49yYpX7jFMfUl6zyDpHK1NB2em3UMo2m9wIwB1En1i+PKaf2o7hdLM6P4Jn+EqXiL2C2o7UnBfc6WonGVe5HDFvZdvsAPWe6Y8d3d5Br7xnNDY7x+toYSvkkAPnMclJDjfRGNB5llaYTJ8J2Ywt7jjU9eA74yfVx9tjMQ9WPJAn0A98Bly3TyBSSWwhI5VZ9/itZUkkllWRX/wBMjAwNYI3YBgAAAABJRU5ErkJggg==) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABA0lEQVRYhe2VsW7CMBCG/9K8CBJDt66OMjiT8xphQsojMDD0HTpn4CnIlFRCIHXu1kcJ+hkAYZxU+CKiqqq/Kcqd7z5HFxsIBAL/naehC5U2dN/tm0pcT7zg0rhsN53YPMrEIiIBpQ2V1XjhxF+2p3KxNt4S3gJu8/15tzZluxFLRL4CFz5fgcNX1lt8rjPupAV9UNowKcikIPuGz80lQOa4mwsAk8dpWuT+qeMICPhjAu/NSBoeKG2YsGbC+sfhUtqQOcjGbwCBAb8hAMzqCki7DXZvlbiW+CR8rpcAgCnSm9j64/ocr0Y4CW0J4PwVHL5TA2DEu6BPxGbIbRgIBAK/zhHNJ2KJ1IMRRAAAAABJRU5ErkJggg==) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGUlEQVRYhe2VUWhTVxjHf/fepGmTpk1vy+w0jWnUdmpx0W5wrbI7MrwwSsdaQQuK6MOGQsHtwe1hk8IeBqOgD3sY82GIqBhxg+GLu0PlgpjrHqaTDUVoaUJaE41tqUnXpum9eyjCHtb2mrKXLf+nw+E7v/Pj4+McqKSSSv4LUd7eI5Z7VijrQlULu2iUSzyLe/F9NkMhDlwBPjUNfeRfFVBU7e46+0M5YL0ekqhhm/CYmL2D34RfuCR+S5bxEeCEaeg/OOG5XuLiEJIsVy14oy3WXrAX9x/gZ5ctErUVopbCU2E88r10ttfEmYDjDiiqlpDCXyteaR3yc4Gx6hTNyYejaeEbuYPtdX0LR2i12wE4zwGuu3LTQLtp6JnluI46oKhaALFawdfGDJBPHsa257enhdyEaegpVLp+l+4OefB0fVQa4Iv7OY4HHtW+F2l7C7i8HNvp9A6KTUcXV7Pj2KXHI+aNi/dMQ08BmIZ+2zT0XXPMNUyKUmbmlV488/Nid7HYuxLYqcCA0BgDwMrGAU4sUTd9UfzqVu3wMeoyY9x3ufoVVQutSmCnqomCd/cZWudhMIGdv1ZaasJNQ7fyCInzb3RR2NqMx83oiy6VLZAwdMueuRWl50fwTCHENq003Sd72lL4ohliNX+GFVXrX5WAomoi1VKOzUGo9+Ims09RtfAStV073aVAfVUa2+3mTN6HsPhAlS9gGrrF7MIF69xN3Mzy6sdjANcVVev7h/KhDxqzANzJbwW4kjD00nJ8aSUBgHRy+I+W+jWHrLVNDb6In8Ce2w2lOe/+NcX2z4PhDfKbHa3ZbS2ROwf9hY536n4F4JNMB1O20JNODk8ux36Zh2ij4LGHNvz08/sv9qxiE+9+F6HTXyBU+wzfVIZHri3ci9ePnp72T5iG3rkS11EHANLJ4YlgcOPCZDyyD7kJT6iI25Oj3z/Oa64nVNXkmXIHOX11PZezNd2moZ90wi3nMwoAg8CAt3vO5e0sZApfNjQfiz1PndLrJoAe09DTTnllfcd/k+kDbgAWIJuGProaXiWVVPL/zF/Ypxa0DVKS7QAAAABJRU5ErkJggg==) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA+UlEQVRYhe2VMQ6CMBSGf4WLMDub1DCUqVyCwc3BxdkDeBFPAZO4wOpgXEw8ifkdDEEphhYkxqRf0pD0vfZ9wIMCDofD8WMmfRcKqdicK/PMej/rBVVhb5Zqsfs5thaxEhBS0Tts64m1fIvPT89r6cfGEsYCzeL3aKfleLPUWsI3FagIEOEaqdbNBWIC+qsZjJCKCcGEYFvzNXM3IXkJ2ZkLANPvadasLHJHEbDhvwT2x7E0DBBSkTnI/HMjCql4CUmiu1krrD9DACiCDAvoBYo8w4C/ezevT4HLxkA9TO8efXSrzYsg02KLmwIw4lnQJvJKn9PQ4XA4HgPvcMV4PeEcAAAAAElFTkSuQmCC) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADDUlEQVRYhe2VTWgUZxyHn3c/stnNulnHStakpMmqQU0VNYfOpsJY04wVQSFE/EJBKAFL660KeujBIogiJaAoYr2JikbEltoJBEewDoIQFCulTbIbN3ExWbom2aybTWY8RMGDyU6iue1zGZj58fs/8768vFCgQIECs0RWVAdA5M1ztohZDm/G49xDdkIS3i8fWZl7LUArcNTQtdScCciKukR8VvonDSvCjr1fwdM43NoKPW6sZAfm4FkwXxnAdkPXeu102l4+WVGbRJF1QnzXGPbsjUy+LJdg32NweBALN+FcfhNnVauMU5Ls9tpaAVlRg8Jr/b/4j3YyHMQ1fJfnv1SQs0JXrY5/m4T/G5ejbDsUl+N7lSbbdYAx4p2Grq3J1+2yKfrT/B9eAuDobyO2K9wNw42Gfr17UpDmiZHbx4WrPCxJp1k0cYFnjjZJVqgydC06XbHdLfg+2NADQPJSBcCPhq51v/1o6No1Q9cWW9bYmr7iXrAgaK6sdLEg71bkFZAVtcm3OetyewYwxz5h9DfPuKFrbe8NTwymQrGnUQAnPsZJXvlgAaDDV5dOHP5HsOnXMMCZqYKGrkXj4mwwJ4ZYKZ7jxXfkYwiY6WPzQzUvLOrmpVnkNy9MFZQVtb6W1cFvrQANVh0ZRq/I6xunnWFHQNq/YbgXoNKfxJ3h1jTZE03mPoqBR+IBwDXjTrv5QQKGrkVPaYFUauRTSlIJtpSMVsqKek9WVPltRlZUh6yoAQ+e+rC5DIDLjnMAh/L12z2Gm3++WvOs5esAuxf8xVpfbf35ZNl9FDUFHPVjRXaaB9dJ5uTPDoh+EvRF3z0pU+G0Mz0e6xqySpe2V/8nGmp98eBC9wAbAz1sK8kWlya8G0/e11csdUf8n3dfpLXsNp2u/kt9xFrjsa6/83XP9C54WO001x6QBvnC/wSRy5HuDFHyJMFQqIKs221uCdeMGLpWardzxrehrKhh4DjQ3OJP05HxRrM5qlaNj1/+vajoBnDX0LXETHtnTERRXbKi7ngjVTnnAwsUKDBXvAagKw+rLk/aJwAAAABJRU5ErkJggg==) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA+klEQVRYhe2VMQ6CQBBFv8pRPMSSTVyq5RQm2mrjCSwsvIOVXkOqtdLWzs6LYL4FMSJgZDYYY7KvIsxn/g8Ms0AgEAj8mJ7PQ8pYVu+dDplXr8jHeOiyejEpatIgrcXKWB5XT+Px6LV+hQMA3JK1KEQrYdU8XtqaZugyrxCiT4AtEF9tc/PEcuBE3dqhjCUnICdg0/BVtZqOesaP2gf9bmKWmBuRvPsAQv4owO57IT6ijCUBEu8HURlLPSMXuv0AAtLfEMA232Nq0pqByvfAWdpNugkPxTK66Ff/Ten6FKXdb8JyCKB4C1WmUVoE+NZZ0BSkjO9pGAgEAndKeWaJaREV7wAAAABJRU5ErkJggg==) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCklEQVRYhe2VXWhTZxjHfydJ04bFNGYWm7aGo7j6UdCIsh6L7nS6HsacSFm13lbLBqJiFZFdDIUxcIpeeOXHLkSoTinFbV6d6fQIs6ejUlb8oFJjGpHqSEO1adOeNOf1Qide2Da13cUg/8v3/fN/fjwvz/NCTjnl9H+VUl3jmIkcacqFVW0B8CNQN0sS9YNC+mHuB6L+2ZCUMA09+p8BKKpWBxyd77Tl3YE4ld67dBQspaRmiKFRN38/8sWO676EaegrpgLgytb4RYFVu/3Dx3KJ++Gbs0WZOL7IE6iE8jJClzs+Czm/qgln4lLCNPTYjAAoqlYMdNvDlq8k+RA+gvupCs70z6Ut7RrY92zeQEVwUA4V9dN06C6H82d3PvmmzARWzwgA8MmvkQfeosdR2ivCfBstIiWkW8A+09DNY6oWCl7wBpzuYOfmn67iCfQheUoVRdX8pqEPTBtgg2XV5qfTDpFXznOX62lKSItMQ3/x7/3rVscUVYu0jCxckE8Ps3c9J3HEfxBomix/wlFSVC3U5XJt9f3jovvjbg77S28CyXHs+/vPlwLgX/8IYOdkxScFMA09ZjvmRyPhi1xxNpMi1W4auj2Ot3X4Sv6Ybc0BRx6e6vRpRdWmB6Co2tZVYo1seSqptr8E+G4iv2e91ZpMNdLbc4TUjbywaejTA5Cg5RepGSEJvKKQCsJ+RdWqxoGV08hbrMLFsKQMCpzx1ao26bac0NBm6GNAS5f0FwC1dgPA0XcUrwOuiT31DCJjn7sOI5nmtnGe621lM4YHfnacqltmV3LVXkxQaqhaqwZ70870JjLxBmCH5P3c5dhWDd5BRHs3XLsXMQ39UhbZ2a1iRdVu14vGwB17uTxLlBMvGibqi2GP9CIFPgWH+1Uvbcjc23gZYe03Db1nxgBeQ1R5WflneeYAbgpBQMdyEAD2KKL/D+z4SbBHNpuG3pJt7pR+Q0XVyoDfSsXXgT7pbIjivU9F8naxSP4+BpwAvs9m+703wFsgMpDgVePXmYbe+j45OeWUU04ALwE/jSOYm7sNdAAAAABJRU5ErkJggg==) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur157719 1.6s linear infinite forwards;
}
