@keyframes rwdcur51206 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFPUlEQVRYhe2XSYzbVBzGf35xnM1JZksyTDttJunQBYalMJQiVPZFpYIiTiAhIRaVHlDFAZA4oEg9cwchJCROiAOiglKxSSAoLYIpLaVTSmeatkPJZBaSTBbHcd7jYIdWSCzNzJFPerJs2f5+fv7+/2dru7ZdPXVt9MILu8djh3AVAywg7+0bgA44gKPl8pIVlLbrhogay2yybu3/de+1g0YBWAuUga+AeaAHEB7AIlDQcnl7pQDE1akATz24IzjcE9lbbspHgSQQBx4GVnvmAncmksCQyqX1FQNYG/cTjPZgZraL2Ub09qWm3ABsAGq4Tz8ADHoj6W2NFQNImQJiSYy+YTLZcd2SoW0lS3ZysA4Y8kBiQNjb71spAD3g02D6EDj70UcMElFNVH8x7l2o21Z/WBz+i5kESkCfyqUXAWu5oRRXRHWofQibTeg3oEcnHB0R09X4jpmKM4JbAXFvK/4ygssxBxBSSVhy3FGXYLXRRu7kuk036Y4Wfbpqywdwp77XM6wAnSoQyw2k6A36YP1u+LYK0w0410QFTPzlz0hf0RRm1HdrvaW24YYvgRvQIG4gM0BG5dJdZ0JIgHYLNuyBQhiaEm0xD6Mh2BqDjSECunZjvaU2cbEX3IybDR23IgZULj3QFUCl2QZ/CDU4Cj3XeDHLQ6UNm8IwEkLzpwD9RqnUs8D1QNYzx4MCt0ouH6BsSdfcaSHTW1HxLRCIo35fB19XYLKOMOYID4C4KRputdW9uL2h0547VSBULn35AAt1BUvzcORdWJpD9WZQwkD543CkCrM2Sq1zAzrXwpa+1XZbbQMewc1AR3Utl798gHhQg/NH0CoHETNvoRW+A9kCTUDCD0FBO5bBid+F/G0V9vAjnFwMrV6oyzUegAnUgcJluwPCLwAEKrEdWgrNqaACcTSrCC0FTQWyja/8E3ZyHDU8Ru+WJ/Vvi9Edx4u2CRzXcvmZbhuSWBXzQ2MBGV+N7L0H2TOGVp9D6zsLN0ehX8fuH6W2/lGUzw9K4R8cYe39zxmvTCRe0nL5W7ox7kgP+zVoHoRaCrH0Ce3IHTjDWzBOFdGcItTbVOYnZOXCl+JoocVsrU1Ih2TEz3uHZsPZbPaNqamp0W4BtLkX16i+9H2I4ifgA2mOU02N0+4fpnfiZazBxyjbkurP+0rZWO154OAl109rubzzdzf/TzNQsyXx5EaUPwLSQRS/4dzp76WW3SmNdXt020wQrJdYPCHMQtXZOGjqJ3DXAYCCyqUr3aS/I1FpSpRuoPxhyuEhjs02nJrdeK3+ywHKQ1dhxVPUEhlqmYdEvhq/E7clB3GTbwLJbur/TwC7rZCGybw5zIGP3rGL5YXdW1YF3jhaih0rnp4ksHAe8/xR1g7ERcNuXle1penNQMW7h+6BdAeQLznMt3188d5rtqkuPHNPNvQBMDMeP7f/zOGPLb0yS6jwPWZpCnNoXO475Vzvmfdx8VV0/YUkZiptDrz9qh2RhV0Pro/sx20opbGU//3SwozVaDRoxkao92RJrrnScPSBJzrX4i7Ty5L++tnU6cnJH54CvuwcVLm0IzRNbIyVPm3MHNvp23CbHikep5W4CtPsNT+dnt18dyY0wcUFyeoWQExOTo5eag7gpdocS8ivK3M/Cq02z+LQOJYRw2emKFky6Z1q464B9W4B/ulrJh8xhLnQDE3YZ6Y2twYD4sQPh+snz+RLL90Q2odbBTNaLt/10/8rAFANMf/4KweOP5PtPb15RDv15t6tPZ8HdWEBpZX+S/pXLafe/9f/+jv9AaYoEbuZ+JiEAAAAAElFTkSuQmCC) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFF0lEQVRYhe2WTWwUZRjHf/Pu7HY/u3W7/aCfS0ubtlQh2AAGNE31AEo0SjwQE0g0HCQmHjh4Ms5FCfHizRBNjEaMBw/S+hFEIgRowSjWhBJaurD93rTbbtnP2ZnZGQ+ziuGgaZfeeJI3k8zh/f/+7zzP/x1p+nh7tsZjxNyytAIYwHngZ2ARUEsrJykxlQ0okdfy3rTu7srplhvIlSBagEqgCnAB8kaIA4jlnEVg6yERSwe2r+RNA9sxJVFvCWLjADKaibu1l827X5Oj6eDzsVVjc0nQXVr+0nNjADQT0PJ4vD52bOmWq33ut5J58xCwE+gBmoAGS4mENgQgkdUh1ACSwOEfJdAli2XNv28pa+4CuksQfcBuS4lEHjaA3Bx0QioBsguWqsCZoPHJ1+XZ3756JWxlDWmL282CDjnzMjBkKZEvgDggS0rMKBugIeCAG99BZgqqtkLLTty5VdqaOmVpYErGJ2BKg+vZvaimAaSAYUC1lIgGxMsZUbneL8PyJQg7oDALC16kxREcchJCYahxQsgJFQIup/rRLRV7VEdLe9RaSuSGpMRy6wEQpgVUyyBL0OuDxA8gJ6FRhqADvE4Iu6DFBR0VAJ1AM/AEEAFqgc71NqkYjReg/ih4XoXbedDd4JSgugKyRZjPQUqDFd32HXC0lcQrsUcUwATClhJZc14IAOZHIRPHqjyE1XwAdAsSOmCBQ4BHQKYIWRP8AqAL0LDzQuN+eK05L4TPKcAbxjINrKKGpefA77Dd/5q1YZxeG2JOA9Uio5kr2J8hDMz+a781N6NsWkDyNpJ6C0kvCbskCMhQsCBpgJyGvIVRtYdVXxtDk9/2HWi9N1vjE3+WXGeAlfWMpYiuGFj+ZrCwnTdVQI/X7oNFA86uwmAShtPkW/ag9/Sz7fB7rs/Hgy+OzBQypROYl5RYYq3iAKLaK0ASEJShx2M7XtLt426tgJwLVg2KFX2ooWbciRjV1WG2HfvQfez3uhOSEuuRlFhmPeIAcmfYAeqy3Y53CpiuZyjUPY3wLiHiMzjctxGBKJM3r3Dt0gUmljXiGYOlbJbRcbzt7e2fRKPRjnUDtFe7sLQUxap9mJ4IekMTi7565NYdOK0ilqaSG7vGWPr09OFtyy+BLwGYUAMQl5SouV5xAEG9CxwVmMEm9FALq6k0Z95/w/jj4nmtKGRMSSD37Obaiqf2zK1svS1+30A54jZA0qC4aSemJ8ic5OfEx6fUJm/qg1s/fYlzIUpgYpiqyREOD+xytYZrTgID2H9JJnYGlAcQW9AoVtaRwMOpk++qA6Gpowd7fEPdIcdkYfwq7vh1vDMX2SynREAu9Bqm9Sz2P0JOUmLl6iPm00VS2Rw/nv5Ie9xz98jL3b5RwIh45gfTsRED06DorsXwb0INbDfHlqy/47ds9wDiMbfExC+fGo3OhTePbK+8XNpY7alxDkWXVnPJQAeZ2l4yoTb0rufkG6vBfuxLyPVQAM7NBGav3Jk5uL/D801JfBEwhSSpeiH99ezcjObMJsDQqZWLPNXorFrMmvux74PyAd4eHG9+59y9QUmJpbCz3AASgLq3yfw+PTMsVOGBooYzn0Q4A+hFMwR4LSUiygV4cIxU7GzXgOkan8iN3Q1ciE/M9bdt0uX5m1fVumJc66t3jAB3JCVWVgYASA++KN3p/1yrV6YLDWfnQse3hFx9QWv2sxc6vZdlIU1LSmylXPH/LEuJiIdxxI/qUf1f/QVtNBT8D2XXogAAAABJRU5ErkJggg==) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYhe2WW2hcVRfHf3ufS06mM5OZZJrGaaKTG2m91FAxgqB4qSLoh3hXRPFGQd9EfVHE8UlB8U1BFBVFvBdBK176fZ+XVsWi0FpjYts4SZPJJJlOMpO5njnnbB/OCfqgaJIKPrhgw2Gx2f/fWZe9l/jk9i0LQ7Hy2z1t+gGgBHjAN0BWpDN1/maT1frxxFgpccfPi85Q4CsADiD/bnEA3fNg5Nr7zK/feuoeXS680NOm7waigKfSKQA72OuIdOaEA8hKE9oGtzFy88Nmth6/q9JUDwMDQBjoBjqBGBBT6ZR+wgGKDRcUxCMb2L7tPF0T+shC1bsJPwqnAo8CDwHXAttUOmWdSAC9v92AyUOQz2AYBrL9LIrHDl3dXC6VkxH9egRhFPPAwQDKUenUPH6deEB1PcUq+2IazP4Ih5+DpQm0ljCdF92v173IbWzUw3QZ0KZ1YokdwCXAFfhpCQWrS6VTsTVHINaqQ/YriBuQnIDRLJEzryS86SRJdw6SJigFRQ8OVi9j2S0Ao/gtWw0ikVDpVAbIr7ZQpakBRhSanu8ZqKKqRaT6GbaHYGsrJAyIa9BjAgwDZwFJwOLXdo3hp2h1AA0HCG2CTbfCVANVvBBK8xDWYMmFxSa4ChSQtQkEtwPtwRnmb84LBa371wGyy01IDIBhgTwHlTwDMb0fBlsgYkDVg5wN43WwFcGft/9GWOIXYz34XlWrysEOEzp7UUJDRbtRThPh7oeqgkwNLAmnWNBrwkkG+GGWwFbg3ABoKYDwRDrjrApg31QdVS6gDAuaNbQfXoEW4a+KC0caUPZgawiasNTQvELNy+EXoY3fCSui5dWIA8jNUQ1yY8jx9xCF91HhPhACll2YtGGsBvuW4aMlON6ktnWnfONw26UTi46H/26sgJREOrN6gPmKi4r1QGMcYhqivh9KLjQUlD0ccTEUHZhsUN28E6uji6suv9r6eDp+zzujFRvYI9KZ3FrEAWTElFDK4XXfALNNEOCZwzDfRDlJ9NoeMCSuvg3XsHA1E3XKMEN3PmY9fTT5rEhnhtcivGJi+cGTVTikAR148WGUblHfsgPsGrIwQ+vE06AJxqbq7Juqc7jgki05zJQquAqm9f4jR48eHVwzgHqiT2ErnP6duKF2PLOVkmihmRxElxIaNRZ/OsDoB89PXdOXv45f814Nziiv55mWOAp34+U4iRROPEnleI7PX3zQOfj5HtsozNA6PUpXq0bYpCtf9W4BdgApgltvvTOCzOabeNFuXCtKZTbD67teq08W8g/kPnsVUVxA1oro5TzbBwb0udqGCwLhFP684K1LHZAq+KgdG+e/7z5vz8xNXHX/ufF3kxF9YjE7iUKBUrS098iK3dzScJTFGvr9DwEqtkdBhvnig5fsYvHYTY/tiO8FypvN2V1zo3ttD4krdGobh1hKnO8cnHeH8K/ibk7A3CgbDmQ/e8ZJ6Av33r27sAs/rPZpncYrM/n5uleYRrgNbKOV/r4ByxHRK4Au/FQk1w3w8lgk8+aBmf+c/+LsM4GvDnhSiCXdLb7+3VzNrrR1E1qcYkOrhWZGrYWKd3awN7RugCf/P977+N7ihysOkc54+DkujySdN/Jj/5NerYxeW8RD4rRspFBzVsb26h8d/JcBfs8p0hlEOlPeHNFHu6PGoSPff+stlOv88OXu+tzs4XJv3NgH5IDMegHEn2248fQNiY6O3kdO7zRHTjZnXru03/pUlyIv0pnp9Yr/a//aP8J+AXbeJ6t+cz6TAAAAAElFTkSuQmCC) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur51206 2.6666666666667s linear infinite forwards;
}
