@keyframes rwdcur61791 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFB0lEQVRYha2Xf2xTVRTHP+/1bSuwTIQZBNGoLMiQLAhG+SkDUYZUTISQRXQjAyouWUAE9A+JEjBEyAhoAuIgoGxRSTDhR1sQ2NBFpcpi0GUgDAyR1RicuF+sW9/r8Y/3+mtra4uc5KTvnvu993zv6b3nnqsAwu2Lbv22A83Az8Bp4BjQmeokcqdVsdEFVAF5/+VcsQbhuc04GAFo+g6+OQg5uWb7i83W5Bq66GwH3gFuxRuvpuNMBL8IZyTIG3qAxzquMejd52nyXYElm+GpRfD7RdjdBGsPQFYOGrAG+J4k0RBAPJJY3UHaXDrlccaOf3lDLPbLDmTmYgyXQX11C+IoR1AQWxY3gAlpRUDvgWCQ6udU7pqnsbNv/32jeXbslFjbgGzQe1Hn2Zg+eBivOivxOyvB6CXXlsWJvpFISMAIgprF0nk2XkmEablM7UVvrM1/C2wZ5rdD42PVzoz5FfzjrASjh1zgEDAwKYGWX+HzTXQeeJutY6dSlIgAwrmmb7laW2M6brkMlaVw7hRPhiAOhR/QmOMox+8w/8QCYEPsNH32QMmm2O9EREOLGPkIq6ct5Ob42bhsGYyNB3IJy6qvYwy8B1E1AsDouAQOtdO2el+kvXo/AoxIQiBlcRnUras2NyWwl3gryxrIm9ca6bx+Ca5fgmuNdAK+KIgdKAe8QIelXstmT0bAMFg/cQ5BVQHFxktADkRFwB2k28JqBTNZVVDIKkCLmmMk0EDiLNhgYUKiqhpl+VPx5k/Fq2qUuXXOl2wMR6E4loBwOskC7CHnRcuRXY3I4W5TdzWatigSdmBw/hRkfgXyfp2p8yuQ/CnIe18hikmgKnp1SJCjSQiUAROKlsNrH0BmVLAffNS0ARyvYgKwJG8ipc8sgbnLI7iCQvBUwU+nIqbwHvB3gapSm8h7ZialAC+sjHUe7rebfQCKwlJ/F5OKlvXHFS2Ds0dAzLsnTwV6QxPY4VIiAoGAebxGjEqEiPSJMGb4KFCU/hhFgRGRXJgTcwrakpx3Se+2DP5xJf4YEfA1R9oqZjFBrx9sUckhjjQB+K4kBkT1XbQP4uzxPf0xx/dAYXG42a4CVwHaW8EGs5IQ+ATg8A6TbF/p9Zt9luxrbmDOyf2wswLO15m6swJO7oeZi8O4ZoDdgGz5GnELdUkIpHsMIZQHJuPNn2zlgSAbtpwJY6sAFgFSuikmEbFwLSsWrOlXA6SbiPqJR/ilZGMYXwyQrdhMw8FWxKVTPnwUIz9qRHY3Iffn80CcSKzATL9tlnotW9JU7BGmHWw1fakaXUB2qO8CIOuqzeoHYNVefnx9Lw3JJkxXPEL9uurY8IdklqIh9iFIjQ9xG9TcSceWc2eNDxkwFFEzCBCnRvSCWcMd8SNuoewOOp90tIceR3l49Vvj4YYA3YA4tyHHdOSYnjqJtz7j4UTOXQZtzm1h5+dJsldm2bIwQiSO+BG3wYFUScRx7jzaQ0/IuWbnBik8VopDJBzl1p4QbrqFFWk4nuYR6mt8VlkecT6+LzbOdQGYGdEF2AcMhYod8PhcyL4bPwpnFTgchFr9L5ozc9GBXGAMMAN4seNvxp3zwIcrobsVMN+MC7AyXyoEAAYDJxSNJ8R6gpZshHHTYdhDkDM0ci33+s1U/udv0FgPn6437WoGejDAdmA9ECeBpyazgQuhZJWKqhrdpPE4TVXuBQqBpzFr+zysopL/8Tz/F8Sud3L4wqkrAAAAAElFTkSuQmCC) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF0UlEQVRYha2Xe2zTVRTHP/21bJ1AMzbcUAEhA1L3gsGcGKYsjCiTBf4gIRPiBHQTlhB0MSYk8oj4iOERXjoeIhjGDBgiZVsLKEMYCmNAGEx5KG8ZsLKNjUFL1/6uf9xfu5a15eVJbtrfPeee873nnnPuuTpA8OTk1n7bgH+Ak8BeoAJof1Ql4v8eOj13gfXAoIcZ12mLsD2hHzxucDmhrQluXoT6atg8X1NuwC3cLAcWAPeeGoAQOIHDCMo9Hqo8LZxz2XHfctP3iJVF6Tk4B6aS0d5C8lEbrJoDzmZAHs0k5DF11QsImwg9rCqtlW6KQgF7ex5iWxPiy18Q6Tl8WO4is9JDdek1RG4RAh1CH4kdGP5YAMqdiEoPm8N5Rd+N5C/2dK6ZupCLXl6Fm8KdDhyFywJABMSFEkqxRwUlkvfG63knHABPB/X11XC3FU4dgL+PUuLl5RpYpxgZPWE2twuXguc+vYHtwDNhPVDuRFQKZoQz/ACZRk1iRUIaY4IxKwQZO504cot8mbLYywsahAJKrWu4ACirZzHvMYCEpErB+y3XWFuYhuJswa26SQLOafYCAq4FYMlBxJKDT1WkuoLwsO+TUhkPwAYIEgOqylyA8tWkWNcwNIgeI1AE1AB3tFGjzRnDAfB4mDfiTVRFBzo9UwAT+HnAquJ4yCb6AscIXQWPaTIhyeqhLn+Rzwt5gR7Q8UeYtUbAAgwfVwAl9WBxyFFSD+MKAJnnFgI9Edc/keL+iRQDcShsT8qUwQdkG/wtCJXyMABmeI3PWgkRfiYGJMk5gF3rGQ5MA9aY+pCelkXtWzO13a9l6fHdfNDXjIo8/lSfB5x3QVGoCmU9IoJ3ASbOCTTu4xslT5OdDvDyG9QWb4TU0XIUfw/7ylhrivEtG6QALq8Co5YWwaijg0SA5xNCSXTyOjowAyj6QLARRtAp8lfI/DIFHEFrZ1bEAMnI73rglniMhPTKqh55U3pBuJwgVNApndmnIJsJXE5ovU5q3ItYukfTlJTJ/qRM9nWPxh73IhbgDEDD+dCG/XhnAGr3MGLZdDj5mxzLpsPgEeS4nD65NpA5LDZdRKRkcT87H7H1Vmdh2taEGDsNkZDGfUCMK0BYHF0vLotD8pDpONMPV0AW2ARjfrjsk6sxACeAjJoKiIwiongjKH7J2TMGPtoACycQcaGOf3etl3k+cU7nmTecB8sK2LUegOPAJj8AjVf+Ypnf9+ibvvuSkwCTATFwKGLxgdA9wdLfEQNSfMXmiQuRTXAqf5FPPk8H9NDpuRMRCaXXoEd08IX37kBeHHQ4iULm+XSQ0Q409IznUrud7UKlArgRwnjmnWaqJ8eCYuCe6ibeALQLD2ei4zHfbgwN4PZN6BUPjZdxAmu0ETMsG3v8AMwpWZhbGxlXVQptTRTYr/BdEDVfHbXJP6qbMvw65zHP9kPkfRr6CKbMRzyXgM1fW+Iozs7dGij3czvCPBIBsm747b5wSwMiKhahdKMDrTPyhluV/SonbGvhSGVX2LU2qCyB6+eZ5TcdLQRDXp8cKGvsDlMXwOB0vvYzPtLtYtWPn4OjCdQOlqM1qP6FKLvVzrXlBRjNr0DaWDl5Yi+cPgStdl4FLvnJD+ofsMdO6vcS9Ion12tcVdld/g0RFd8CMvJ9TY7/bdgMjG+5iXpoB/xZDQjIKeBIyw2igMMP2Dl3uT44gMv10HyDHTZBodvFfssKTOuKwWDkFrI9dwZfKSlPH4kHZEu9pQFhFbRYRUBxAcA8krqPNwfGwPY2xJAMRNl1arc0aG05CIMROzDsQR26ECDGAJWAMSoWZq+A9Bzo0QsnOg7rwKJC1a8lNO79ibO9X8CUkiUz5cA2KFoJ9qvyYeJoAsI8TEIBAIgGdusMZAjtCZq/CJJfg/iBYIrtvGSun4cLdfJKv3ERyj6T80o33FrAzeMhbg9HY4HTOv2jP04VAw4e43H6qNQHyAKygVRNuUnjPfHz/D/OefCLlGa3wQAAAABJRU5ErkJggg==) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF50lEQVRYha2XfWyNdxTHP89zn95edPXSemsnUa2XDU2VlS1F03Va8ToSMwQjmg0Ntiw2m23C2LLMa4yFbPUuYom2Vy+GzCyLog1VG9YiGUWUUi/39vbee/bH89wX7b0XtZOcPL/n93LO95zf+Z3f+SmA0HxyGd86oBIoB44AVuDhswqR/5sVE4+ATUDS05QrxiJszfSD2wVOB9TdgVtXoOI4bPvCEK7hEhergS+Bxy8MQAQHcAKhyO3mqLuWS87buMwJxEaY6YXKUGDcw1r6nLbBunnguAvoWzMefZueDuDeLbh9TR9p3wVad6BOPHw6QuOHUOBGzWHQjSoqTh/gYZGTdNXEitqbpO/+GqwbwGSmxl1PNlDWxDBAbIIU2pGcWUh8T2TUXJ3jeyJJ/bkOtAvjHHXDOeSzPXwX2Gl1kVtox567EkFBTJHcJkhcCCDFHiQxFZn8FWJ16YBsorenLEES+yGAFgrB2wsY8toI2jTutwpp1gZqc1f6gvQs0LIJgLWnkIGj/Yob86AxiGoiN4wXQpJVSCt0YB852wfC5ynV2zi2G7JnhBaSPRO6D2BhcwCMVDhpiiRv4iI8LduDqjEf6PEEgIunoE3H0ELadgQtgm7NAQAwQmFz2878PncVeNxooBvjA5A+Dq6cDS3g8ll4cJejgAWYDZQADwwuMfos4UC43Szun41HVUAxMQmIBiMGtl9HOiche+833f+995G47ggwEigldBYsBV4OB6LYzdmpS/VTAUz0eSAmDiZ8QvWiLPin1L+gsgwWvQX1dn4ClgCpObNgQwUU2HXeUAE5swBIBQrCekLll97pegIC3vR5wCbIfg/zFZXp8T2Rl2KQ6FgkvgeiqMwwXCw5s5ACe1MvFRg5xJD3fqDOzol0i0vS48faQEb+VdyK7oES37l2PAJLK46Kh/LrF8kHogDqavRbzWymxOmEMfPAHMQ+s0UfO7AJzGbeczrZCJA1jc8zJrEU4LedLDZpbI72p7QkDXACZrMFLHApQOYT12lDA68CxCWGdK5vrKGBXj4NqeT1H6a3r11gTix8c9MCoqf+aDVQwP2AU9GY5Dluy8C5lWWsKz0EpYegsoz1NaCqql+Phl5MxDodoLWiB3DGGPOmS+81+heQVl0FXXsHV1xd5Wte8DYOb2HZ+T/YqShQXcnlj/KJczp88+o04DIQW3cH2rciU1FwpmRxXjz4QvXMEfoibAHSCtbAB2ubxoHTAQVrfL8/B47dqOJywG+vujt+B2mGxWm3rkLL1ozvPoDv56yH+O6GVZXw7WTOXTpJAlB2YBOpoAecd8+rq3TlBzYB+nWbH9xHAAy9dcXXLgeYAMi0Zcjs9biXHWx6xJYfRl55nV/Rk8wLJSKbcG7qUt/8iQBRiknv6JuB7Hsc/Iz3zfAVrxb0c14C3De4xOgLm4ptQvqeO7ouVeMREKUCD8WtB027TnD736YLa65DpIWbxq8D2AgMBFobPBiFCqBDOADAitM2veFxsZOAo56paIgpGhnyDrLf7bd+vxsZ+i5ispATTGL7LqRmTkEW7kKmL0cGjaEkhPW5O6qRFjGIGkEDQSqjEkDeGIukvInkbUTyfkRSspCEZFaFMmnYDKTI6Qe8cBcSG8/YRsoHFdVTH7YgAYYDjj/3QUomJPYDcyRbzxwm8Uo5C0LoVy1RoEX4O5KHQtdkpgUq93g4WLQes1UvacuBxaEMyjRF4gYkdyVS6ECK3WwLNRkgeyZSWO/3wMfbkTadGW0ozy2qp95bD2qW4EVpY5roBTFyNrKjGikWaovlyRvOS+3iSM6YhHyYrxevA0dxzCak24TjO6p1GQHKUxqvV0J5AtgPWFrEQN4aGDAcotriQOGEAgUeOOqqodIci+vRPTpcPMnopFQSomPJeXDX/zCx61kv7MMkFLUBDioaaWI8QacuhT6DoWMCRMf403Hjp9lWY4fVCFyeBlaj77kjiI5noizgb2+yehZWNew8x+P0WakTkIFeRiUbwqONsWY/z/8DeZfY4zgW0+sAAAAASUVORK5CYII=) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFm0lEQVRYhaWXfWzNVxjHP7/fvdqrpKwvI/QPsrLaEEZkxtQwL9ONsIk0RrZFszXRWoSZxUtnLxEv0XRW87KxqYiXSWnvZQmymVBRwboSq6mi1rUXLdZ723vvsz/O77609/64+CYn9/ye85zn+Z7nnvOc52iA8OTwGL9NwN/AOeAIUALcj9aIPE2z2pBneyFJKUh8EtJnCAI0A5uB1Ec51wxDOJ4gDjtWQE0lzF0HySng88HxPbB1EdTXgGbFIx7WA8uB/56agAgu4BTCwb1rsJ47wqrP7WCxtNW78CtszIWaa+C9q0TAdKCqvU1rNCsVoUl8fDrZyrd+Wf9RODOXhTsHGJgOsXFQ8BvYN0JJIQMtMZz0upkAnA3V1U0c0lgPzhvg9bDzDZ0uoc4B7t0mIaWvOemefaD+Ot9mrcWVtRa8LSRZYjlMu30RRuDfa7BwFOz6Cvatg09eI9OWwJj2evGJNNWGBTSIW1dg+WS+022kvzWPu1lrwesmCdgHxLVZMCAOQfbfRwaMRvbcUd8OQfbeVTKge+gkTSNz6CSk1BvU9bc1vyO9BgSPd4kw7ICL5ozswOlZHTEClSdgai507hqUdeoC0z6Gnn2Z14a1sMt5k8rV78LtfwIyTvwMqzKhuoLhft0MjdOWWObNXIIvLhl0K/OBwB8YiED2BqTgbPiKNpxDBo7mSIRIWzsl82ViT6Rbb6RLMtJvOE5gYKS/pdTLsUU7EDQE2BoWgRdfgQvHwieePwZ/VfCT8WkDsoEy4M6DenKcNzldd5UFjfV0uniSRNSxC4PXy9IhE/DpGmgWMoH4NhEo9dL80nhkxUHE7lOyvFJk8OuIQTYFKMc8M5YbOqawezk/e2UgCjPbELALR4C4fiMoHTQWGTQW6TeCUtSutfmdT5yLFFYgxc2qFVYoWQgJmykBYdmqY4imCGxuH4H5DyGf7Xde3By+T4qb25D40MxISSujt1XjNQiUBfaA6wHoOkfNJsbEMAdgSi7ERFhfjE2NGbrvhY6lDsGaOkRlXYuVS/EJwSEdaPEbsMFlMwKtrbwA0OM5M43gWGsraaHyWXnkz8ojHyAJGjrY1JEF4tvcBY0mqRkCE6JCe90dy8n19xtA1/WgHx1VTNDiAktIcoiASoDaK+YKIWOXQuVV5XiqygPFS1KLKzDUpKMqGZqcYCE854dgO0BxviLbHi0uNWbgh4fYSWtyBrnpqDKKumoA3gQYNJbF0xci0xcig8exxFD+Hjh7aDMU5kD1n8ppi0v1C3Pg0GZAXbfbHkIgve5qoH8BYAYgc75A7D6ae/ZhYs6m4PHK3YKkPE+GMeGpE5FD+GP2yoD+TIDOmkUJdjuRdxZxpdgVJHDAjYyaQVmIDRvqnJcBjUYrM2SmCchwPnK3U/nSrTwAOluB++LlEpB2xgGDx9OjphJSB6tJ1y9Cw01+CbHjAjYa7XHx9RmH6vg87CSkch6jWRFbArLjBjIlB3fOJiRnEzLhA+4BMVEYf9Tqs4pqkY6JiN6BViJUzGWAZGSrsG+5zGJNe3RZDTA1l7yl+5Hsb5BIZB3CywfduCMVJKFIQNXzkrUOKfEgJR7ej4bAgu3ccQhSdAvpP4q32zsv9dKYtS7g/DwPidYYSyxeP4kDLsTuDdQBppiSw+LP9iIfFeAmJAIOIeugG7ffudVGPVE8Vmb6SWRkI0W1iF24YxfzG85AIK07hJEO4XhRrbIR4nxQ+0maibExQClg65gI8/Jh6CTo/AwuNE5pUOyDo54GqmKS8ABJQBqQDky7d5v+ZxxQkAvNKuuZPkzMCAB0BQ5rVoaJkcVnr4T+r0K33hCfGLyWW1wqldddhYrj8ONSJdc74PG1sh5Yijq+T4RxwEV/soqm6dbHe5xGi+7AaGAsqupNxSgqUTdqFSrUj/U8/x88nrJWV/xUBAAAAABJRU5ErkJggg==) 15 15, auto;}
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}
div.testarea{
animation:rwdcur61791 1.25s linear infinite forwards;
}
