@keyframes rwdcur104118 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFBElEQVRYheWWXUxTZxjH/7Tn9LulrQwtPa0iBU4FmbAaNIKiEsXJ/JrTXYxdENyuTJZMs48sS3a1LWYzSyRuMV5sc4tzu1i3bMwQdRBqlFCjqIBjIJavwimUcnoOLT09726UgYkbdau72HNzbp78f7/zvs/7ngP8x5XxJCCVlZUlW7duXeZ2u/cWFBRoEonENq1Wa6VpOv3w3bt3U42NjcORSIRIkkTmF8dxRJFuAa/XKwUCgR03b94cz8hYuOBT4TCU6RYAAJ/PNzYUGHC48gvK7XY7Hoj81tubfjjLsmBZ9m2z2UzKy8uJr62NyEmZEEKIv8P/U1rhLpdLwTDMu0ajkQAgAIjH40l0tF+NSJJEWlpavqLSCY/FYu+Fw+F3BEEAAKhUKqmrq+vw5StXLyoo+jzHcemZAZfLhVgs9kE4HH7rAZymaVmlUr0iiuKppqamCbvd7r1x/XpeyuEsyzL3n/tYlj3AsmwOy7L7HhI4rtPp5pZdpVIRvV7/0j9+s3XPeKrPfniCXDv3C5FuD5N4Z4B0ei+SQHM7ebFmV82DPovFUmU0Gvn78KRWqz3wqMyU7gF+Rmx35+VjTVEJlEolVCoVVhe4EU8mkJTlub5wOPyrRqPZqdPpQkql8uDMzMy5R2WmNISewuI9GTQFQeBhMJgQEXkQmobNYkGm3rCgl+O4VrPZnDs1NRX9q8yUBO6ODN7qnOaw1GiBTqNH59Ao9DoFHLROkmV56uH+v4MDSO0UaI2G0XuDXLKyqHiLSaeFJAjou9ODC1cunzn2+WcnUsl6LIFQKIS+37tb44lZjdlgqiCShJXOFUjI0tLAeLB5aHRkLFWBx/oYrcrN06hoGk+zblBKBTJ1+mVv1B1qdrlcmiciMDA6nKWiaMhEBheehF6rwybPuuzS3MIfi9yrzGkXqFjjQbZ1CUQxhsLluXDnupCUJFgNpqoNxaV9z27aYv3XBfR6vcZsNjfq9fqcG3e6EBwfQ++9fgyNjGBkPAhZlhESpl6XpIROTsrVi81d1DFcYrV4EgnpPM/zVoZhar9tbV7PC2LOWDi0pTS/6GIgOCxuLPPUirG4fYXNQY2HQoHFCsydgooNGwxOp5MKDA4m5jc8lbXkNT4qnBZF0UIIgSiKmVqN2kZr1Zfqdu6vGeSCN5JyMjs0HWHynSuEicjk/q9/9voXKzC3BRqtdmXtc7Xe+vp6AwDk5ORYM02mY9PT0x/F4/G5wVrOOLCrartz78ZtR21Z2SOCED0/PB4ceH7bTlzrvnXy5DdnOhcLXyBQVFScdeCFg9WbN28+brVas4QofykqCEfiswkFAFAUBQfD3LJaLGtPfHm6ks3Ng5qmJz/+4tSnfcGhTzJ1BqzOK1yfCnyBgNPp2G7LsWFHTU39vr27bkem+ZJkMgkAMBoMYBjmu6Qsr22/5u9gWXbZJBcyRaP8FADwM2JPUkqgzF3MpiowN4RlpWUGtVoNjUajOHL0zezunl74fD7YbLaYWq0+zNjtZ9p8vhgA9PT0BNs6O97nJibaAIAQErtwxdemVCiCqQrMld/vH5z/z97a0krYgvzuqqqqPY8dutg61NBQMjo6Gp8vIEkS+cH7fUtDQ4MpnWwlALxcV/dqZUVlNUX9eS0oFAo4HM7lQpQ3CoLY1N/fnxYBCgCUFH3w7sBdKJUUCJERn53FdCSCeDzePjg0nMXzfDaA8bQY/O/rD634PqAoG8TgAAAAAElFTkSuQmCC) 16 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC3ElEQVRYhe2TXUhTYRjH/9vOORtz6qbzK82M8jTSED/SmaZJhZJ2EVgXFhRGF9lFF3UdlDeCd93VRUFIgSUiFYqJhR+oKKSidjxtprNNN/dxVLaduXN2uhK6CNqRJKL9Ll+e9//83vd9XiBGjBj/Owq5G0wmk+ZX6wzD8PsucOHM2bqWxqbejLRMxMXpAABBnod93c41tFw37EWAkFOcGBefVVVkRnyiAVApIQGAGEFECBMmkymVYRiXXAGlnGI1RUFBEoAkISJGEAgG4Q/4kXswR1dxrKBIbnPZAnyIx/jKMnZCPMRQCF0To/CrFQgE/YKkkLx7EVDJKSY0asui1VbRYC4/RKqU2HK74bLbMT499fDR08cv911g3eUMKYhIpyQI9WqCTOf5AFKTjQiL4gm72/nR5rA75ArIegIAYBgmkKQ3zOm0OpQXnoRRb0DeEdp4u/HqE7lZexIAAHblG4J8EAoJWNtwgdveQlVxWVFdZc19mqZlZcn6hrsUm/JBESSCIR4HUtKgUqkgiREczshqV5MkAaCNZdmosvZ0A5MLM0JYFLG4ZIF30weXewOUmsTy+vcXRr2hNUOffCraLFlDuIs7sD3GcZt581Y21+vz9fUMDXCRsLAzb7E0CRGxXqfWbiwsfR3bNwGPx+OntBrhSu3Fy8PTE5ecm16fkiAqkhITaunsHI91dfUea1sSosmKagZKSkq01QWlzdUl5mIA4La3wHm95nRjCihS01VVWJZTf7qGevW++/kM+6Xt3cjATrSH+a0ATdPZD27cGT1nrsySJAm2NTustpWRVF3CUYogHXwgeGvd4ypNTtS3T7OLs70jg1E3j0oAgKOz7+1N1mrJ50O8MLkw+6bn0wfH8LPXPkKl8nb0dg/dvdacb9AlINOYSslpHpUAy7ICy7L9HUD/z+u9I4OtWRmZcwDg2HByY5+nAICTK/BHoGlaeb6s8vhfaR4jxj/PDzgUJSyYiXDrAAAAAElFTkSuQmCC) 16 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC00lEQVRYhe2UTUgUYRzGn1HbXPMjV138RGXd2c1FTdFDWIhdQuriTYKKwIOXvEQQiEQEBdXFIAINCupUEmUhRpoappkmYqvOjjar6/e6szvrzs7uzI4znbp0SEfSDu3v+r7/5/m9Ly8vECVKlP8dQuuA1WrVAYipIG2V8vZ2kWOR6TEeTS1d8mz0UhSlaM2L01recrFpsby4NDM7Kwf6BD3mFxgkHNKh9cHdOoqievZVAEBcKWnNtJlJKEQs1BgCxUUW8H4/FFXJ1VoOADFaB2RVgbKtgFAB9+YmVjbWkRgfjwvn6msORKCt8zXWvV5AjsAjimAEH3x+TmY57/uDEBBWWfc1p8sJUQwjRVHBMy68/dRH3X7W0bUXgVgtmz0eDxiGGtbpdGuRiHRGDAmxBVk5sJktRjks5vePjbzaV4FfBGQxo9Jiu3SyvApJSUn4PjeLErO1RIUamJixj2jJ0vwGAIAgiOFJx8yWqirgtjgEgkHYTBacra69XGYrSdaStacbMBgMZTcbm5u2FSUmw5AOU14+QuEwFFUxLq2tWARVfsGy7P4JpKWlibmGjCZdnC7e5+fAC0F4vCxAwOVcclVKEanjh2uR3zcBlmUF95Z/jA/yVROOabVroO886/dZxmanZiQ5YuIDfBvtWtiVwK5+QpIkybKiY8frqk/Xf5uexLSTHjTnFdbUnjiFiCQm9o0NtxYWFFawPjY7GBSuPBp6vr7bw+wo8Obh01uVtrLrqckpcUGehyknZ7J3ODHsXF1hSorIhv7Rz91en6+NzC94QuTlj9c2NjzebfmOAiRJGofGR5dm6NlOSYoMhkICY5+nPr4bGpDvX21pPnI4HvY5R8f0MvM1MzU9m+V8Wrp3FqBp2n2PptsBtP++xnGcZc29LrB+75SqqgiHQxAl6e8K/Ikv1NQNh8t55+WH7mWSJBPt87Rdn6Af3GtelChR/hk/Ae6oT2UtLNKVAAAAAElFTkSuQmCC) 16 15, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyUlEQVRYhe2VW0iTYRzGn23fvn2bttSc7eBx5MeKSVGJqJHkRSepTEwxCAlBMOrOi6CLCJGuy6uCIojKEDpYzMBTkSSlqHlqrJnbnPPQt82d505fN3YXuW+dCPa7ff88/x/Py8sLJEmSJMk/hsdlWKPR8JtPnOmQSlKVKlUOCIKAz+cHSQpx+/H9tmcDr8a4ChAc56l8ZfaFqorDIMQUWB4PYFl43S509+pucV0OAHyO8xFllsIqFBLgsRvlxVikUGLs0+6u/xsChAuRbKfXDcSimJiawPiKCWw0jJwsOdc2ExLw33n6pHPJ5UdkPQC+kITf7sacxWydNOrbExEQcBlmGAbRWKgnXSgsV26T5YeDARgMeli/roY6e7u7LIuLtj8qsCERNjtWenbmqlsKVDlkUaEGiiy5RJkhq3N43c/nrRaGSx7XK/hOxuzcZ0JCiRFlYxgeH8Gx8oq0msqjV2ma5hTEuQEAYBiGaa5taM1XqCgxSSFdKkXaFilEJKmdNujXQRJDdrs9rqxEGwBFijC/sACn24VUSgJ/IACJSIQd2bnXVRmysnhzEno6ADA6O2XSFhTumbOawcZiEAgEEFEihCNh5GRul/82AZqmtZfqGk+q8wqKTFZL5Maju13ydJmS8Xn0o0Y9rcrMgsH8ZdYfDO4nCMEyRQg7HGtuXbwCP/0Lrl1svVx/vLotT64gvD4fzLaFiNFiGugffmuLsfh4tup0++KK7fWLwf4HlSWljeo8dfBIc8OpeJcDmzTwfmb85tLqyrJsaxoVCof0n+aNE91v+tcAoKm2oVqTr5bMGPW9XX0vHzbV1J+TUBSX3ZsL6Ab7/QDu/eisZFdRvcfjwej0ZB9N0xSPD41zzSk/VFwmGRx5549XIOFXsOxgMDT2QedYcxkAEBabLTMcDJpSRGQo0cxfonRv8cEr51sO/JPlSZL813wDHV0Oy4Vy2XEAAAAASUVORK5CYII=) 16 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC20lEQVRYhe2UXUhTYRjH/21nx3bUNXVzc0pl6mGKeOFXKUYFRSUVYqUQBUWRlEEIXnTRTXTTTV0YgVeiXZQkoYhYoKKEBX6URn6cKeqUOec8up2pU8/endNNXgSR20K72e/yfZ/3//x4v4AwYcKE+c/sC3aB2WwuAmB6fPN+HqNmUp811H5Q0yrtotv1muM4xy44/tacef+iVl4fmJD94w6ZcA6ZjNnltcEpueLK9XOhZCqCrCeMOtLGqBlA3k5QQEUpkWg0FuyFAEVHRya5PQIUkgTr9DRGbDNQSBLyM7KO7IWAODQ78UnwS/D7RCytrsPt9cG5vER4wdUVioAymGKe56U5u+2dOSHxnjYqWq1WAtzIMAa5sbXnjXV3eJ4Xd1Xgl4RvyeNqMen0t7TRGjozzQyjLj5C8vkKnetCE8/zvmDygj0CAIB9hTctu12MPjYOMmRw05O4XVJ+8nR2QXWwWSEJWCyWnrWNDQ9kwE8IEuONMMTpUHam+GFhdl72rguwLJubn54ZZXc6EKGikZ6cgi1xCzqtNjaHzegoyj2aG2gWFYoAgLlx69Rmkt4YJXgEqFQUVte9oGgaxO+PTTYkHexF32AgQTt+xSzLZt4oLr0Uo9Gk1TTWN2+Pqyk6z3wopTQp3pChUFKi5BN5pZIy+f2kzjJjrWzr7dz8Z4EnD6oflReXPD1sNFGEEFgX5jFtmx2eX1xw2hwL2uM5+fnzDkf7N+5HkynOUMWmpM5drbp7MZDG2/z1CPpGh2oWnIsO/YGY/bIsb3JzUy2bXu9aW28PKTt/oaTi8rXm0Umu49XbhvrWl3XlMTGxUjDNdxRo7+7yAqj/09zZghPlGxtefOfGO1mWVSgVCo0geLJP5RUy3QNfvIEKhPQKAIAQcsxqt/WvuIUJAIzNPp8VSdNiQpwuqF0I9RWgqau9QBOhJm29nSIA8fPX/solt4u8+dga0OULEybMNj8BX9kuk3dRwQkAAAAASUVORK5CYII=) 16 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACyElEQVRYhe2TSUwTYRiG32mbUktZStgSFivYWssW6hJAJREaIiFy4EBcYowhMXrz4tF442KIJkbjwZAYDxoTF1ySmoAGqTGylJGCtEMtLVDWAVraTjvTaceL8eBBO1XxYJ/bn//73+/Jl/8DUqRIkeIfQyT7UK/XGwHsBmC22+1b2yKg1+vllzrPfDlQUVu8q0QDZXo6ZjwuRCIR9PTeaX1o7jOLFZCJra8q31tsNFQDMhlAAJVaPQKBLRAyolBscwCQiH3A8lHwMR4QBGz6NuFZXYJSnoaTLe3N2yEQHyBJn5teB3geJDWDhVgEHMsizvN0MgJSMcU0TfPBaPhtY1VtV352NqFMU2DOQWFw7MPEwMj7U6T9c/SvCgDA8vKSV6VUbEglhIkJBaQFOTnIzlLn2Wdd8yOTn8b+ugAA+LhwzglT29l9hmpE4zFEWJbQlWrqnYvzfXOL3nUxWaI/IQAIggCHexbxeBwrNA1/wI/6GmNu2+Gjt6orKpVissSu4XfqKmoQCjMwlGkhAeD3+6Er0ZiqNNpXAoTjtqmpYCI5SU0AAHyhLcx4XFhY8sK7uoQIG4FMKh1WKRR15flF5xPNSWgCOp2uCYAKgIWiqA2KoszPB/vNqh2qY/FYDBGOhaaoGIEwc1AmldF8lO/9IwKH9tc1Xb985fEeTXmmVCqTULNOzjbjiA+NDyNNlSHR7iwDOW1zZanVzgV61ej0uC3RKHf6peUNk6jAT7cgLzdXCAUDAYZh5JsbtIe0T96zOexPWJbt4jh2uqO5teO15Z3pmaX/5rn2zgs6TdnK1ds99xNtDvxiAtYJ0m2dILsBdP949/TG3YtRjmNC4aAPgCIrXVkqycgixTQHfuMTygnCsO7btD4wv3ABQCAYRCjMmFoaGhVicpJew6Hx0Wsra2uWb8etj9bRR00NRwoLMtV8spkpUvyffAWSayirIbG6NgAAAABJRU5ErkJggg==) 16 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
98%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACrElEQVRYhe2UXUhTYRjH/9s5G7nN5s6mNprDJMcJh1+oSEkfKGGlQmTdhTfd10W3XXVdF2EUQR9EF5kF+YENsimmURtoXzoq25zHLafbzs5m+/K4t5u6dmcjI9jv7oXn/T//98/zvECBAgUK/K+wLGtgWbYzXx2ZxKbKi73nv7fUNph0Oj2K1Rp4fRwymS1cv3/7xGPbiE2qAVpqfbO13tRYUwdQFADAoGPA82FoVGqpvQEAcqkXhJ8xkEwGhBDwER7+9XWodxWhqab27I4YeDRuh3vFB4hbWIkn4EnwSKdSUCoUn3bCQJwL8leSyTiSiTj0MjniXj+evRqbnpp9dycXA5SU4mAwCLd7YYqm5SG5TNYhRHjKoNUiuSkqR17bx7gfvsBfNfCHSDrB9J083dfIWpEhBKUMo6neaz4z6/nSHwqFRClakmcAAAghcLkXARAsckvwcF4caW4tsxjNN2trrCopWjklcKH73PHuw+2naJpGpdEE8x4jFDQNUdxs2EynDxEFNRBYW8sqCan/AABgNbRujMaiEGJR6Ip3g6IpqFVq6LU6h5JStJYVl/QAeJKNVk4JJCC6FHKqx78W0Ls5zu5yL7qEjVi13fnWy2i1FcFw6NLX5aWNbLS2TeD5jXtXKyvMl0EIeIEXA+HwU8f8B8TSKUd11X6Tc/7jwTIdA6frM8pLDZGlZa5udHpiNdvHbDuEI5Mveb+Pc8QivIMistkiiqrKpNNrJSq1ua2+SSVEIu0zc84DXcc68M3jeXF3aGAh2+Z5Ybv1cGZu0ObqauugLRZLycLQBBnufzAkVSenNbRYLBoKcqsQFYKj0+MiAKSSCcgJ2Ja6BkmDndMWAMCE8821IB+e/H1MDo4Nvz95tD2zjymHI1fRfGBZlunt7GL+Re8CBfLiF0I+EKWrsZq/AAAAAElFTkSuQmCC) 16 15, auto;}
}
div.testarea{
animation:rwdcur104118 1.6666666666667s linear infinite forwards;
}
