@keyframes rwdcur169306 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 16 13, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEH0lEQVRYhe2Xz2/bZBzGP/5Rx0naOE3SLNG2DjoGbCtbV01ogDY4cUCICxISXNgYEyDu5i/ggK+IM0cOTFxA2qjGJA5jQkjVVMSgFS1paUrnJnZSx4nz5heHWhoHJGzUShz4Xnx53+f78ev3ed/HEjHLFGYJkAEWP1m8JClS/9y7574DbEuz+nH11LgTgAAoBG6g1ZfrHxiPGsFoOPpVkiXbFKYG9C3NGkYVk+N0NoWpAjow61W9DxPZxNzpN05f6Af9z4G3gQJQNIWZOhCAsMFMx+nMBo3gpeRkkmQ+iazIj4yGo1dDPRnIhrD7B2AKE+AIkKveqV6cmp3STrxyAiNpUB4vq8ITZ4BZHn5WbV8BLM0C0LcXt+e0jPZifirPxNEJqqtVNuwN2jvtgvDELPB4OCXSPvjHZTKFKQPzQEp4ouVteleMYwbtQZuu0qU51WR4d4i35clHLx59XZvQ2sASIKIARFmBIlACMpVvKle0CW0GoBbUANBlHekZCeEJlr9Ynlv6dOkeUIvqhCgADtD3Nr3i+u31y9W7VdzjLoqkYOgGI0aUE2WmLk9RuV2Rb75z8+q+2tDSLAEs3HjvxnPCE+MMwfnYYffOLr7rM94cR1M19FWddCFN+enyW8ALUQGkqANNYeYG3cFjo+GoeP+z+19mj2cpny9jZA0kJPyez8a3G1edFWdx4f0FG9iKohvJBeFGzCkJJacmVVnRFbQJjXQ2jYGBikrQCJh+fro/d22uFrV5ZAD2PK0Tuqbn9+i1eri/u6w76+y4OzjLDsAuEf0fF6AfCjeAUqqQQk2qtHfadOodAiegud4E2AbsfQcIb7k2cAZ489Rrpzj27DFm5meYPDGJb/s0f2sCrFia1dp3gLA2w+d5FZUhQxQUkiRprDWo/VTD0iwnTvNYAOGbXQeujxgBUNutUV2p4ts+u5u7cXvHAwghbOAj9w+Xfr+P8AT+ts+oPyJzJEOYBw4OIKyau+JS/6WOvWQz6A4ozZfIn8oDzJvCLBwogKVZW9uL27grLp16h+ZGkwdLD0gYCdiz6rQpTP3AAExhavaPNoPeAFVXCdyAyZlJJFmCvbgGkI2q928yYWbQGTDsD0kYCfJP5imcLJA+lP7rmMhuUOJ0NoU5B1xRdfVS/ec6jdUGxaeKpEtp9EmdseTY18APlma1o2rGjWQvAKnUoRSF0wVyT+TIn8yTKWXo1Drw8MSMXHH2wDhQAeq9dg89pzN9aRpZkRFdQbfRhb2l10LYfQdoAWvAwlhqjEQmQXO9SWurRWO1QfX7Kjy8ByLrxg2la4CzdnONyq0KzrKDb/sousKgO4C921DESUSxXBAexy3gq7PXzr58+MJh0sU09j2b1lbrFnt7oBFHM3Ii+rsK/4CyQC0EjJSE/6//VP0JPViw3dgebSEAAAAASUVORK5CYII=) 16 13, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
44%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhe2WT2gcdRTHPzM7+5vpujvZXTahmzTtNv8qMQShmkYpejBYoVqK8SJ4VfGgtQpDvSiop7l6FDzoxVOhVBGk0KbUIIqXsAppmzTdNNukm+5uNjv7Z2Yz4yG7MXiaiakH8V1/b77v83vz3vs9iX9mLw6+POhOX5y+CcSBMnDPFKbrV0AJEs2wDRkQgDz7+ax749Mbn+mH9IbneuclWQJIATaw6ldTDhBcAXqAJBA/0H3gk8kLkxOZqcxzpdulc7tcdb+aECwDcdrAhWzhyfjR+Pvxo3G0pIYkS2fdlrsqK/KvwLUgAL4yYNgGtFMPaJv3Ns9rCU2LpqN4rkduJqfnf85PAHPAehCAoBmI5K7lTobU0JQW1wg/Fqa7t5t6oc6lNy5NWHmrHCQ4+K8BHWjZlq3kf8m/KYdkQmqISDrCSmOF2nqNY2ePRYB3DdsYMWzjKcM2fNWCXwANcBd/WHy9UWqM2ps2ok+wbq8TlsJIr0qoXSqZU5kL5cXyFHAQeHw/AUT9Yf01SZbeSj+dJv1Smh6th7HoGE23iSqriA8E/c/2K07Nebv9TdWPsN8acAvZwmk5JGtHXjiCV/UoVAsomsLal2skhhOIZYGneyx8vzC+8N2CfP3j63/4EZZ8AmDYxpi75Y57rpfMfp39IpKKEI6GcWoOW40tAPR+/R2rYM0VbxZXZz6aWfSj63sQmcLMyiH521A4NCsrMlJIQpKlneAAvZO9ueFXhpdOfHjCdzf4BmhDuEBVxAQAjuXsnHmeB5APohcYoG0Va82islyhVW8R7Y3itlxKt0oAD9o+jUcGYApzdXlmGYDu8W5ifTFUXaW50ey4VE1h1h4ZAMD8xXlwQY2pCF1QL9VplBsANVOYlSBagZ7jjiVHkxR+L5B6IoWW1MhdzeE6LmwPrEC2J4AtZwun6jD31dzfj3wvInsCMGwjCvRcOXcFJaLQ3GjiVJ3dLr6LLzBA+3EZABQ1vv3vkyNJYodiVJYrrPy0AuC7+DoWZB9IdYBD4RBdh7vQEhqqrqLqaqcGUoZtiCAAfjMgdvkOjUyP0Cw1kYVMaaFEo9ggHA13LqQTYCnx24Y2f/3fCi5kns/Q90wfA6cGSAwm0BI7DSDaGds/AFOYsH2rMvAgN5OjeKcIgJbQSI4k6T/ZDxAFWm3//QNoQ9SAHHDbWrO4e/UuG3c28FyP1HCKroEugFEg0CAK+hjZAJIkUbxVpDhfxLEc7KbdKcI5U5iBWnEvg+hg7HAMRVWoPaxhrVrc/+0+Sz8ukf0m62sH2A+7fPy9497g6UFv6MyQB3jA5X8r+P/237I/ATLxbWIpgiV+AAAAAElFTkSuQmCC) 16 13, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRYhe2XTWzbZBjHf3EcJ/Hc7zTZEnebuqp0wLoWFQbbQOICgjE4oB0QEhIfk+AyLsgc0I5cwokrQpp2QNpxG2hDmtSJMU2ITohqYl9dpybtmqTK5xo3jmPHHFIEB6B+g7jtf32t3/P4+fi/doAuZdhGf/G34qcEsGOPx84BVcDaPH6YVtJ1Pxy52+B23R4jwAfqsCrj4RLgNpAH7gNtvyzhBAzbANAXzi+8pQ6rMdd2kSPyMaVHuQ7M06nCql+eJJoAECneKu5u1VsftswWkYEIrY3WqOd6bcAB1tJK2ncFuklAWv1p9XgwHFS3JbbRKDVYf7Cu5q7nxoCzwJJhG5phG77YAdHok+9NvpY6mPp2x9M7iO2N0XbbtOot8r/knaHHht7Uktp9QKEzB0tpJV39N56vGTBsQwFiVtXqv/nNzS9GXx5lXB9HRqYQKlBv1YkMRGTHck4CnwFFOtVN0tmOf5TfFowBem4u93F8Kj4xrA8TJkyECBIS9WAdbYeG23KfsirWUToV8MXf8gHDNlQgUl2s7rbX7Xf6dvUBUKVKgQK1Zg3TMbEHbCp3K1LlXuVZ/lzD/FZ8Py3YAJzsj9m31SE10qw1KRVKOA2H6mKV0p0S4b4wDbXB2vwaK1+tzKSeScUPnTz0fVpJO1vBfQ2hYRu9gN522uOBQODF7JXsiYAUwCpbZC5naFabIMHI8yNvrP68evfGqRsP8ekFQltg2IYOPJm5nLnouR72uk3lXoVGuYGZNzly6kiKjg9s+eZ/SNQJq8Caa7moCZUevQdZlTELJnJEBnBEgoOgEW1eMGvlxTJW2cLMm0hBiehQFKVHgc76CUnYiAD2vbvP2/nCTuJTcVzLpbxQZvnKMvNfzwvzhK3YsI14aFsIRVNwmy4hLYRVsshf33Lj/lbdXMdjA6MDZGYzJJ9LYlUs5r6co7ZU6yqBrlrAIF5iZ4LUwRTlxTLqgErmSgZz1RTmdZWAflj39ryyh+0z22mUGqjDKnhw5qUzwjyhFmxesePXPr9G6XYJr+2x//h+nA2H3FxONDYgPoSjwOsTxyaY/miaxHQCLaER0kIUfi3g9xvgvyTgAHv7R/uJ74sTVIIsX12m/qBOj94DEP+/E8gCFwPBTqujsSixJ2L07uolMZUAmBCtgqgTtoHzs5/MkpnNEB2M4rU9mrUmXtsD2I7gXIkOYQSY0Q/ptDZaOM2O7ZsFE7fpAlTTStoWYYq2QAcmRw6PoCU1wr1hosNRooNRapkawFVBnrATFoGl7A9Z2k4bSZYwCybrK+tcOnGJC+9f8PU39FcJG4dhG/LpA6fPSSHp1eSBJIqmULxVZOHswnfAUVHeIz3S7+QDmNJ1ajnKAAAAAElFTkSuQmCC) 16 13, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6klEQVRYhe2Wv2/cZBzGP37t+OzEvXOi9NqEpLQpVAhoKiFUpIoOlAVUCbEiBjpkY0WWmNi98AewM7MgMSHoggqoQ6ERIkmbpiEJl2t8d/jOvjf2+zKc01ZCIr70IhaexfKv5/ux3/f7vK9BCQUyADgNiOJSHTgbrUZvdRvdtbkrc6vF9RjYBO6FdljG+rHhv6owk8XpOHBN5erV1v3W+2g+1lqfAarALHAWcEpVLwtQaA+wgWvAh/vx/kc612cwuBBvxdeBiwWEA0wFMqiOGmAOWATeNUzjNZWrhRNzJ8iSjKSZXFGZ8oriArAAL5CBNRKAQAbjwBngbcAzhIHjO6K32yONUmQsp3Sulwq/HcAvXh0NAIMvGwem8n6+0F5vE61F5P0cZ9Jhoj6BGBPjhjA+L0APCmeHGR9K+JSUVlqlUVo3hEHWy1BXFaZhov/QyFhiOVZs2qYsCvdCOxwZQA+wdm7v2Fkv8/zzPuIlgatcxsQYyXyCfqCJN+NxURHMvzm/Gdphq4xx2TZMG3caYvun7ffMikllpoJhGLTzNlINunP3uV0avzbE8pfLH4R2uFfywzDLPhjdiz4Vprg8+8Ys9bk6ru0SfR2R3k0xGgY1WSPeitFKX7y0dGll5auVX8r4GmUBAJbuLnn+gv+Z4zifmJis/7hOv93n9OunqU5W6USd77rb3S+01s2pC1PfjnIOHMSxB9xq/N7A8R2qz1epnaqRxAkWFrZnO/aLtmTQiocWh+GCyC6eX463Y9Iopd/qIzNJ636LPn2ADQZpuDXStaCQKo7jju+Q9TMwIJc53oxHc6UJcAu4yaBrRgtQjGcKvDz9yjROzaE6X0UIwcz0DGMTYwC3i+Klh3aYP0DRXrLzoIPWGkMYVJwKUR7x6LdH8GQVTMt6DpOEB+p1/+xSqVXYW9mju90lSzPinZj5q/P3gE5oh/JQl2cA+DlLMyzHYuP7DZrLTfJ+jlaaxRuLq6EdqsMtng3Aay430UpjmAZaadS+QmsNTybq8QAEMhDAlOVYaKWZfGESs2KSNBOyJKNs6z2toSYhg0nmCUtgezbOpIM34+Gf86mdqxHIoH5sAEUSVoGNeDtGxpKHNx8i/5K40y6VExU4wpAO88JBEsa7d3YBcOsuhjBIWym5zGGIzehRAP6R7a7vorVGSUXWzWDwh4bSMEmoGOz7H2s/2ceb8fBOefgLPgy2bccDUEB0gJZ70kX2JP1On/Z6G9mV9Jo9GCIBD3SUHEhnL8+iM013t4sz6ZDsJQf3Si9CRwYI7VCdv37+m7Uf1t6pVWtMnJzArtlYrnUT2BrWbyQKZGD/J4X/1yj0N1NbndVHws3AAAAAAElFTkSuQmCC) 16 13, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
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96%,99.9% {cursor:url(data:image/png;base64,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) 16 13, auto;}
}
div.testarea{
animation:rwdcur169306 4.1666666666667s linear infinite forwards;
}
