@keyframes rwdcur194147 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 8 1, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACxklEQVRYhe2Wz0sUYRjHP7M7zk66betsa5qmGRoiEVYUQR2iDh0SBKlTQpBE+Ad07BpEdIkULCuirQ72y8qFiLrUIToFHTToBxJmrbqr7q67s+76dFhaKsKZyQE79D3NvDzzPJ95nu+878C/ruiDRrlw3pAVKT54MyQiV+TZkzrpPe9fGYjbN8IiInK515B7g+WuQ3isAkSyTH9rZ9tOg+mY7nZ9e4oMFLsweDMkQ/cqVmYUL541ycjbNjl3ptJVAMsR/NDoaJyWLdfY2OAhctU9QypOgqNDNdKyeROPoyOY8ylOnc45ev5Pst0BgHQqR2NLJw0NKhUBlcHI8v3gCGB21uTh3bO0bW2jTNVZKOS53q8uC8IWQOSqX0REunuSpOczrKsNsL7OQywGRq13WRCWMxSRUvI7t9aCZEHR2bVzB/XNJ4DDRIf9TI2bHDuZd+wJ1Soger+W/GKenFkAoDwI8ZhBffNtwCjFBcM+IO+0/tIjGOjzi65CckYwMx7MjIexD4LCxE/FH7Fn9wEA/martmzZQJ9funuSv62FStd7921gfGyWRHwSr0/oPDLvaAy2giMD4dKbHe2OldafP6olnjTJZTV0XSFjzuHThCNdadsQtgOfPwlLLpcjHs+yuBAAoKaqjI+fsxhBHX1VMS4x4wzC9j6w/+Ckomka1dUBylcXwJNhYmqOYFBB9RXN59UKdtM5B/gBARAKaXQdTymzCdB83lLxQs5LRUUVsW/2bbDsvRyKZ0QmpVBXs5rte1q5dPEpayqh63jKMr8rAACvX7bKuqo6CouLfBobJbuQ4FC7tQ8cjWAphasDjH/9xMi7N2iqjpn2MfzY+rByDaCx6ZUyOfWFUMjAW6bg9apQWGX5nGsAAB2daeX9aILCgmBUFj/V4aG1S3bBVYBixswvt4c6plzzmW1d6w+szI/rf/3X3+g7RrAIFw7WXM0AAAAASUVORK5CYII=) 8 1, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+ElEQVRYhe2WyWsTcRTHP5NtRrOaWKNiMaJgKl3U3pSqB/HicnC5CN4CXnr2T/AiBbF6KBRESiliU7CpoEWkXhQRoe6CSGPrFnfTaGeSTp+HMa0Vm05qJB78nmZ57/u+fN+b9xv413G5f62cOhGWqhTv742IyJBcG6yV9jZ/dUT0nKsREZHO05G/IsAxX8BkQQcSNDQHqZoLXZ1hERHpOVcjF/sWV0fE/TvNcn94g5w5uaSiAuZtQRG3bqapb0oSrXHQ1VmlVgz2r5JHw5sq6oJtBwBGRyeoazpGtMbB2Y5ARUSUJaA2BqlkK+vjMUxclahvj2UgFZE3z2EsDb6QQf3mrYyMpGlv80soCEcS48pCBZRMvDIQkbH0zL2hj7Mu7mcsbRCP1zKSzmDoCqomHEl8XJCIOVvQ2x0RQ7eut7VsxukuEAipGDosX63y9NlLDF3h24TwOrNgA+Z2oO/CUhHyPHmoYMoUmsfz27gV0TyvMx7CQUi0fihbyZwJvd0RCfgXAXB7+CvbdyyafmeaVtqtG5ZFDqWAMekkGnaULWLOIdQCkM1OoKkqzQ0a14cmiNdnybzwAtC40ceWFhXTVLh9s8DKqInLWX4rSmYMpCKiZ0FTVQDuPvhKvDGHy+li0pxEdS8G4FPGPZ1T7jCW3AN5XUELgG4YADTVe3lyzzerOHhwOS2BLreT810ry1pQJQXsP/ReGf/oYGw0N0vEs8chzKk84GHKAK8/j8upomlewuFgOfVLt6CIwavLJJsxAasdhiMDgOoOAaBnIRhaxro1MWJ1uy1ipdUWt61VvGvnW2U8V0BTVfYcfKW8e1Hkzk/HfPn8llhdB+DmUvK4HVpLqO3IX5Dsc4o1Bx70rPXswOGjpJId7Dto/1Nc+AoDOk/7xBeCgq7gDarkDZ3cZ2sg7e6Dsk7DX5FozSkFXWFJFIQ8brVIp9rm+CMHihhI+WXK8OD4UffN86ILr+blr4iAogiYOS/27LXXgsr8VfwEu4X/4z+K+A7OJxTyLIVeIAAAAABJRU5ErkJggg==) 8 1, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADE0lEQVRYhe2WTWgUZxjHf+/M7GSyazYr0bquiabFS0VEEFt6CVRT7EE8eRIVQUWQXmsvvbYHi0cRTARRL1VsqbEk2gStJwUFPxBEo7t+5YMkG9xk4+zMzjwekjVqBOeNxvXg/zbwzPP85v+885+BT12XL30jf/w2T6oy/OSJBhFpk4s9y6oHcaK9QURE2g8m5gTAeGdBrAzsYO13y6i6C8fa6qTtoF0diFtX10j23swD2d21UM50xGYN9c4VVHTlWpbm5T0saTSpuNDdsUDEc6iVNMfa6mYFoXSKO/9Jy+rVK7h98ybrNw4BWc6dX0nv7RoSiTIhHjv3lLR6RnYAYGzMJ730z6mrHgBEFPNqXUwDpGyx/3dDy4nItN0dC2T9xgvARSDDkUO7aG4yGRgU5qdL9D+cnLtz7zhKqch9LR1aOM3RwwdIJGxGR32eT/jUxWtfq+j8O6nVMRJAUNwmRjzF8fYDrPy6GSdu47k5+gdLwHPG78ZoXq7I3vXo6w8/PMCpkx2UA5OvvswAcON6DjcQFi+qmYLw8XxTa3BFkQ5hQ0MdmUySvoFhso/6CCjMqLl/J6AcBJiWofVKRn4LnjwdRowS675vofeeRba3+NIFkRgAmSaT4WEh0NhCpBX8sOmx+q+rUVo3/AL8hGHFMd7CXj8fft4yPjc50LphP/AtsIOWlsU0ZaZvzaQNUimPJw/0w1AjiIrk8/v4/9J5xCvwxSKHuBPMqOrq1PtiRs4BpXar7q6Fgi8MDApuIMQdCMXD80IUk+dA1wWtKG79cUjl+kLcQLANH8uc5LdtA9OabvXv2eguaCYhOKbCdiAILIpFj5hp45ZcAEzLIJGweTZSjtxPywGArbtGlOdC4E8Os50psBqHoSHt59EHqEAkU1AohORyIemmGgDKQUjhmcvE+Bw6UNGmzSMqn4cVqxQTBUUyBY2Z6QSKeg5mDQCw79dRlR/0SaRKuC44tTbJegfTMhjpj5ZH+kt7Q9t3jymAs2dsmShohSDwng68qtCbHh4z7ZdgH1V/na6vzi/7Z72PXgDiNTixdiGLugAAAABJRU5ErkJggg==) 8 1, auto;}
70%,72.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3klEQVRYhe2Wz0sVURTHP3femzfvqTOlDpZGQdIyAov+AmlRELSp3SsICyJaBbVp6yKKFkYG9RJMI/qBFSFGRW6ivQkRBBH0g8xnOe+pb8bxvdNiUvvtXCts4Xd3L3e+58O555w78L/ryWCLdJx2ZEmC912rFZEueXR/nZxqr14aiJ5cvYiI9Fy0/wmAsdCBIAjIv9/BxpY1nDlZtTRZ6LpQJyIiV7sduZwzlwbi8WCzvHyxVb7PQn+fKyIit++Y0tmhX6wLXsGsnj/zWL/hIY2rk+Q6oyz097liJoXenMOqBlc3NgBK53B/nyubt2xieGiIbTvzX/aasEzh4/gkAMWi0HZ4IrZvUgdgJF9heGjomz2lQsY9mPQVptIvj9gAD2+50rprdG59vcdhT7ZAKZzg9TuDtU1V+H6gDRC7BmbVm3N4cNdlT7YAwHi+GgDfDwimBSul0JkZsTPQumuU7vM17Dv0FGim95JLEIBhhjg1Gcqhj2ZJ6QEopZTIoABc6nSxLEhZBZSkKZXTjBZ9aldCsaSwq8zYAFrIuXP1AvOBRfkRQMkBwEh4TJcN7IyASpFtG1vQX6sLpkohR47uBc4CcOVymgQKO1Wk6Nl8yBs0uBWyB/5RGx456n21GmBFbYqRNyXsmjRGIkq7zgzQBojqQASOMXjvJr5nYZkwNq5IJaDBrQMKOpb6ZeuXtsvA7afMzAR4BWGFo8jYZd6/DQEwTIP9BwuxfbXnQDozoCYmfQAsC/wgavnVa6IrqIQVLT9tAIC0peYCA3zKG4gxg2FGdnduxB9EiwLYnc3/kGKLFJWwgm0rMivj2y4KAJjr8bq6iMXzFGBRriQZeRX/GhYNMAsxNTm/bmxUmIkEEP1LxvHQasOfyUwIYbLCi5flub21TYBMx/pe//X4hU61V8uMpDC+JLVpVQSQPVD8bYy/BgDQcdqRkj//EB0/sfBb8Ec18DNl0mHs4MtaFsBnDVMbdfA6eyAAAAAASUVORK5CYII=) 8 1, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe2Wy28bVRjFf9f2eBzH9thxMA1QSiPUqg8lQCU2IFqxCAKJFagbhAQo3qBULBCb/gFFqCobKjZFiWhAQlFhwVMUaKiQui8BodBUgUZNXNTEHjuxPZ7Hx2JiJSW1YwdH7aJnM+/vnHu+O+deuNtxafIx+eBUQu4I+ecTaRH5UC5eeEROnojeGRHjoz0iIjL+UULOTWgdFxHY7IVq2eavmWd48ql+rs1qneZHtfLS6Jm0vD58k8/OJlguVciOOLf97vw3hhQKIbp0yOVqZEdKm9ZvSQDA+a/75IlDBxgbu8Q7x8vq1me9ks/XKJoCEsKqlShXkqQMl+yxfFOOTVtQx9+zVdI7xti1q4vTp0JSJx4f7RGrKhQLwdUhldDDcVKGS//uNGdOx5vOm5YdAPjqXFqeGxrix8nvuT5nY6TCmPkaSAg9UiZ3I060y0MPC/2701z+fYl4VJq60LIDABULtPghrl8THMfvdSwOeqSMVY2SMlweH+xj/74H+GN6ideGDwLw/nuNf+FQOwKOvrKoJnhXAFxXUSjYGD2Kqakw+w+6ZIydTP4yx/33CTszTks12xJQF/HTD71SNoVwQCMUVzx9GP78zaJW9skThmJqRuPBq7P4YhvXa6sFdfjkUPP8a8eGfEGnaPrkV2bASMDFnxc4MvQQybjeWQFBTVh2/DkxP+cRWs2n/r06V2Zgzx6NYEjI9CaYX1hoWqvtFgBULEUgoOFiEwjC1ekaqaQAOvsOaMzP2SRTGrquOHzkZmdyYD1eOrqoPM/ecL+QF0wTumMQCIJlCZ9+3NM0B7YkAODGQg0Az914j4CGZzsEgqCFmkfNlgW8+dZazru2YLvgrl8iAn53LUuYONvXmRz4L8wlj0h34xFqSied6Saz42Hg9pNxyw4AZI/lVbXsz4X66FeKNrEo6LpiYOBRnn3+BSorZsMa/0sAQHakpCIRRdBfn1CsWb938A0ufPct06uBtC0CAF4dLqpU0ic3jLUI/mTsbVZq/5DLVbdXAIBjKwzDIaz7o8dzSKchEg4zOGA0/K6t5bhVfPlFQpSnEYtFsB0/ry//am7YyEAHHViPyop/XF5es76RC9viAPibl/r5iy8vbhtPQ2y2FbuHe7hr8C+DKEiJxxr2bwAAAABJRU5ErkJggg==) 8 1, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe2VzWsdVRjGf2e+zpnmfqQ3bVMCQgWVYtGNChbUhSgupBS1cWGiLbR+LPwXXCiuREGkWEID8SO6MKabumoURAXpP+BCWiippanee0nu58yZZF4X09i0ubdJbm+pizyrYeac53nmed/3HPi/47efHpVPPxqQeyL+zZcFEXlffj53370zMT05JCIiUxMFOTPr992Es9ECbSx//vEkB5++n/mLQb/1UZtZNDkxJMffKvPtV0WQNmPHko77Tp/MCYDnOywnKW++29iQf1MGAM6dHZHHHj/A56d+570PbiY+faokxrfsKGhatRgA19c069nz4KBidLzeUWvDEqyiXI0p7f2E/Q9pPvs464WpiYLMTOdl724Hx3eI2gkDuy1RBM16TOB6BK4HdC/dpg28drSifph9lsOHX6AdB8x+NySlUsrFS5p6UwgHI2qLHpXLmVhoNK7v8sY7U8RRd95NGwCoNS1+bh8PPGgwocIzBoD5ywqxGs+1hEYTGk1hl6UdxUB4W84tGRg7WlNnZiZ4+aUjAOSKioPPKJ54SohbAc2WkC/GXLkWsVQWMn/nAZiZzncc4S0ZAHjl1Yqam5slV7zRU57jkCZgdIFicScjw9m3+b/gl19PMnb8Q+Kocx9s2QCAdKlpbsBi4xVKw4ZL87D/gKK8kHL16hfXy7EeXi8GnEJC3PCp1zxMqPD9hOF9WcK2bfFdePiRLAU/sIyMnO867j0lsLjgsVQVfCfbroI0I/MynXpDMEZjjMZpeZz9flfXI7wnA6PjFWWMwtUCTvLf+3RZMHmhUBKCMEXqK5lBu9KVqycDAHoH4CQEYdorBbCFo7gT5n4sCri3XRP/Lah8tubFQ+V1ej0nsBGiRYd/rij0HkUaQ9p5CO7MwPPPLd3yRzdqHUWC70K7apC0D3dBdxNVZdvOGvEVosWMtlwRrBViG3PoyPr44Q57YC2+nsyJMZpGM8F3fcIC5HOKperqBNqOV3LfeuD1Ew0FlsBArbXMtYVlLlxI0IFGBxrfzXXc17cE1mJ6ckjaiaCcjH7PTo21gmAZHa/cpHnXpmAtrM3KcKs43KUEIEshut6XJ95eL7yNbWxjFf8CT5AsdZYdWtQAAAAASUVORK5CYII=) 8 1, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
}
div.testarea{
animation:rwdcur194147 2s linear infinite forwards;
}
