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15.625%,17.0875% {cursor:url(data:image/png;base64,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) 14 0, auto;}
17.1875%,18.65% {cursor:url(data:image/png;base64,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) 14 0, auto;}
18.75%,20.2125% {cursor:url(data:image/png;base64,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) 14 0, auto;}
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67.1875%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAMnElEQVR4nN2aS4xkyVWGvxNx81HZ1V1d09XVPd093WWmZzzMEllCLBBIIwTeWCAkHhYSRsiysDSClWUWs2BhIYEQQojHBjRsmAUSslggL1ghNhgLgTDDDLJnevpd5arqemZW5o2IwyIi7r1Z/SCrOq9n7CNd5ePejIxz4pz//OdEwAlENi99hfGZQ4JRXK+URxffkW9e6Z5kjB9Ykc3Vr+K6am6vqX3v02o/vKkcLakMl9//uOf2PCIzPfTRlVW9uvnA3Ltq7LCPmvhLteCv30YOBn+py9/7rZbn2oqYmZ5a9G/KZGDMQQ9VQPOPBbtxGT1z+IXWZtiyzGaAXvk52T8T36siAiICAjLugfF9WV/9uRbn2ZrMZAAt3DWZ9JBCkK5A10BPoGeQrkFGy9ALX2p7sm1IMdtjarRUdKJgQUKAIsGHEWTSQTvjtdZm2aLMZgDRQqxARxAr8VdWKiNIMKgJiy3OszWZzQAGQ2GQnoARsIIU0QBqAGNRIzN60ydLZg4BPKgH0ZgCVEAE6kyqP9wGEBWkkQKBmAWsgBiQWcf6ZMmsGBAXunnZHA4gP/QGIBgtgTIgVqL7u2SUINEpijAbp/iEyaweYEQE6cTAF5HIIEwEQgkC5gfTA2ZcNSWS/yfcCukeauThyu+w39/lsBizXtzj/cHX5jfVdmSmYohQePvhy0bUIGnV6ZiYCvuG4I9wZ78b0GDkP1fgHujCIfzECLb7X+f64S/I+oU/1cXx57F+QCj2xHffFd//xXD+3nbLOj5TZsYAHBCAIsW+VTSA+PiKKY3cWcV8t4fulPBhFz7qo7++9fNyZ+nP9Pz+l80Hq0hp0UHo68XRaljcWje7V18MS/c221Px2TJbCIgiVpCCGPe5EDIVB4iPPRgkhmji/U0LGwvo1b0vy50LyGYfhl3M7gL23goyWSy04/+oHdVmk5mBS13GgVgN4gU1Gk2YyBFDQV2ASajx4sBGAx7YiBdBIqHyIEc9tD++CWC2r6ypD+cp9QO9sr43XzWfLrMjtyTebyQhRwoBB0gAtYiTGA4ATsEpMjQooPvAWGMhFSJ/YGxgwV2jHIyCXe8TLNgSDgd7sj34DX1p8+/nqu0T5AQGUEQlrXbMCEZBvYJVcKk1aONtsqFGMcpkYhFDTaAECBbt716X4QuYWy/BSNGxRy8Nz+mNjb+TWxd+XNe2vjVfladldvKikfCoEsHQa1TeK/gAZQdCdAZCGtkAQxPDoTQVdlS5xxlAkd2z0biAqGBuD+D+stGzk7+Zm6ZPkdkNUClLVDBfHkCjMlNGSffGgI/3IgZQvYpP4Dkx9XgJO+TuAM6OXpuXok+TmYmQdGIJnMtgOpLcOY4imMgKOwa6NgZXJz3nE3/ItYPNOJL+3tv4WiUVRfYseGPkoxd+aa4aH5OZPUCrVVUoA4wT2k8UDSGuntOYBZyHicZnfAAn6CigRx5GIb4fK1omxBwKOglQ1t4jHmRnAYrwRjuqRzlBCICq1uktx3P+HBJVzpeV+vI2elDH1J0kmxqrCCIm1hm2+TtQZ8Hq6hz1fUxmzwKJ86vRqHw2RhXTMm2gzA1EwUk0YMiZJH6tAQh2Ov4z0mrEBu25lfmp+7jMbgDbKIaqVU+tgkcLMOyB+FguF+nZoLAvsNVDS0UsMXdaUC9JcVuDp0shkI0xNrCkL8xT4eNShYA8uPgVxoND1Ci+X8repXfkW1frfb+82lkxjZPVUpExyFAjHpQpllO+l/sd7L+ejf3EnolXx8T2ui8wG5dij9EkcKwAkphZbDjXpgEKALl34au6svP75u4VjA7QM74I5zd+hR+d/Bjw6coAuSwmGQNAtfJ2mj1CF1dVXDSKjCKPEK+xmToRKA2SPIeSCgh1EpBS4VDAhkGbBjDyXyurenH3a+a9F5HNHkzAHBbY25fRzvhVeXTxLwAoiche5pVOr2OFo0ZWKMOxnB+vqpUgdWcZUwNh3m/E5Na7ROywod+qAXQ5vMlwwchuN9P9uKJeMHcvo2cOvhCfJMa2oc7lhhTXRDfOLmwa/YIitdEbnp3BTiqvSqVGdn9JnacZ2xXPIwUL7nOytTCVwoTU9j7sgPi4Apm5mfScIa6yn17piBORK6jT6MrOR9BzCibEJqoBLUnps+YRaPQeDYqioFWwtSKGrrsm+93aAJVSMWXJ/nkAhKR8cmGtOsQ1v087BtF6hUTvsIAx0bVNWtVGPRCHiB5SGVdjTdH++kMBaig1sbgEWkLN+kYFLKfVUq1K4cgFUp8gYYJkJhj0WKxH5bHEkGheKQ+pTxYsqDHDNiuntgxgtFCJaaguY6XeC3AGuXMtrY7U8UEySCYtpN+LiRq4ZJSJwsSjR6l73I3KiovG0bzJmj3PpU3YMlHslkOg4KhjODRxxZ1GJM+01it2fYCqIindSXb1EJkdnjjZqjaIKQ2TbGEB2wTE9H1mIJk9ak2AJHuAUQi4Ng1g2O/9tb6+u61WKzSvXNOkV6nfT6f8VAwYGtVe+o3LpAhwAZ0EdJJW1+WyusabTJU1aD07q6DSsgHWNt8Ubzf0xmiahaWcmJJUnceVONlc96fmSATNxsjNwsg3FJ2qIaYvSf0FDRozTi+AMzvtGgDgsPMzen441MVxo/ERJytZQRfidpinBsOG22pIRskKWQFrUhaoK8Oqp2iaV10JSgJNtQJnPDj7sHUD6Mvrd2W398VwbWeiEsAlZcqYGfJKayDW977BCJNr17W81jm9TH0BF+9LyjSass50KNQhIJlF9h04brVuAABd2/hbGfb+Iaw9uquiebNrukavcEGqHWIxMd9L8/sMfs1Ul7BETNpbbI6ZOUFih5pAURc8eNPqOcTphkiQXwaMXhg1SBFVeqriPa9c9o5SUZ+qwHy5euXjFZlh9d2k0VFqeE88hAEqCksjKOXr3zcD6LWNwLD7s7q8P9EzCXybHL4qh2kwR2pefzyuMxlqZBNNV2aRGTfzcCmvwLIHbxw3H73bku7AE1pievXBtznov+WvbA81E5rsBTlWvVarqfnK7fEMgo8RuMZfSVZYa1p8nPStlnDQvT1fdR+XJ/YE9cWHfyCT7r/ry7vvYhJPl3p2U3MNWu8F5FZ4s7uT3X6SADHV/DJWmJBe42dJgClO4cIYRsW/tKo9z2qKjsxn1bgrYXkYGxW5WVGG1AsIkf2Vif/nuE/PTBVWFV6E2iAu5fqQFA610VQDemGIHMk7H5sB9PrDAxl1f1Vf2XC64qZz92Punb/QlNPNNKvMewSFqTu+eazOdHGkHYEbDrwZ6iu735i/ytPyzLa4Xt34BkHeCDe3UBR1cTNUvIJLvfvcFfahzuku1S+ZBT6B8VUnzvJOk6cCVV0bIjv9f2xL6ab8//sCvck/0xsHlmpKHotAjW3wJp/P2SFDeZMaG4ja50Go8cI3xukGdPUAhvZ356Pis2WmjRHZWvrz8PpmLE4ymUlpTiuAlOnREgZoXt0ScCTGSIz1Zt/QJzp9YwR7vfv6yqPvzFXTp8hsp8Uvb72JMw/15kFVMmsZkLydVfoEbByrJaipc8jFUIjeA9FAGltfOSXq9SHsd99uUecpmXlrTLb7n9Vr2yGcLeuO8BTTa2QAl3z/OGHKabLMWYCqpsApWng4N4KR/OHcNX2KzL45+qmt/5DvnX1bP7OFFppa2jTQnnSI2tDc34sZQer6wJpUHwiaKkXJh69vlHDQ3+C1nVZL4Kac6HSnXtn5TZQ91sYxZl1C/Oz+1e5wgwTlEHCklfZTnEEyLxgrXB7BfvFP7aj6ZDnx8VbZ6b6tNw4axRGNVKd1KoS6Ojz+b42OcCr8UKPo6iGM7J+cVpnTyMnP946Lt1g6CvpCSBshTJfKuTs6xQSTgfJZwxASANa9Vy45KO0Rr+58c27azSAnNoC+sr3Hbv8DXho/BoLNsnaqJZaNQfNziDV/zgTnPBwVG/NTbTY53QnvibmlAzdd/VUrS60sPJ4Fcvx7In5kfOg7mMj3/cToqQwgpfmAJTddF1R7AkSC5GpvqHaPmxgw5SGKDjw4c/eUepxaTmUAHZm3WBkF/VT5BA/Qp7g7U3y/uk/q/ixPwMl7z6HLqeR0IfDazga3zvy2/tQ2+pkR2tXpThHNTRGJe4PHmx7pvfYVfWMfev6Ikf2959TnxPJ8G2/vn/01VsZ/zKJb4X8X4L8tfAfkAeiRIgMD/XgqRHqRAGkXuAj8SImuHcHlI9jqvcdW9yd5fe9jOzX+fPLtxZ/mdu/feGT3KVFGoty3yh2r3CmUOx3lflfZs4pHGRvPVnedDxf/iv859+rHOfX/A6dgk3gMYxJDAAAAAElFTkSuQmCC) 14 0, auto;}
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98.4375%,99.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
}
div.testarea{
animation:rwdcur226959 4.2666666666667s linear infinite forwards;
}
