@keyframes rwdcur172259 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYUlEQVRYha3XS48VaRkH8F9dzoXTh+4Gmobp4XIkPWZGkEGDlxFHE5kYY3QzcWsyX8CVWxe18Vv4BYyLceNGTVCDDHNBIoLASLCFTAvSnqEPfU6fS11cVDUy2iOncZ6kUqmq5/J/n+d5/+9TgSmkSDoxTuIYrAw2fzbXZM/xiY0/N2yMcwcbu17Fe0GyMpzG55aE0ygFyUqKVQwRdjd4NMppZtqneq52N1Tf6zsJPjWACsQ9XMCN9fFEGmREKRstM7V4S22wUwDx01U+AqKL7s/fmLE7bpON3L1GrVxGt8rUjmTqDGxJkXT2ztVj+09OmMSKINOqgd5OfT0TACzWIuTYaGrEkfu9CNo7dVQknWcCsDrYjBhF1CcOLLMrjqBVJJ2pAxdJp4X5ZwGQfzjKaI2JM+qZL788hhexWG3Zp0lbtWMeKxdJJ3ziOQ2SlfxjjGfjmGsX2VNrWvoUv74Yea0jxjzGRdIZBMnKeDvjCuDjuGH1soVZtKprtkg6zW2MIT28h7VHkaVljJgpt0Gs7IymbcpRJJ1mkXRmq9U/znxcBXqSQNpKxlsukk6KO7gSJCvdIFlRJJ3xsX28f790c+k69XI9p5Vl+INyR6zgYRV80b+btF4BuIc8xhcxrgLF+Ezl7LPYwNsIi6TzTqXXHOapV15BRhTU1MIQalWAY7ii7IchFn2Ub9Iq2/Poxliu0tbGWnWfq1C2q5K0K6MBhoNxafHuuch8PfTcbKDyc7PS2UrxNyvbQQVKVaZh5bcbPPjRgaKuZnZ55Ma1sX31JkWoGQV2H0Br4uqfMkE8sjboW5qd8cI30GtZuRhqhqGDRyKP7uU2J9xcm1gbZOKQ756pufDHCUVkbTwwycgyJnl5vfG9vrjVzA3HExq8+NXUh5eIopQiLPMQc+JL3L7ccHyhYeELVSHQOY0sZyPwcJONUaEZhxox3/5KRiu3uDuyfHrsvbcYp1XwjNfO9mkTbPx4bzHzEhoZcUqtTzZD2Keg9/ac2VMR6zUGERkWJgxD7oQc4s6VXG/E+mbuzOdC6nnJEzXlgdXsk8+49XtGKce/1ifi8jniQkaQuv5b4ohaTOfVPjl3zzNX54ML5b39POYzt98KHTsZ8lzZiEdOhMyktMf0IlcusD5i9SEbYwaTGT/4ft+Ve7z+LTya8Yvf9C3NEbcP1Rmkbj1goq8W85c32ZzQqrHYSs026G5Guje5+2jizOeb5IW1mwFYOJERoJ5au56aa8Uejji8LzVOkTUY971+FuMZvzvfcL/XN8kIiqSzVHVpbzv2q5hrb/U4i86DdPNX+49Eun8NTbJcb1x4Yb7xQ/yy2kmDIFnpPeGj/nHMGAfJyup2H7akOuP/UTlq4nSehvRjzYg9jUgo21JfUpJQ9z98bBucnR/HixjWIhS51kxsmBa6w4xyJGuj9b8CPjOAitsXMMiC3Or9jGjs/e7EPzdzStbc8VCyk5GsVQU4PByFamHA/pGX28hD1uRKhljbCYCpMlAknbpy9UNcF+RiYRl4NmPXhPLgua3k+k8OQJX6lvK8gBtrw4mFoyNCVq/WvHsp2lJfVO6UTw6Askyh8hABH/QyYtZuhRShVhzCwepzc8qpaGoAW5Kr5v7vfB11Fg6xdLTkduXKN5Ql+K9h5v8BkD9x1dE+/w7qmdU7OY3cqRM5ZfNt1X/qPngqgIodx8o++DQW60FEzNJLuds38nI4LQcaykad+v9w2n/DgTKtA8oT+G+XMffA3zcH3jw/otwFPdwLkpVp4++IBwZKSg7Xx5n5FDXOnO37yU8Jkv6dp9hvKztpwlVlH6TP7yEN1l0+hyZH9zxL6FL+BbSeImF5VgMaAAAAAElFTkSuQmCC) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZElEQVRYhbWXTW9c1RnHf+flvsyLxx7HjF0TJZPEDYVSJwFRBKiNQHRXFt1UsEFCVT9Cl5Xupl+BHZ8AkLpBUNpUbIqgSBUhBcmAkokhTrBie8aeGd+Ze885Xdxzm3FE6UwkP5u599znPM//eTnP+Y9gSnFJuwWsA3zVH/x1tRZQq2ryQzjMc+Z0+BqwCXwG9EXSSaexK6d0fuT95p5hNzWwMkK3MrojB7AANIAcGE8Z13QARNLBG+0CraU4INYSHBBaUmsB9oEU0CLp2GkB6GkVuRdZtRlLKlJALtm5UX7iaw8gn8HmdBm4T9cqKag/JOFAIQUECihKoCkycSwAQqAPfBZIwAJjSaQEvaGEIjs5sDQLgCMl8M0WemBWJJ3JZkopmmy4cTdj+ccS6lCtKdJtC7Dt9VoTz/9XZNnhLmlrijRWgRiouqTdcEm7zFIfGAKMrIHIQmhhLuPpdTNpc6YeEC5pL/jn2EfJxHvVG9wSSSf3YBt//2a/d25JkTvDuYuGN96E311oPkmRvS0PdCiSztAHV6UoTdUHcrecE2UJyqhDiiZaABYnwbikvUlR+dVm3dDZg8svFK6+7PWA5l2gDax50F2XtLf8nlMc7Y27LmlfF0lnv0xv+as9mEnn5frZ8lt7EUIN9AM++ijmZL2Gd1L2T0jRCyeBlQl7MVD3uidd0kZ71OUEG3qlSVmgGEANv3klt4pnnlQwgkjD6XnN9+yT3vbQR9/yaymw6+22NPB7j3LJO7gDvEMx09vAqs9A138LMQEo+Pa6Ig4MT5xSJdCQe2O44Z0PgUcnsgNwxgPpiv0/rjrnJI1KAEqQH+YMTM6hy1hZK7R3vgzIMOykGc0qrF4IoJJx7QpUteLc45rBdcEwg4NDUBJ2Dx2X1i3/uJpR1wH1UDIXKAQwNpaRcZx9LEfHAVgD5A4oOkYFhsgBTQM5nFgNuL0Fyw1YuqAK7BZ+9mwAWxF8K4gF7GcZc6Ekt3DpvAEFa82I5TXLd19Dq6LJcsd+Znl4VUAg0VY4ooeA1ELFEi5khKGF6hjiHnsfQ/MX8KOzi2CAEcX5F8B1YM5iMoUSsJMaHl9zRcEqFiwsnwWMZPm0YLiVk1nLidMOFNzasIj+nxZd7Qx8c00RK4mQlqWLY4hybv5zQCOC2/uwVIXWszXINJ+/r/jp80CmoK8hFxA4mMvhQLJ5DbYPM/JMMRjDiYrk4k8kd24JVk45CHM+vjqmWQPh3p53DOHdD3IMA4SCWMEgg0oA9QjmYxhlcJDCTr/Gb17WYBSfX4FAKs5fNhAZMLD7CXTTnM090Br64wHZeJ6XnoohkzA34v0PDZmFOMoRLmmv+M7t3zf7j4gfyQvAyRvjvatnfglX3iooQWrg16eblyimXIfiSFd955cS+s6v+1PVB7paJJ07/8vppIikY13SzoF0+yDnjIZb+2AcBYqCjg1F0invgqFL2ql3ZifWj1zXUxMSf1lJYLcaAyN49SV4/e3/qsj7eaBnRj9Iz2bhAyXYPNbwyV80BDAYQy8dgL8pZ5VZKFnJ86oH/QgF4OAPv+0Vq50HcT9bBsoaxpGGnT4gFDSBAJiBCT8QAF/PIbDbHRl+9ZyBeMS/Pqjx1nu1B/E9GwAPYgz0N3s5VHpsfKjRLmI+jAB+7hv1+AB4WX/lBQ1ukUcuKNafgIVQAbwIvDhB4Y4NQP3TT0M4iLjz7wBGAU89KgFqFKTl/HED2JYAFcvKGnQ7CoSEe0SjddwA+nsjw+ZGVjBjJ7l1UwDcoDgpx/bHpBS9XAmwFsgkC6uG1DgomFMX+OJYAYik0xmpPiMMNzYyaORkIgf4M/C3H7rQvk/+A1PNE2xKVzn+AAAAAElFTkSuQmCC) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFLklEQVRYhbWXy24cRRSGv66q7rn5Ogl24jhhiMCBcA0QCaIoKEgICTawYMGKFW/AFql5FB4AiQUsEEhsQICIIEBICAowCY5JMvbYM55pd0/XhUVXBycYyYPiI5VmuvrMf/46deqfUwG7NBe3BFAH6j/0128enohoHofuRdBaMBfVXgc+CuK23i0mgBjDdwJQwGhlHdKRgIGi+eiIC2sDgA/HDb5rAi5uRdt8RU1JAgEkEqwkUgA0xw2+awIUKy/NDrUhEkDVcO28pKEUQMvFrZm9InCHzVQk+xYlVCyRFExHUflqaq8IjLY/aAzMpOCgoQTDVABEd/vdMwK+uG4XWHtNgwO6IZNhlaWZSol1a08IeBIDIAWsAzCABaSlUgHgyDh4pamdJl3cUhRnvtxTDSSeQFoJ4dJ5QzM0zNcleR4QCp4BLvjx/wm4uDUF7KdYUVnVXU9iBUgfmVNsbUXMP2phPad/U7Cvpp4DvnJx65onqj2+8t9HQdz+NwF/dBYo0rdBUUz7gQf9qqf8+2se7OL9s5LOhgAD/Y7COguwDLQ9zoz/TH2cCKi6uJXcLVYKOLrt+THv/LIncQO47sEeBB4CPs8tLB0DtgTGWVzx21WPUUo2FKfCbp93cWvks2HLybeAOaAKLAHP+2BngNeAl4BZ4BiF2p3MNVC3bKxIZqcjZmoC4C+g5bGEH2UtlcV5FHgROO3rjGDz3QWXaMfc4xnLP0oqUlATIROVkHJpgyxnyxmMhkoEs6cSyCJufq3QDg49aelchK0Mrvfgai9neTPjnTcUX3wtyQx0R132VZrgIDOG5c0eb78JqiFDqsIBmsXHoPOrRUjDSEOEAhUwMS0YrudM1gSNExlYCV3F/IKEWpHhNJUMMkcoLDUF77yuoCKZm4Slp+DcuQbaZIRBhSSHt18pchPo9xadXLAwm0Noih3LZJG0kSD/XRIecWACWFewmBWZ6UnoCJiG7g1LrqGXOZaOWajnUDWgNOQVCICJjN++hF4+5OmzQADffw7KCIMUlt++HYHQVJXi0LMFkdWfJQ0Fm1dgQoVErRyk5c9vBYcfdtAQgKV5WICwzFeAmuX8V4bVRHO5M+RgXVGRklfP1OkPDE+fHkIKH38CC9Ogosf7kMBPt4Y0wgZKaq5+CtpAI4KpCOoRDFJLfgGu9w1nTilIJP01iwwEjSMa7sshMqydMzRqmnZ/yCMHYUpKNhIgMJx4JgML738AuYXcFMkBbqvfAneKU+rHHIUeWOD4usnen52X3LxmGVnYHBmON2svAFfwihnE7dTjHvCnYzWI21e4y24HC+K2dnFrmaLziXzggVevrm9KpoCjWgcFFSdYTXJ0UYf7gV88nN6Ge4NCT3a0O6TYi0P/P3y1z8DiVKigFzA/6+hsCYy1UIhOKTK7bs3G+Te0FFvRVyKAiRDqEceaEfuqsiRAELeT3WKORWCb/0aSG9jUsGUJq5IHDgootmfGxa2xAcexAZCm1jLMLBhTjNBCIdN1CknfMwLLQNtaaNSBugEb8NMfBuBXH3wszHEJREB0cS2FyZxe17KWjljdyqEo3rJQd207dkQ7mYtbVXyaz56UUNVM1wSMBBMbEv5pWO59Bvy1rOoJT13+RYCD9bYEE3DyYQX/dEFjZWDci0kKPDGpJPRDZg/A2g1KPY22+dxzAqWNgCS3jl4HUI7cOL65lJWBBzv1ffeCwHZl+6ybafo6h2bGgScSOqkBWNmzy6lXwTK1K1YlDG3C5e8M1DX1Wm9sBSztb51MI4V3Bu/UAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur172259 2.6666666666667s linear infinite forwards;
}
