@keyframes rwdcur27186 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHElEQVRYhcWWS28TVxiG3zmem8d3O7Edx3aAXKAhpBAQSMiUSJSUNGSD5KpqS+myasUv6CYbfkDVZRddVOomraoqjZAgEi4kqKlICBelFEJxTOLEiWOPxzP2eDyX7ioWTYUmafruzuI855G+T9/5gB3k0tvHP7gycuzTnTDITi4H+Npln6Cd/18EhgcH4x6+eToo6MnBwUF+zwVAqcmOCPF2ROkBjqr17LlAQKDcTqZpFsqm1KQcxT0XcNPK5WzBJJEg7U24Gqk9FzBMEuzvjuBQ0kt6Wtc+T6fTtli0XYGDSc9GNFBDpcZgecs/P/7TuAkA6fTF2H4vd7IqqbnI+OTCGGDuusDw8DBrmVLP/FMJHmcFLzehjY2NkbiffBVvC79HWUZLrSqpy72d34/ce351cnJS3FWBarUqZFdzB84OxBBvcWB28dmliKCz/Yf7PgOhoKkqQAifdNAfnYdlTk7iynYsW3Wbnp4WuxOuDRdnYKOswWCTWn9X8uO2sojE8ir2PfoDHtoBjmXhDwQujI6OtuyqwJkzZ6LPX67GsmsVMDQNWdUPOF2uYKg1gmiTQvjpMgRCwLI0GIbmLctit2PZKoHbDX2/J4DKlgTKQ3DIr/5pmUaM7T/sx9EjEPu7YCpV0JIBqVLNy7Ks2RJIpVL+6elp8dy5c0EAtGEYpRDd6EtwWl+52jQhKLjzWMbpzu6u3OLCb62xeJ/HLfglApimCUWp1568WPsik8lsO6ioVw/vnD2ZIobeS3j2Nm+IV3myOeTg2r/jiPhuvaFHSzKbbRWUgYE2jyD49+FZaRMxzkJHvBOPFu+X2rrfEsKdvbzbLWB1s4TFR/Pag4dzDxMRj5psT/xYKGu5at1cz1aYhUwmIwMAdeHsifd5q3zZLxhRn7PeRYjldRAied2cl2McqMg1hHwe1NQG8oUyDoY78PtKCclwFJ1hJzjWgQU5hHr+DiiliEDbKYQ9PKYe/4IjnQFEW4IQnD60R3woV2SUxE2A+Jdym8bSkzV2guZoMxh0skGfAJ7A8noFBixjeUVZh9vJwOcJoKwAAucAw5uoqiYoWsBcvolWpwbaYSFCDBQdBLF4Ar4AjZIq482eMA4lebA0IKsSsiuyyNKmv1w1i0rDKOkmJVmgS3+XYHT0uIA63+9i9N6AqxmFURvhWBJ18fSiIhePAhStNRuk3RM3KyqnR/1cXKlV8XRLQX8LEOK28GDDQKnhWuiKVQ8srYcWQkH3TZej+GFB9Nxdr4W/dHPKiVKDXbhxa3b+H3vg1aTTaZLP54WZmRl5aOh02DCcuqZpxLIs/ViYevtkgvv2yVqWd3Ac1LK8wTrD115K1sqSzN3oiZHki01HPpPJiMPDp7zXr89Kr9WEr5tPLqYG40LhZlfUS0uagXJxPX9H7Htjampq24e2i605UDA8d+WN3K8NayNFaAqKboFT1b37DXVdamnxYl9X3AETLqwUNL/BWGEA234628WWNV9SRUl13tuSmqipdXQlIyLjZkp2WLYEJubmaiaY+wzNo6MtCLHGrUxMbD/tdl1gJJXyB7j8Fa9goigBha1acGhoSLDDcti59CyXU9uiHZ1uTjtlmgZ0i/v5mx9mxu2wbO+EJgl+TQiR20IcqnVm1i7HtgBLN3ucrOWuKBZKimUXY19AMUi2UNalLbEEiyL5PRe4cWt2Xod3nqJc65WqMG2XY3stB0BqDUOqq8ztiX9ZOP5LAXNDDV9j0fTugIG/AD24LKIDEmOXAAAAAElFTkSuQmCC) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFF0lEQVRYhb2XS2hcVRjH//f9mDt37mQeSaadPBoSNfahSV9pq4TGlqaVisWIhVIX0o3iWrpScOHKhQtxJQgiKIpSMS1qKwNFNBKwWNomNW0mySSZzGQmk3vv3LmvOddVXPVBb0u+1d2cHz++8z/nfJfBY9Tp4/tOPdXTkb01U7gTlsE+jkAqYp2jYRMAv4Rl0GEXjo7uU7tb8VxaY/oGBwflTRdwHFoplNZFx6MsURRDc0IvFJve4WRM0Hb18Du7Y+Zrmy7QHoe2o0cDRbEQGCr0FoQOYbvm7ppdrCIIeGI4iflNFRgeHtaKxevHmWaA/dvj9PRi5S0APwHA2NjLmW5V2Gvo9nzrt+PXPgDIExdgWZakUhn3wE4eiiwhaBa3njw5kn7lxUPvZ9sSrxOOTTb0dXuuv+e7E5N33h0fH6/djxUqA5cvX9a3JrkZ07IwPVfC1LJ24ciBoTcGejvf7ssvJWMcB0nTxI7O7Jkju7d98iAWE0ZgaGgow9qzHybjihRTW7BSCwZGjx07oaaSTGK5DO36FKzODDwAhATtTU794vbt29a9WKE6IAiCnm4RVhOqB4kX0ARXiEiylUylIB/ah2jdBm87YFkGHMeKQRDw92OFPoYRn5cn/l6DVy1C9fL9ge9qLfEEhL5e6OdOg7QmwTEs9HVjyTRN936ch4ZwdHh4q5Iql8rlFOF5tyVKaKVLdQdUQfB9SsbVm7NI8MjP3rg2n8xkD6iKzBtBE3QQwGrY1q25lfdyudzq/fjUxseRgwczVBD4jBA8LQeld3ieX3IDcVrB3HkviE01PJoIbKNfpGmbc2pbvYBlh57p4OfZHmQijN7FlMgC2aK1926HEolgoVzF1d//9M3K1MVtnV35ypqBFoW/MVvhcl6T0r//+WoRAKhXX9pzioP7vEQXz0YkRpSFphiLCGrNdECBoKMtgZWqAd+3wbEiskocuRtFLFsizg4qEOUW+MSH5zXgkzIIsw0Sy+Gv/B9oNl3s3j6A/p4sKmtVUEEdhgWrZhhu2YhM/lMQPmPdJmUrcjAg0hElHedYw7JUyxXQlpSgmw5qpovWhIqlVRaGA6wzAY7u3QsSsGgYRdDWMq7MU+iJuuhLS4hrFJZNA0f2tMO0XIhSAMvIg3g2aiZddX3KdxzXXzOlKk0F5P8tOHr0QJrxocR4f5imnD0p2RdBe5rr6IeisuS7rkWvmYT0pTvozi3d9sTN6bZri2X+zO4spkoNtIk69CA6VTWL4oqpTr6wM6pV1ir9s5W2j1ujXnvFbCTLVvxTC3IeADZyQeEhNTIykgbg865LV3ieRAH0RazDCWb185LpqFmNRmtUMueNyEeFuvxj3qKLuVxudWxsSKzXBe3ixVzxQfyHCtyr3hw9vC0bW/yqN63sn1kqgyF+YaKRffbSpQn9UVmh3oKi6VmBX8ownAeP8/Bv0WZdWgnFCnURFarVasNTZ0BZ2JKKY19/CxFF54Gv3hMV6OqKy6lEVGttUZCMq3A8hrZtIRQrVNtInVWadC1DfAt3FhxIgkDUMCCE7MClXK5QarSfr5oKaU/IIOB/++HKleqmCQCAwAR+TBHpSCSOoi4+cvo3KvRMyKK+gzR1TOc96EZUDMsJ3YHFuvrN3AosWaAQMMqFTRfgKX5JiUi2LPJkzQ42dyoGACISut5o+HMrWC2ZbCEsJ9RMCAB37y4YvV3dW2SRK389PvllWM5j/R3bTenXQo0OdQNu1H/rIC88O35pjQAAAABJRU5ErkJggg==) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJUlEQVRYhb2XTWwUdRiHf/O5M7Oz09nt7na7/cKlUCi1BoItUDQLylegQkjg4MGL8eBX4kGvSoyJBy9ePJiYcLInYxBSAwhxQWyxKUUJJVjbUpduW7rb3dnZmd3Z+fRgMDGxJk6x72ku88yT9zf/d96hsIY6caj/ZO+m9rbJ6fkZvwx6LQJb485rNFUzAVz2yyD93ngknW6FW9pVq1UTfhlrEghQ1Z0MZcudSfQcfqG/1y/HdwQcT7JbOiKwHUtwbSe+7gKJECRVN6HXTIWipFm/HN8RlNXK4FKxhq42Rm4Vlz8Azvhi+e0AGeLNRH+3jMaGIERmas/u3ZfY0VEYp04dS7ZLgb5qzcg2DQ3/fAZw/w8Bd0t7VKnXFczkXCyo0aHR0VHji08//Kw9Ip9mrHq0BNfIbtr41dHxmbeHh4eV1UCUn6cfODCQZM2Zj2yX4yMSj7vTC+U3Xn9n645ntr4ru54gzz2E3pKgBZ7vjQbJ5MVrY+dWY/nKzbIYl6Vd9G4U0BAKojHStH97d+r9UFCAzDJIjN9F2HHABljI4fDhwcHB6GosXxEwjEVSRJ3MPtIQYBgslOl5jhdaY7GYKIICGZYhl8pQIzIYhuY8z2OfqECtRtBqKWhWeBLhGIenw4bs2SYbDjeCjMbx6K1XoJdWQKsa1HJlQdM007fAiXRaPpfJKAcPPt9qmuRSjDF7tkeV91aKJMtYKq5N1mGb1NLkxPi9WLJthyQKsmZbcB0Pul7TpuYWPs5kMoXV+MTji/7+fommaTFI1dKE50kMQxghqnxc4u1u3RLPUW75tEeKI4Jn9pFOpXM6r+Dk9g6siNtAEBTo4vSs3NKTiG/cJoRCQSzki5i4NWbevzc215XquM7xwq8V3dR0i7k5rwmzV65cUQGA2Ldn58kgVXq1JWz2sqQhSEE6YpgePNdCqiUIVSdQNUwEAjyW8ivoirfjl2wFVYfHvqc8NEaaIUeaUddLyOZzcCBAYAK4PT+BbakkGJpGayIKKUhjfnERtktXHZdU72W9O6U69w0dCFBGiBVIKdRge3aRczwSLXEeqlZFUXURDTegbmlwPAFiyAPD8ji+awOsuol8IYeKuohvJ39HM0e4vZ0pMkjVMFesYHePgKYIgZKq41HBhGlQ0Gs1LCkBNcAQ1XyZKZoein9FkE6nxXDATjGw+2TO7GIoU/bccjoscjAt26jXlR7TJtU2uYV1Iam3Z6YiJEXTJ57twvnbD5AMrBQcgkPZabhIksqeVFvyclujvX/it9psToueDQVsUa3RSqHOXacoyshkMtrf3oF/qoGBATFiGG6BZV2J97otkAXaI6OHNktvFvLZY2q1Eu9uYpAr1quCIHx9a0X+vGTzNyWKipy/enX5yJF+KZvVjMnJyVVPwb8KrFYvH3qur4ld+DIV4zrL1RIMwzF/UjoGvsuMjf9Xlq9JOHTph7FlixzJmwoqJA8nGDIsCEt+WL4EDu8b2Ey7+RfDIRekp4MmSpLMmKuO2ycucPH7H6d0t31I0Wls2RBHcyxxh/EEX0uJL4Gje/fKcVF7qTX254jP5SuswZfsdRMYvnFDKWnudEmtILu4gkZJ8r3a+V7JKl70rG7yaG+OwCGEmxcu3KquqwBHuWyDQMJxaUzlrHm/HN+tcx1X1qoadAOwLDnnl+O7A8t1cWhZFaeCPOsSNDe17gI0TaMh6EmGzc8+KAdG1l0gk8kohQp9/+GyPfH4w+Kn1vR3XDQinxAE5ev8P64/AGmEPNs6vUCBAAAAAElFTkSuQmCC) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27186 1.3333333333333s linear infinite forwards;
}
