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4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFF0lEQVRYhcWXf0iUdxzHX1cqdNtItuE951juUTGH/jGuQSssHLWBwTZwqUfKsYOpf9TClXIWW3PZypGKmEE66kBs1LWk1VAWrQVKrpj2j6POPOVuK09ZcI3h4OmP7/44n6f7Pvec2/6oveHhnu/n+/78/H6fz/d78D/DVuFSRej+XwBMRKM2l6IIgLzsVZybmLU96QBWAIyfL2d8sheXoojxyV7Gz5c/ab8G0gAqPxoGhhmf7KXy7Yan5lyCS1GEpmlCX4KnhRVP05kVjE025a0TADdvTlLzy3Vp89W6m42qfHWmzWaWmWHF0WVmpOnOX+ntIf3mOOBnAIQeRK27WXjqvKwvUXUdAfDpl82GkXBonpw8R6JdAXC8/yAAN0ZnAUSqIJjy1gkxOiYGijYav7rzkatBoWmaiIRjQh9HwjGhaVrKJxKOiZGrQVHrbja4+tjsewXEy373pJ/q3g7unvRLBD2zVl8bnjovOXkOFKddz0qCLlOcdnLyHHjqvLT62iQ7KTFQtFHoj569OXM9w4ETFyyrEAnHxMCJC5LMXAlzFYyvoPPBDJW3rtH5YMYyQD2DwKkhNpeVojjtSRzFaWdzWSmBU0NJeqnwj59hq68NNVc1HEYi89K81VIkchSnHTVXNZYiKYAKlyoqXKrIy15F+h/D5GWvosKlitjUWYO0aWspEM++pr5Kyj48dVsyqDjt1NRXSVXQ9S0DAAgcKyNwuYt1xfUELncROFYmkVKVMXBqiOqslZIzKyTqe+q8Un9IA1j3/iAwyEQ0altXXG+cholZJeLG6CwjV66x7/VsAKqzVnKkxc+mraWJ/cJS35xMmvnInYhGbbXuZnG8/yDRuUWJHInMEw7Ns75EjTv67ntjrrHFawSnc82Izi0mJZOWOGgs3x4vjTbNfveOuDAjX1IcuXKNkthUkvH0pWBGfr5v6Rig++MPAVid4CvNTD66Zy+8lBkf3ItR1/OtNK+XPRX0+SMWgZhtN3V2yAG0D35jA8TRPXth4XcIxjMNh+ZRnCpr1jhw76g1+HczYXzsRwDcr74pOXun64TxHg4tLcfIdVhbAFkv0tTZoftLRmP5diFGx4QYvCR1Qf3O8EFbg9A0TYjZ28YjyQcvCZeiGHy9G4rBS0KMjgljqUnRiB5m5NPU2QHdp1mtTRvyPS3xrJ57bTWNkc+S9MzynyIRAPr7/HE73adp6uzgYUa+wUnZCQ+f+RqA5wvfor8vfkBVZ60EwJavkfOCkqSTKNeD3ek5gJqr8t6uLyS7OpI2IcQvD2quKvZtKaLGU0Wrr43o3CIvXwyTfrGP9r7P48RYSNJrX7Mkv9hHNfBr2ePPOCfPAVuKaG/xS5cTywAAZmdmoegZAKOXx6bOEvikm/R7oSS+JHs3h8pDu8n0/Yaaq0rte3ZGPjuWPYwe+XwoTjubtpai5qpkFlRReWg33JqGezFrpVvTcecFVai5qnQOPPL5kujL/vE4vL9XNLZ4ic4tEg7N09/n545rgzGvnGkgULHLGFee6wEg6u6icGJM4v7QUEZ7i5/9h+slnymXAJLLpWPb2iyGggtE3V0E/uwy5G8UL3KhuA+AO64NbFubZcxt6Rqm0MLesgEsbRaReAE1B9HzbMIfmeLHczqGggvG2OpSumwAAIUZfhTnQcKh+Ga8YxFIIoaCC5bvqbDsJuzwOERFa5CdngOsL3m8oawMm2X6ODHADo/D+lb8b2A+mpfL9L9U4W+DfMQ4IsWcbwAAAABJRU5ErkJggg==) 3 8, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 8, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEu0lEQVRYhc2XcUhVVxzHP2/6omIjaaDXBrlrkgz9Y7OB5HQ0JhsF6w9X70mKzJE+aBXODFuwzWWYoW+41ka9oAfiwtwSl0MZtNYw14JZELGy+XTvMdfTP8YrRhu3sbM/rud077v3PfeX7AcHz/md3+/3/Z7ffef3OyLGd4kSTRMlmiYA5FyM7xIsgWQCTJyrgsJX2VAcEBM3T8Lk10uB/YiAb88oMMrEzZP4XmkCYODjzUtGAjBTbxiG+hRLJY8tJdj/koBHTvqKygTAcGSas3/FPaldTGmoPpDyU53q71zUX0qmBPddv4T36FHoH4UIwkrCDezdowfUPBqZI29djnXbYZ+WVF9RmRDt7cK/XFN/reBjFydFLJoQ1rlhGClHLJoQYxcnRUP1Ads8JQH/ck1IEn1FZYqABDQMwwEu9dZh1VmB5d6iJOSwnt56chm878SQaxZi0YToOzHkIGWNk5JAch2QzKWjBEwFnopEsn8yiUWvYXtrJ3q+jpa7EoBYbM62f/XyjMPHaqPlrkTP12lv7XSN/5/qQEXlJgAGTo9QG/ArMgDRO7dstlruSmoDfgZOjzj8XQmI8V1ie4ku1q1Zgff+KOvWrGB7iS5Ce+4ro6QrpmTg9Ag12Rk2MDex+tc11tuudSYsNB6zG+LWDa0nBjPtYxcu8c7zawCoyc7gSFuYispNlJbrDgJW/+TDZAJseH0QGORaPO7ZUBwQYLbo+N0HNuNYbI5oZI7Sct0E+uoR0Za2ekVO2iZL/O4Dx2EyPS98aqtQ1+JxT0vVNrE/OA/shGUFNsexC5coT9xxBPcukBn78TdXYIBjb+8EYFVyBtQpqrYJgK5gu6mYTdB4/EtbMJn2VCL3j7gQ6WreB09lyaVwEFBGANenYNI8aTQyh5ars3ZtDtU7GpTtz1kwceVbAKqfeckW57WeE052Y99D4Xp4roCu5n3s/zDotGmp2ibE5SvmGBy2VUFZrN7obBKGYQgxc0sNm35wWL0zrdVQDA6r2DLbjgx0D37hkenp+j0TtKfVXnObeaonnl1FS+x9Psqos/kqPWUA/BCL2YMf+4z9q/+24rgXonvLCujoPwPAKmNK6WuyMwDwFBjkPak5/Kx6SRagNxRWcTr6z3BvWYHac2TAJi8XsfrPbHpDYUrLD8H5KN7zIbpDH5j7iYjNvHvtgv58iBrg4ZvwVt176Pk6FZX1MD7ggHDNwKn+Tk93WxiA2oAfMK+S70YQtubhnY3gnbWDS513NgJb8/DdCNrqiCxA3W1h2+MkZS+YmZ7hYWsrgGomWev9+A7vNW/IbMLd8foUvsN7yVrvV41M9o+Hra3MTNubV/pPsCAVlZvggkkqXt3Di1P/wNQ8Wv8OBrbvVna+z4+b2aruIevaFW6XbOQ2MHr2O75pcv8/I+3jsePgSdHSVk/87gOikTl6Q2Ful2xkS2E2I5PzAOz+o0fZ//rLTwwVh9R6S2G2mo9MzrM5EedgR8CGmTYDyemyiiRx/PGmR8pid2C5douXlsDCj0V80nuIaMTdxgomAd3mlng2SfsgCdblCD1f5+rlGUrLdeoa610Du+nk2kowWJfjeBMu+iKqDfjpDYUdrTndSdPtJcu/nQc5EJeVvF0AAAAASUVORK5CYII=) 3 8, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFAUlEQVRYhc2XX2xTZRjGfx3bAlXDomY7nZHldAvMbBemmCBkkCloMhI1mdvaONK4xG0X/MnEkQ5UrBaxxI4sAxM2DE3mZkqBBZnZIlEk2eIkceOGBDYoS4uwbvGiEDNNufi86M6h3+nplAuIT3LS873f877v837/zldLvUMVkTt/ATAZj1sciiIASotXcGpyxsIjRg7AxJlaJq704FAUMXGlh4kztY86r45cgIadI8AIE1d6aHi97bEll+BQFJFMJoU2BY8LOY8z2f9SgL7K+ys2CIChyE1O/h2XVn+zq0OfluMhv8VoM8KMo9mMyNWSN1y+SN6hQxAagQhCE9Hs6hDulibWVamajwD4+FCHHiQamaOktCg9rgD4qu8zAC6NzQCIbCLor9gghM8nnMsV/VdLPnphSiSTSRGLJoTWjkUTIplMZn1i0YQYvTAlml0dOldrG3PnQGrYB0IjhD7czkBoRCJolfk8ftwtTZSUFqHYrFpVEjSbYrNSUlqEu6UJn8cvxckK53JFaI9WvbFyrcL+Y2dNRyEWTYj+Y2clm3EkjKOg74LrBfDNvRjXC8wFahWETwyzqaYaxWbN4Cg2K5tqqgmfGM7wy4Z/3YY+jx/VruoJY7E5qd9sKtI5is2Kalf1qXhoAQAbt1QDqeq3tTql6qPTVyWuYrOyrdUpjYLmbyqg3qGKeocqSotXkHdvhNLiFdQ7VJGYPqmTsg1j+MQwjYXLpGRmSPd3tzRJ50MOQPhIDeHzXaytbCV8vovwkZqMqtJxaWyGgDdIY+EyABoLlxHwBk2nw+hvLCYXYO3bg8Agk/G4ZW1lq34fiM8uSORYbI5oZI51VWrqYPr+B72v3duki9O4RsRnFzKKyTVeOl7dUKW/d7//HuSXSY6jP16kKjGdETxvUczob3dME+vxgJVAe22dCAyetuSmE9tr68SXuz+A5xb34u0ELUe/k4Ltfak4I4FZ/xcmQoyxAZFrJO053Jkizv8BU6lKo5E5FJvKqlVFuN5p1rnXC2Bi/GcAXC+8IsV5o+uY/h6NLE7H6C+wZjUUPsuew53Zq2ivrRNibFyIwSHpFNQuLe/620QymRRi5qr+SPbBIeFQFJ2vnYZicEiIsXHRXlsn7wIj7uaXpRR2D7AyeUO37/amqnrqxZW0xz7J8DPaf43FAOjrDabidA+w53And/PLdE7Wg+hg6FsAni5/jb7eIIC+7SxlSUqeUTJ80u2a2O3u/ah2lbd2fC7F1ZCxBiB1eVDtqti7uYJtbic+j5/47ALPn4uSd66XQO+nKWIiIvkFVi3az/XSCNyqebCNS0qLYHMFAW9QupyYCgCYuTkDFU8A6Gd5Yvok4Y+6ybsdyeBLtjdLaDiwiwLP76h2VTq+Z27Kh9WS34L7Hg+KzcrGLdWodpWC1U4aDuyCyze0bZSJyzdSyVc7Ue2q9B247/Fk0Jf853NwX49o9zYRn10gGpmjrzfINcd6vV8JtRGu36G3G04dBSDu6qJ8clzi/tRWQ8AbZN/BViln1imAzOHSsHVNIcNT88RdXYT/7NLtL1cucLayF4BrjvVsXVOo923uGqHcJN6SApaCJuLok2n/pCof9GkYnpqX2g8l4HjIbynPD4qdX98iGkktxmsmQtIxPDVv+q7FM+ZYchF2uotEvW+K7e79rKt6sKCMgc1sWjtdYKe7yPxW/F9g/DQvVelSfUb8AxT1tP8zeDdbAAAAAElFTkSuQmCC) 3 8, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 3 8, auto;}
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76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 3 8, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 8, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/UlEQVRYhc2XXWhTZxjHf61t0WzDso3mpGOW0xbtaC9GHDilSoduUGEbdPaDVcIKa3uhk05bUt3mMutcxbSE6sBmYKBrR4xanB0tk80JLeuEtd4I2moMyaZNyy6ijG4cL95dpOeY9+SkmxfK/nDIeZ/3/3y9H895klXrVEX47l8ATMfjWU5FEQAlhas4Mx3J4jEjG2DqXA1T1/pxKoqYutbP1Lmax+3XQA5A3QdjwBhT1/qpe6PtiTmX4FQUoWma0LfgSSH7STr7XwZgnPLB8k0CYCR8m9N/x6XT39zQaWzLV8HuLLPMDCuOLjMjR3ded/UyuUePQnAMwgg9iOaGTuFqaWJDparrCIBPjnYaRqLheYpK7Kl2BcCXA4cAuDIRARCZgmCwfJMQXV2ifqVi/OrOxy/NCE3TRCyaEPo4Fk0ITdMyPrFoQoxfmhHNDZ0GVx+bfWdDctmHgmMEP9rFUHBMIuiZdbm7cbU0UVRiR3HY9Kwk6DLFYaOoxI6rpYkud7dkJyPqVypCf/TszZnrGQ6ePG+5CrFoQgyePC/JzCthXgXjFtzMh6/vx7iZbx2gnkHo1ChbqqtQHLY0juKwsaW6itCp0TS9TPjXa9jl7kYtVg2Hsdi8NG+1FakcxWFDLVaNrXjkAAA2b6sCktnvbK2Xso/OXpe4isPGztZ6aRV0fcsAap2qqHWqoqRwFbn3xygpXEWtUxWJ2dMGKdMyhk6N0liwQnJmhVR9V0uTVB+yAULHqwld9LG+opXQRR+h49VpWaXiykQErydAY8EKABoLVuD1BCy3w6xvTiYHYP07w8Aw0/F41vqKVqMfiM8tSuRYbJ5oeJ4NlWqyMH33vTHX7mkygtO5ZsTnFtOSyUltOtprdkhXpO/D9yGvVFIc/+EylYnZNOO5S8GM/3rX0rFhD1id4ivHTD62dx+8sHQX7yRoOfGtNL//lcI0B1bzX1gEYrbd0dsjB+AdPpsFiGN798HCHzCTzDQankdxqKxZY6fh3WaDfzMfpiZ/AqDhpdckZ2/6Thrv0fDSdoz/DOvWQsHzdPT26P7S0V6zQ4iJSSGGR6QqqDct73W3CU3ThIhcNx5JPjwinIpi8PVqKIZHhJiYFKlbbVkH7uWV0tHbA31DrNZuGfK9nmRWz7y8mvbYp2l6ZvkvsRgAA/5A0k7fEB29PdzLKzU4GQvRkeA3ADxb9joD/gCAce2ySjWKnlPSdFLlerC7XAdRi1Xe3v25ZFdH2iGEZPOgFqti/9Zydrrq6XJ3E59b5MULUXIv+PH6P0sSE2FJz7tmSX7BTyPwW/XDa1xUYoet5Xg9Aak5sQwAIHI7AuVPARi1PDF7mtDHfeTeCafxJdlbRdQd3kO++3fUYlUq35HbcrFa9lvwwO1GcdjYvK0KtVglf209dYf3wNVbcCdhrXT1VtL52nrUYlX6Djxwu9Poy/7zOXKgX7R7mojPLRINzzPgD3DDudGYV4JthGp3G+O6MycAiDf4KJuelLg/tlXj9QQ4cKRV8plxCyB9uXRsX1fA6MwC8QYfoT99hvzVikXOV/gBuOHcyPZ1BcbcVt8YZRb2lg1g6bCI1AbUHMSJp1P+SVU8nNMxOrNgjK2a0mUDACjLC6A4DhENJw/jDYtAUjE6s2D5ngnLHsIel13Uds2wy3WQDZUPD5SVYbNMH6cG2OOyW3fF/wXmT/NymT7KKvwDrXy2c0PvDfEAAAAASUVORK5CYII=) 3 8, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 3 8, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur255656 2.1s linear infinite forwards;
}
