@keyframes rwdcur3399 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 14, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAETElEQVRYhc2XTW9bRRSGn5l7Pb6xncZJmvQjaVogiBahIiGqsoIFK9aIH8EOxD9A4kewZQPLgoSEEBKwaoG2SpuSpG1a0qqN89XEduzr67kzc1gkCxbEiV1VcLYzmnl0Pt8D/7Gpo19UKLRWKA0gSBBCEOTFAyg0V/h9Oorj6bbsxst+YesLPnuSY63DWSEMDBAddkGj9df8csZoc/kkUx8PM/JuUzXySTkV7jLf/ocnBnJFTwCF5ht+PVPUyTsz6uVPEoYuGYrnRtX4q7s00nEm8wfcbQSCCwTHAOHoCfA9c9MFbS7NqLOfJpjXS8pUCyoqgipPqFMvdUibJzjdusednYDLA6HvWOiDDhSaDWrxGGPvIb5SEGd0qFsV6i4Wb5SEyqw6fzmjUy2SlCIKRh383IEWHwyA7pKxzNLVGU5Mi1gzjD2e4+NtyNZVd+uO3FkGiSOiWKO0Ai30l5E9QqDkJ65kx2TCaanZMk+HYx4lXR5nNf6q3ZY/b8+zeGuO3+6npPUuWcvh837z4EAPCAGHc9f5cW0yHl86J0NnldJVBUkm+eNN0sWab6xktPY/d26QcjwQAMDj3RILrY+Gx7aSqLhZiFRToVycq+3Q9Wv1TrbWCZ16lyzzeNf374cBCAFPbidO1W1pVGXKKEsgLjR1Fq2p1FqfWvLUB2cH7Yg9AfYghKELmQsnCiGUCMER/LpyiuB8Q1yQECQM3o4PB1BgzxdxU2DLQp6DG4G8TpCVEMQJohikBx0NAAXZSdg946GqcVZoeyEfhVCQvTpyLxIAeFTt4qua4WrAW1itwk4l4AsQ+u89/QPcVbBuoFgURMOuUazHijyCoJ5vHB8hCeE2kySRItaAFnzsSbWlq9oEnk8RHAlgjdfAV4jEoCSg/A6wSq66eOV4Hj1whBAosvQitGdQpgzOorMnqPy6FtnUQWQf8wX1gXPyeby1eDLJ9FTJTwwbvI3V6kgS7zQS8rrpygO9N3/8iwDQTMtbY8Wfx2brG8OvtGaSSXDJ0CNji8uuRkc21kKtHvBWkKzPQXg4wAfcOu2I3556UP2w0orf2H2oJ4UQl5+Vq6XN6rFOWg5lP2EfypcLHu+E0Pc86AGg6VCLS7z5vkmTi8UnyezohjIgxLZSFRclhXAhbXJtIZKkItj9gdSfF3q1Ee1Idcr9G/jcmSyEkWbBjDSNMZlDfEaDG49FXKKJY1DxIe/9q/UUJE/51paZCo52y3B8FqJyoOs71LbX1HfXGtyYfyZX73nS7UCWCs72Ww09AARAdrjZSRh3nrQdUx7LedZc54c/GtycbzC36GjVHO1tT5aC7zsLD9ED3nk66QpfLZ3FxxmrG57usZSHzTpzK472qmN3w9NJZUBBcoTNSGuNMRGlSkypqimUAAJ56kjrnrQVsJYBJPkRAQA0mthojFHEBkBwNmBtwNlB6r9PgL2rCq3ZX07ZX8kGFgL/F/sbL1dYmHUUMosAAAAASUVORK5CYII=) 11 14, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAES0lEQVRYhdWXS28cRRCAv+qZnV3v2l4/Ijt2HDDCcIii8BBROJEDPwFx4hdwQIIjZ/4BBzggceEXREIKV7gEFBzJCdhxnBdOzC7YXu9udmdnerqrOVgRF/xYhwhRt9GUur6uV1fBfyxyfEVBECMYAxBQDQQNhOcPIBi+rny/EJWihTT04gf29s7n9tPHjsI6nA3oiQGiYxg3X1Sunq1EI5dmZe7Dcerv9OkX0zKr9/TXfkBVCQrhRK44FEAwfFm5enYkqr09Ly98XJaRiyUpL9aZeCWll9aZLjbDRkfxTgmOE4TjUIBvRq4tVKLqxXk5+0ki5XOJlCdiicsiUpuSmZes5N1pmend17U9jysUHToW5qAfgmFHG3Gd+mXFj4YgSa65zTRzBJNAGF00S5fykE0kUq5GxIkcfNyBEh8MgLHkPPAb1+bM/EJCL4mJTikap/SzbtjbWfM37wJxRBQbjBEwgeEy8pAQSPjBf5vVzaQTn9nRUIzVvK2gnWxHf2us+pWb6+Hmyi/+540BaTsn63l8MWweHAIQEAT1qZtXIy+qmZzVrF7WVr4bHj+8q+u37od7dzrsNdPQb1nyTPFD58CBIQDwOLfOWu99Tu9MBtmuMdp1qBsL7ZaRRrPLdjMLvbYlyzzODWv8SIBAwFPYmWTL1nQvS0isgTghz2KepIXvpgWD1FPYk3bEQwGeQoxMPHJEkYoYJYgGhzMD7zQdOA3FM7XjYwGYxTYyXsIn4L0gXQNbqtigOCXocwRAgAtQTIOrBJwD1/SAJ+xCUN1P/BMyHA0AZItlsnlPNm5wFvKaUmwbKDtwgD+Z8eMBCLQncvbmY3RMcQV0MhiMOTSBMNjXea4e2KyDjisj9YC3sD0m7I2CiyEM332HAwjAOmWaCZRL+9+9cuCPSCmMR+XZRpJjheB2eZYolIhNjJiAJ8OWeiY3XePFgzzPMrz8WdzceVhhNqpKLUqMc7G4TkX8VsVWm4m2HpmAY8g36JgAYuD0G1N5680lmuFljM6IdxXp9izRowbTq3+Gxm4bM7BokRGGhzgc4KOVeYroLezYe+zpeUrMhKBx6OcTVM6NM3dGieYtP321ildH0KHfg4MBxMCTRszUa++i5Quk5SV2QgIBMiaQdoVJUh5fXyWujOLyjODdsF44rIgMNjXsbSxTOEcXpTWS0KomdBTyHBrLm3hfQeIYMfER5/2jHDwPiATWrlgmzyh5v0dyagkf1chyT6fR4s6VH2ks32Lz2h1s2sJlKersvzqQIAS2bgyoTTuKtE+5NsVgt8u9767TvHGLxsoattfA9lv4LEWHH0gOX0zEQJRUKNXGef2D81TnXsXl43Tud9lafkjR/538SZOi38XbE1XB0ZuRGEOUJJSqo5SqE5hSFQAtUoq0TZH28NbuP4vDy/F2QzFg4oQoSTBxsg/gLN5a1NmT3Hw4gKeqYgwi+5kegv49DPyP5S9fZlaEyFx1jQAAAABJRU5ErkJggg==) 11 14, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 14, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 14, auto;}
}
div.testarea{
animation:rwdcur3399 1.3333333333333s linear infinite forwards;
}
