@keyframes rwdcur53278 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGElEQVRYhe2Wf0yUdRzHX89zx3G/4I6DA+SXgQQoXqj4AzVM28pCmMYUO52tP1xlY7Vcbq0MnW3V5nKVvzJby5WeO5FhCm7W/NkWiohm/oCmTgkUDjnu4I7njnue64+imqiQ6Vqbr/+eZ8/n83k9n+37fh54yEMe8h8jPOgBe6vICisU93nI15loEET2lZTSPCyBQ4dQz5pF6B4Hi94OgyPS4CtrPmJDiNQSDkhkPXGWgM/gjI732UtKUdS3Fu7awUcGHe1+iSVd7cRXOnh3vp3P/6mAt8Pg8Labyw5ssCO5tH/er99TwOzy2rLfr3wLB22gehfjpk6hUR2RSKj/BsfrIRDgU0FgRj8stNv/Wt9d3j4r4KNp+/KlSC4tGnREEImIGhERjbWPues+QGMgW7y1WJaZeLNLwGRKxmzOYfpUmDRR91qejXER0LR7B89UOti8ahWDagcIKxQ3H7GhuMxEEUsUsUxe0UPCNCNGLGhcyfx6pJCwQvGgJuEw0vUbYTzdDQiCiqM7iklNmcSIEQkUTIbsHGF/agqv2HK4XlWFxbmd52/t0echXx0ZhYEY9JgZ9UKI0VM/wRSrxYAZA2bUWgsBjyF/kMB8O9+43XxZdxwkyYW7LYq3Uuy0XJpJ5+UCxoyZSkZ6GjlZxKcm4IqOxuHYlr0XwOEgA0BnokEVUNARhZ4oRmR68LtL6T+YjI5odESjloJEmnwNdzwFtdWsnzA+o9wSa6X2szE43xyNiMykp0M88mI7kybux5psxOs5Q339BPTGU20uF0mKwjKtloP9PpqOLl+P4LIyZeseWg4/S+/2JERERGsPY9ctQm3wZavuJDBvLqv9PndyjLmVpAwV368fi0SAq5dkbp7SsO29DIwWNXkzjMTHXSY11RqVmOChvYPiYJCfQz2Wvvjci7n+zmmYbT461xYQgRattZ/08pWImqBz3pLeLXfNgUoH241GFukjlnJqd5CjW9MJ4Wc6CzjHYbz0UbRQYl+1l/XHm0nMaKGj4yJ19UzXRlIndVgdaqOrzFtfAnI8otRL9Mx9yL0mZ0R8m72kFGXIJKw7httiKjSPTJc5uc3Gh+UGtBgJEiCIHxGBXGZxhUZWV/+CMXcnJxvCyDKFZYv5YSAJZY8lX2XqGpSEg4Lo7zidiC0tXAtIx8yxcaA+XU46Cq00MZ7ZNHAAGRAQCeAjNqMXSZ6J5Bmp7NmU+twcIs6XlFY0A+ug67Yz7niWAcrKUBYsIs/VSWVrq43JGzeRtPggIQRauYAKBT0x/MRhkhnHO48VopYVRufViTkzO84A3qE2fFeBAZQwP/aHzuLuqmPFF+fIf9KNiIoAfvy0AgoW4rjONTQGHXATW8GWvBoqhvyODEvA6GLD5StcPNX4KD09Lrw+iRAyT/Ey0cShRU8jtYQR2VyRjcWiRoCrw+k9LIGi1wl+tWhN7vXWkac9bitrj17ANq+DvgnfIelukEgO8WTyeKmbZe9fQqcNgTKmezi9h/0/4HQihoMpnsxRAWNamhpNxChCshd9ZAx7t1pJTOuhsNRPt/sEF5sCNDUVnNz1UtHCGiou3xeBPyS0QohziQmkdN5Ek51pQ2+8gjayl16fQGeniE4nc/5cTpvjbfsbcpsg1VDx7X0TGGD31yQqKtKAjUCzSs1mOUSWCPoAVNV8vLKo+4Smt4aKnffS///BHNbcNcSGy7BOwW2GpwCvzmGNdsiHH4QAcAOoraFC+rcCD/kNBg7rkdQ2oDkAAAAASUVORK5CYII=) 4 9, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68%,71.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBklEQVRYhe2WW2xTdRzHPz3r1lNOu5axFdhAYLAibOBgCEOuA+MEhpAFRwbOB+UFIWh8MCERhJkgL/IAaNQETbgVx5gz3JkOBkbKZSBXd5GF69zW2a3t2p7T9vT4ACgyLoNAfNnn7ZzkfH+f/y//3y8Huummm/8Z3fMusLsMuxYlL+ghy2ihWiewZ3Y+dV0SOHwYfU4OkacsLHhbJIdB8hfUVY1AZxDRFBn7lAsofqkk3uYvnJ1PVH//hzu387lkpDkgU+RuxlbqYMW8Qr55UgFvi+TwNlsLDm0sRHaJ/7w/9WM2uUv3Fdx+8s/v1IHynWSOH8dZfWwfIuEmjp/oTTjcvF6nY3IY5hcW/tu+R5zervip3fbhImSXSBxGYjEgoEdAIC4pyJx1nxEnMbRTB1SVMS0tL5BmT0aHlUkTavB1GJeFQ0HOXaB213ZmaDrmXKhhyerVRB8koEXJq6saQdRlxYyEQTJimx5CCxrwVkjggptVkxj0+rG8TgKahtzSep3k5OuYzekc3Z7HG+95CQZrMRqbaffo9vv9GkB+WRnDIkFeK1jIjnszgh6y9AYzEj2x5cKYfCeWpHJqjxSjVqQAoBcTUDxSlnC/wLxCtra18a3zBHjadfx1M56VA4pQ5XRaG7IZPnw89jSRF+3Y+vfGFR+Po9TBDwAOB6kARgvV+pDKmOUtTCzaj+Ltx+XdG3GtH4GReIzEo5dDGCz+6odOwb5yNmSPE5ZKprH8/F0apctGE0Jmcl6Et7YepbXxT/oOiMHrOUd19QjCYalFDjlt0SiLRZHKcIDaS/uKaTuQRqz79h2IIRYBASHJR8a6Begl/9CYhwnMncMqn1dLuXUtm+83p+G+oqERpqEuwnFHClvXDES0xDFqqoQa6knQP0hKTrYRkBvyQiEuRrwJQZN4Nd17ejKxAeudiygiJoUZtPRjhLhQydyijq8fuQdKtvXeZjAkLsiZksLmFYlUfTUEBT/jmccljuJDJr8oyK4SH58eaEJKUjCIe3CeYoJowCm3JDn0UqCgvSoXQeyJIHcQP3UPaoelJNbWWDg7n+hjN6HzGG32ITFWizUL56ZRrF0qEYeZCAohOhAQyGAaDZxhVXk9pvQdnK7WUFUmFSzkl7ubUPUkZMVY3J02Yacp+E8HShBu3OC6IqvWjPST6H/7gFQ0blFDJq9yhkoiKIAOBT89B/qxJKZgH2yN/H7+Yg3AnWLrwP3AGp2m4F4KCoi+uYCXXK2UtrUZGPvFlwxetAeNKDepQUBlAMM4TwUZTOeTzEl4mlIJhTV9Xe0702ZR/Mj8xwrcJapx3ONVaHM7WbKhgZE5PvToCeHnOpeBHsRh4JbuGuYEgWhUxtb/Ri48eFE9sYDJxcbKg4VNBw/MIBC4ii8QREUll8WYsSKi5yS70bQe/LTFjM8zEjlgcu9l5WOzuyQw831CR1YNSzdban4NBqysPVxHztvN6MdXotDEULLpy2CGTpFJnWilV6KPiNIj0JXsLv8PlJQgCCqepF7ZprA8iFcmX0HTGhG0wVRsMZPQR+HlmVFaXc3U1cH5s2mXDy0f9e5eVjqficAdCVEL9b4UbxrQL6j8ETc60w06E6Khgw6/jtZWAaNRpb6exh1rVucEL+oy9rKy7JkJ3GXXFvpEY3ih3T1tk8l847LBWL9BjWAXoIcCZVaVjplFeJ8m+4mYRfFHsyge8twLddPN8+RvqNQKQxeeLB8AAAAASUVORK5CYII=) 4 9, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCUlEQVRYhe2Wa0xTZxjHfz09LS0ttFQLxKLEW2XcdKIi3jY1XqIQCWodGLcl02xO5hb3dcaNL37Y5hadGre5mGzapSI6x1wimYBDRCfqVLwwb6iAUgQLPfS0tD374MyMqHhb9oVf8n57n//zf59z3n9e6KOPPv5nVP91g59LsCthsn0eMvQmalUCpTl51D+RgfJyxKlTCT5jY6GjxeDUGSXHhYo0VBE6FL+M/ZXT+CWDKzpWys/JIyw+WLhzB58b9NzqklnSdovYYierF+Tz9dMa6GgxODtumR3XG6bSLPXn4rdGAP74aTyzCvc57u6SFvWYwJ6djMrK5ISoiUfqNHPiVDOBgGe9SsWUbliUn//v+B5zertf4sL2VUvR29XkLq+m9Mu5yMd0CAhorT7mrVuL1sAI4cHiUIgxt9tUmEw2YuMEJk3wMHaMfmV6qmmUBi7s2sHsYieb16yhR+09lDDZ9ZVphN1mgofike4MZtqb9URhwYgFrdvGjcrJKGGye4goCnLzTQXPnVoEQUXZtvn0s0whLs5M5lgTI5JUvw5M4J20JJpLSrC4tvPagxo+DxliRBQGYojEzI0/R9NvQAkD5qkwYMaAGVFnwe8xZPQwsCCfH9rb+a7mCMiym9br0RTZc1ECQ3FfTiE5OQv7cB1JdmJt1jh3dDTOYie7AZxOhgDoTdSq/WH0RBFJFK3fDKe+7Au0oWj03F2iHCDCJNU+8hbs28OG8ZlCYbQpg6rtQ9i6bCwB/EzPDrNs137qTytYbSKKUsGhqikI6mCLHKiLVRTPcp2OA90SFw6u2oDKbUWLDg0RqNEgICBYO0ldV4BokEaoH2Ugdx4fd3YoNrOpCYtNx/4NKYQIcKk+SPm2RFyfDYMIgaxZGoKBaGw20TBokJ/W2+3ZgQBngp0WX2zK+ZTOuslousxo0aNBh87azeDCjxC0AVfuEu+Wx+ZAsZPtRiMFM2dkseXDRA5stONHYiKLqKMCGR+T8vyUlfhYf/wsA4Y10Njoo/Zkw0RdBDVyi9UpGrocdypnIehiEGQv0a+WEvKaXJrYpvycPMK9JmHN77Tbh6nNJnMGNVtfZm2hET0GupHxE0BARxIZNHCaT/b8hSF5L7XHJUIhJjsWU3UvCUMeS4ba1NYjCXsE0f24XAjXr3PNL4fMqSlHEU9+wFAUmjjPKGZznH1040VESwCJfkO8RFljSE+VgieOcB7gn2broO2hPR55lwEcDsILCxjpbqW4vT2CcRs3MXRpKWHCNHIOATWDGc0pykhnBqszp9DSkExr63hRbWBQb9Pt1cA9wgqHPR1+2ttqWLHhMiOndSCgxk8XVzkJqBDR0Oi7hkpj4GZTPEcPrNg4l6L4F2LA6Oary1c4f+ZskK6uq3RIMiFCzORtouiPDiNH+QWFSA7vFhmTuRfbkOYqHjX3pzUw530CCwt4yeejKhyS+PTgOaa+fgvNhHJ8eBhIOrEkMi7HzfQ3ZDztr6AWVG5A25v2Y3/C+3G5EDo7GXX5ipfExCMs3OSlu7uVxb5kKn68iNXWxcRcmcrfBtDUpEGWxbeAaqDqhRhwOAi7XFgvXqLO6+1OuHolUpueloApppqs+V68koqKilRk2YhXCrbebhqTBr2/JZ7pRbTre+KPVb+7wDb4xntxCXuPqUU2h4LYBYj0Q4k5hHfOEjqeRfuJmUtRwVyKVj6vzhN/godwFtA9r4E++vgbsBX1TT0v4PQAAAAASUVORK5CYII=) 4 9, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur53278 2.0833333333333s linear infinite forwards;
}
