@keyframes rwdcur92843 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOElEQVRYhe3US2sTURyG8Td1kpxMJqIpRiVYgyVeIhJbLO1CS1svoKKfpAhduXIRbYtVcKvgVhdSd6IrBaldhHqpBRuCUau5NG3aNNfJTDKXv4tScJNJMWGyybM9c3h/zOIAnTp1qtOgfzTGmDDSNgBjAl0J3hTbhmBMoJWFFI2dudYeBGMCldYr9H3+D40FbpiPYEygtWiWVEmnxVdRGg5cNhfBmEA/wgkiIiquibQw+40unLpkHoIxgSLvfpGUrxIR0Xpsi+afLdL5kxdbiugyOlRrKqRSFQAguHkcCRzC1O0Zvt838LpVCGOAoqFargEAeLcdzv0OeE8cxORE6xCGANIIiqyiVlIBAI69bBsR8CB0a5rvO3quaYQxgAiaokGpbQN4tx38PgZXtxM9pw8jND7Nn+1pDmEI0DWCpuvQFA1SrobCqgi1qsHmsMJ1wAlfnxeh8ammEA3/gMViga4RSlkRm4kc0rENpGMbKGTK6OK64At6MTlx/78RlnoHjAk09zwMj88NV7cT2WQe2WQe5c0KapICXdfB2TjYBRscLjtyq0XcfXKn8jX+6bosl9/vFsA1+sBq4yDmJGylCvj9OYWHL0JqJLNc7x5/zNP7NBJf8rcEwFn3QCdCNpnHypckZl7eq0Qzy1dluTxX704kvrTb7cYAK+MgFWX8/JjAg9lQJZo2Hm9pO0/xm0cfqL93SGRMGDZl+F/A28dhGvSPmj++Axg6PtKecQAI+gZibRvv1MnM/gK3YQqLHWjbOgAAAABJRU5ErkJggg==) 6 6, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPElEQVRYhe3UvWsTcRgH8G+SS/rL5WyalkaloJWaVqM1EW110mQRVPwvHIqlChYHhw5SxBd0EkFQsOAgiFIROnQrVSSgVWIqikGDadK0eWna5qWXy+Ueh1BwyUXMcVnyXR8evh+e4QFaaaWVGvG7vGHGBF/TAIwJdM4zXGgagjGB4u8X6MzgseYgGBOoGF+l33MBuuAe0h/BmECZxR+k5Ir0fXqW/G6vvgjGBFp695GIiAqxFVp8/oZ8Bz36IRgT6NfsPJXSWSIiWvv2kz5PvaTTB45oijCqDWVJQilXAADwnR3Y5Xbh/vh1frh334xWCFVApSxDylcBbc5OWB127Bzow72xa5ohVAFUqUAWS5CzmwAA1r4DVocdTrcLdy5d5U/sbRyhDiBCpVyGLJUBVK/AOtph63Jg96F+3Bq5wp/c0xiizgUUKEoVIaWyKEQTqJQkmK0Mtu4u9Bw9jJsjlxtC1L2AwWAAVRQUMllkl5aRCkeQCkeQT2Zg5Dj0eNy4PTb+3whObWgwmWDkTFBkGbnVFNZjCRTTayhviVAUBZzFAotgg9Vhx+TFUX7iycOZQDRyXhTzc5oAAICzmLGV3cBGfAXxhS+48eqpHEyma+3xLmf341A079IEYDJzIALWYwnEPoUw+fpFMZhMnxXF/HytnVA0/6/d9QEca4O4mcPShyAmpp8VvyaWVcs1zfYrfnv3ER3vGygwJpzSpfhvQODBFPldXv3LtwG+/sHmlAPAUO/+cNPKW2lFz/wBpREFSm1MzBYAAAAASUVORK5CYII=) 6 6, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPElEQVRYhe3Sv08TYRzH8U/ba3laLoQrStUaxaFQTkh18MeEZXAgxr+CQUk6MbkwEGLUxDiwGsLGwFBxaMKGkWgIRAipEJMmJu1dS2hti+21vfZ+fB1cXHoY2rRL3+uTJ59XnjxAr169mjQdCCYY48NdAzDG00woVOkagjGe0l+/0OPJye4gGOOpKsuU3Nqip+JE5xGM8ZSPx8kslehHNEphUewsgjGepO1tIiKqSBJ9X1ujR+PjnUMwxtPPzU2q53JERFQ4PqaD1VWaCgbbirBbHepaA/VyGQDg8XpxRRTxbn7ec3/keqxdCEuA0dDQUBQAQJ/PB7cgwDc2hreRSNsQlgAyDeiqCr1QAACwgQG4BQHDoog3c3OeBzf9LSOsAUQwdA16owHg7yuwwUH0Dw3h6sRtvHr+zPPwxrWWENYA3YBpmDA0DY1sFpVkEka9Dqfbjf5Ll+G/cxcvW0Sc+wI2mw1kGKjk8yhKEnKJBHKJBJRsFnaOgz8UwutI5MIIzurQ5nDAznEwdR3l01OcyTKq+V/QajWYpgnO6YKL5+EWBCzNznoWVlZiO6nME1VVPrUFAABcnwu1YhG/02mk979h8WNUP8wUmt3zBIa97+MpJdAWgMPpBJmEM1mGfLCPpY1Y9fCkMKOqyudmd+Ip5X+3zwdwjEEtlSDt7WHhw0b16CRrOX6RLD+hw+FAancXL9bXq0eZ9o9bxhhPO8vLNB0IVhjjpzo2/C8gPDranXEAuHdrJNG18V69OtkfHygH/SwUGgQAAAAASUVORK5CYII=) 6 6, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPElEQVRYhe3US2sTYRQG4DfNZb4ko9gU00iKBkK8pGg1YGrBxHYjiPgLitCVf8GFZiGUeqUKutKdO8GdiCgKYhcGL+2irQkEUpqZVEhMk8bMZDKZmePGgpskxYTJJu/2fIf34Sw+YJBBBmmR0Ew0wxg/3TcAYzxNxGJS3xCM8fRWzNPJqan+IBjjKS3L9Gpzk8JXLpqPYIynz6USbRkGPU+nKRy/YC6CMZ7eCAIREaUkiZ6urdGJ2KR5CMZ4epnN0kajQUREX7a36fHKCh2Pn+8pYqjdUG1q+N1oAAA8LhfCPh+uLT5yBaKnX/cK0RbQNHTUVBUAEOQ4DDudODY6irkHiz1DtAXoBkHRNOQ0DQCwnzEMO50Ie724eve+68jkeNeItgAiQlPTof4FBDkOBxjDiNuNcd8hzC48dB0+F+kK0f4CIBhkoKnryKoq1iUJDV2H027HQd6NM2N+zM7f7grR8QIWiwU6EUqSBKFcRqZYRKZYRKFWg21oCBN+P+bu3PtvhKXVgDGennxLIuDxYMTthlipQKxU8EuSUW82YRgGHHYbeIcD+zgOW9UqXiRuyLnk8mVFqX3cK8DW6YHDakO5Xkd+ZwffxTze3bylFVLrrfZc3tDYs9xqOtQTgN1qBYEgVipYFkR8mL8uF1IblxSl9qnVTm41vdfuzgBms6GqKPgqCHifSMg/f7Qv72l2v+LE0hIFI6ckxvi4KcX/AhaSSQrNRM0v3wUcnY73pxwAApGzmb6VDzKImfkDZ7IHl4lzsBAAAAAASUVORK5CYII=) 6 6, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNUlEQVRYhe3US2sTYRQG4DfNpV8nk6Ip9ZYIEY2XiFYrVYnapuCmiH9ChK78AQotFipWqW4LutKd61BBFxLqwoJtpSbiJTEiuaHpJDGZSSZzOy5CwU2SYkKyybs93+F9OIsP6KWXXupkMuCNMsYHugZgjKeJqyNS1xCM8RRNhehy4FR3EIzxVCj/oM8/X9PUdV/nEYzxlBI2SDEEWvvygvwTHUYwxtO3xBsiIspLcXoXeUb+Kyc6h2CMp3A8SGI1TUREmdwmrXx4Qv7x421F9DUaqpoCuVoCAPCcE+59Psw/vsWNnncvtwvREKDrKmRFrAH63bAP7IZr7zHMLU63DdEQYJAOVZNR0X4BADg2WEPs8WH2wU1u7IKrZURDABFB01VomgKgdgWO7YLDPoSD+0/i9v0b3LmLB1pCNAHoIMOApquQlBTyUgyaXoXNOoBB+zAOuc7izr3WEE0vYDKZQKSjJAnYyieQyUaRyUZRFH/D3GeBxzWC2YXp/0aY6g0Y4ym0toRhpwcO+xCEQhJCIYlSeQuKWoFhGLBabGA2HqzfgXwxjYWZ5+X11fQ1WRZDOwVYmj6w2CBV8sj9SSGeWsfDuaAW28zV2+OOeJ1PI2HR2xaA2WwFiCAUkognN7B092U59jE3JcviSr2dSFjcaXdzgNXCUJaL+J54j8WZ5fLXT9mG5W3N9lccfDtPZ0YPS4zx4x0p/hfwavURTQa8nS/fBlwKHO1OOQCcHvNEu1beSy+dzF9F9AidD9MKPgAAAABJRU5ErkJggg==) 6 6, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPElEQVRYhe3Sv08TYRzH8U/ba3laLoQrStUaxaFQTkh18MeEZXAgxr+CQUk6MbkwEGLUxDiwGsLGwFBxaMKGkWgIRAipEJMmJu1dS2hti+21vfZ+fB1cXHoY2rRL3+uTJ59XnjxAr169mjQdCCYY48NdAzDG00woVOkagjGe0l+/0OPJye4gGOOpKsuU3Nqip+JE5xGM8ZSPx8kslehHNEphUewsgjGepO1tIiKqSBJ9X1ujR+PjnUMwxtPPzU2q53JERFQ4PqaD1VWaCgbbirBbHepaA/VyGQDg8XpxRRTxbn7ec3/keqxdCEuA0dDQUBQAQJ/PB7cgwDc2hreRSNsQlgAyDeiqCr1QAACwgQG4BQHDoog3c3OeBzf9LSOsAUQwdA16owHg7yuwwUH0Dw3h6sRtvHr+zPPwxrWWENYA3YBpmDA0DY1sFpVkEka9Dqfbjf5Ll+G/cxcvW0Sc+wI2mw1kGKjk8yhKEnKJBHKJBJRsFnaOgz8UwutI5MIIzurQ5nDAznEwdR3l01OcyTKq+V/QajWYpgnO6YKL5+EWBCzNznoWVlZiO6nME1VVPrUFAABcnwu1YhG/02mk979h8WNUP8wUmt3zBIa97+MpJdAWgMPpBJmEM1mGfLCPpY1Y9fCkMKOqyudmd+Ip5X+3zwdwjEEtlSDt7WHhw0b16CRrOX6RLD+hw+FAancXL9bXq0eZ9o9bxhhPO8vLNB0IVhjjpzo2/C8gPDranXEAuHdrJNG18V69OtkfHygH/SwUGgQAAAAASUVORK5CYII=) 6 6, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 6 6, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 6 6, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACOElEQVRYhe3Uz4sSYRzH8Y866uPs4OpG24+FWtjG3bSwjUroEO2hIiro7+gQxVLgoaB2YY91CiLyVlEQdJFuFQUVbZvFuhBZyvojN3+s6zrqOM7Mt0MsdHE2UvTi+zo8fF48PAzQr1+/FvnEqRhjwvGeARgTKOA/X+0ZgjGBFj9m6ND+s71BMCbQar5GC2+X6aD3XPcRjAmU+FYkpaHTi/BXmvSe6i6CMYE+f0gREVExV6XnT6N0YO/J7iEYE+jdyzhJ6w0iIlr+sUrPHkbIP3Giowiz0cemokKqNAAAriEeHu92XAvO8Z7RQLhTCGNAU0NNUgAATpcdg24Hxsa3ITjdOYQhQNcIDVlFvaoCAAQnw6DbAdE7jKuXZnlx95G2EYYAIoLa1KAofwBOlx1OF4N7ywDGfTtw5eIsv2fX4bYQhgBNI2i6DrWpoVJWkF+pQmloYA4rhrYOwDc50jZi0xswmUzQNEKpWMXPVAmJWB6JWB6FnAQLZ4bXP4Lg9Nx/IzhDncUEjjNDU3UUflWQTa+hVKhBrjeh6zqsNg68YMOg24HLF27yt+5cD39Pzp+RZelVRwAAYLNxKJfqWMmUEV3IIPTohprMLbU6x+8cFu/FkxGxIwCr1QKdCNn0GqKf0gg9maklc0unZVl63epMPBn5120Am7wBO+Mgrcv4Mp9C6PFMLZldNBzvaBu/4vu339DE2NEqY8Kxrgz/DXhw9z35xKnuj28A9nl6NA4A4mgg1rPxfv262W/IFQb+aGJ2sQAAAABJRU5ErkJggg==) 6 6, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACP0lEQVRYhe3Uy2sTURQG8C91ktxJMm3TYH1UNFATbUyJFtQKIj4WWkQX/iUiViiCaDFrQdwF1I1aV6IguvO1MKiJ2EgR0hrNo6lp82iTSSYzmTkutOAmk2JCssm3Pffw/bhcLtBNN93Uict7Msp44XjHAIwXyDd+QewYgvEChSMpGj14vjMIxguUzZcpGP5JnrFz7UcwXqD5H1lSahq9ePWNPGMT7UUwXqBPswkiIlrJifTk5Vca2X+mfQjGC/Qm+J1KYpWIiGKJHM08+0x7fadbiujRG8pyDUWxCgAY6LfA49qKq9f8Fqd7/HmrELoApaaiJMoAgF6bGfY+HnuGt2ByqnUIXYCqEqRqDRWp9gchMNj7eHhcg7h0Zdqyy3W4aYQugIigKCpk5S/AZkZ/L4PDbsU+9zZcvDxt2bn7UFMI/RvQCBppUBQVRVFGJiuiKqvgmRGbHVYc8A41jWh4AwaDAapGyOZFJBbziMaWEY0tI5MtgeN64PMMYXLK/98IQ70B4wV6/PQ9nDsG4LBbkUwXkEwXsJIroyIp0DQNJhMHm9UEwWrG4q813Ll1vRyf/3BWqhRfbxTANTpgMnLIr1aQWlpFaDaFB4EbtUx6rt6eZXC7OxBfCLlaAjBym0AgJNMFhCNJzNy/Wc6k5yakSvFtvZ34Qmij3QAavAFm5rBWlPDxSwKP7vnL6XhEt7ylWf+Kb999R8MjR0XGC8faUvwvIPAwSC7vifaXrwPco6c6Uw4ATveRaMfKu+mmnfkNDmgIuhEJdGQAAAAASUVORK5CYII=) 6 6, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACPklEQVRYhe3Uy0tUURwH8O/odebMPc61UbJE0JEYrTGx6KEYSVKLLKKFf0kEEpGLAWvRMhcuahlFtYkgcNEiJggrzaDHTAxGzSPpjuM89N553MevhQht5irNcGcz3+05P74fzjkcoJFGGqkQ/8nzUcalc3UDMC7R8MSUUjcE4xKtfE/S0PjV+iAYl2gjr9K7r78ocOaK/QjGJVpNpkk3TFpYjFBg7JK9CMYlWo7EiYgonVPoeegLHRmdtA/BuEShTz9IKZSIiOjn2gY9ebVCh0cu1hTRZLVYLuvYVEsAgHZJRKDvIG4FZ0Xf0dGXtUJYAjTDwFahDADwiC54PW4M9B7A9EztEJYAwyAUyzqKZR0AIHEGr8eNgK8T128Gxd7BkaoRlgAigqYZKGvbAI/owr5Who42jsG+Lly7ERR7AqerQlifABFMMqHp21eRyiooaQbcrhbs93IcH+iuGrHrCTgcDhgmIZ1TEP+TQTSeQjSegpzZgtDchGF/N6ZnZv8b4ai0wLhETxfewtfVjo42joScRULOYj2rolDSYJomnE4BrW4nPKILv9fzmLsbVGPf3l8uKvnXewUIu21wCgIymwUkUzksR5J4eC+oy7FwpTmxs6f/fiy85K8JoEVoBoGQkLP4GEng8fxtVY6FJ4tKPlRpJhZe2ms3gF3eAHMKyCtFfAjH8Wj+jrq2+tmyvKbZ+Yrnnr2hQ8fOKoxL47YU/wt48GKR/Ccm7C/fAfSfulCfcgDwDY1F61beSCN25i/YsAnvjHENfwAAAABJRU5ErkJggg==) 6 6, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur92843 1.6s linear infinite forwards;
}