@keyframes rwdcur49094 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 17 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 17 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 17 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 17 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 17 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 17 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 17 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 17 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 17 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 17 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6ElEQVRYhe2Xa29UxxnHfzN7znq9s/iGjS9slw11DCTmkhAcQBaQJqVKVSRetFGLVKmRWjVRpDYSLyrUL9B+gFRNq6pVIwIRiVoUkYpLSILBhIQQiQClxQ7rZQu+xF57vfdzmb6Ys/UaAqEVL/tIR2d2dmaf//N/risOdm6Y+HDi+r4XmMu3QlhBqhGqEqKABeQBF8gBGQFFHqCI54jr7StWV58dO3G+DWaBMwpyIcgLc8YHUsAXwOcCyg8SgIwrePGxF8JTHes3ZyFZgTUubPRgmYYY0ASsBiRQfZDKAeSjhQrYik1b9slLHf2r52BdBbocWOXDQ8AKYDnGDS3auOXBAXgLQHsQCvP02h/LbPOK/hysLEFbBaIeWBpuYXwvAxAyeCwNYQ3R4B3+bwHKKB74PhTGieDzyKrvSouOvhysljCoYdADyzNBWZMWIIJxTwsLropgQET0/QIAD6SEcDMIifJcOuJrKKnuvip0+dDiwfYqxF2joPaEWWytDPatuvVXitUIoAErAtKG4gRW5hS98e1yrlBsb2KuXUOyDHkNQxpSAtLcPSDDmHiRGixh1ndnoAQgBAiBqOQQ6WEA7MwHLElswgeEAfojDbs8GNCwDkgGyu74zTpmvjIe5NMAQoLnABpn5TcWTCmNIxebtlvDsx4kNKwE+oH2u4C4L7FsXHDLYEfxG1rRTUmcNT8gVJhA5MfvuGDDtirMaDhuGYploHCy7ph/3wAkgFMEaaGr8+BVqbb24Xesxc6licxcueOSC/EKxGJQtAABbZhSXauSNQC+XhysPuDWx4V0at/5LjrSgtvQjHSL+FrjhmN3KNfALLRNQXMOYlVTC+qj3g0U1WLh9kwJ67oMkQ/hQnUehMCzFdp3EZV5wrk0rrCoPLx7EYBK9wCXVXdyFB5fCvkGaBemYNWU387CIsYDoDFtClrYoPMqiPwtEMIAcOZwGlrJ2zGynRuJxpZjl7MgBHOqk4G2VXLo6L6dQ8xEvgYXklAOgZWFfKsBcbvlYApVmIX0lYBrFQDhlvArc2ArhDNPOdJOIV6k1HCF8vVORhuaaLAi4HlIzyMycoSN8X6ZzpzadhGK/4LrzbCsH64K4/fbkoeVmGxpAnow8ZIG/mnVwOhQBIpTuAgct0xuw2WW3cqk/v7DRHLyH31Uz0QI+Q5uyKJRhmgPhWnuGZSXbp7emYLZr8PsB5AAMiwAkJh60RWsE3Vu8AFpfQHoxjb80gxuyMIt5ykuv0Hf6x+eSD3/8DN2S35mz2/+9ORLJwauyUM3ib+auXgNZBH6p4EiWCH4ThHOZCBy3SirDTIWpleA6Rf1bmkCZqxGQHsVdHEcr5JjXvvYsxO4TeoZNe2kzm9tTV4+u+WlV7ac/Ulw6RLgn4IXOyHSaPw/E4OmrbBjqRlcJg22/8RDLLB+VaB8NGDEl02AI20KDS1U3DLzuRsUz35K6kIhP3mtEMmqkPv5Uvvli7999CmgGZPz4W3wh83wagyuRmGsC8Jh8KXx+bKA5rbgnQhi4RFgK7ArcIEreyjgFm6R811GfYeRseN4kC9BeuLtqXcaB87uS8Ws2Qvrl+wZ3r/+ZRY3F7cXxnphfKlhoRgKGlFdxIcBUnT8EhjP0txbUw6krCLglLNkSzOMXX2DEUj7kFJwRcK5VvjotZ6TvwPiB99/8vK14c2H8g3SF+CHfIo/3TT8fEDzzYDqmiSCdxUY94zSfIGQ2wqngRGgLEvADbfCsct/9kMwHoKLp+Bvv4ID34Jju8xAKoHo93ecW9s+6+5tdPRIxNGZWNm/+rHq3gukT6qeX59X3b//THW+FrigBRjHDLrpSWW7wKclQj4whknDHH8F/QtwnoChzbAf+BkwCHBAJaaOqPi0hm3nVPcnGp7T0H9cxbMantCw4S8qMa0hdkzFp+dRu0+rnjkNG95XPdlh1T13WCUcDU3BnYGTqieroS0Y37D+iLp5mMKbwM8DygYxFKGh7duFzBYgWkX0YiKciqEzA+Rds7Y8mBxSra9o4KiKv9uNE1tXmNh4WCXeO9C8YhTThD563bJdATN1ruJxYGfd5x6Agyox9YZKeO+pniENO4aMZTs0dL2pEteDQTR6SCWmtBnhkxqSAWPJYyqePaLi02+reIV7iBX46UJtY79KvLWnkP4ehfReTBqdB4raWFrGlNHZ2nnbxEeZYGhdgi+ByDcLmceCI/ccyWrRW2uPZWGJ3ndV/LNuHMsu+HJC2e5NrKrCj36suo+msV290OmsLpwYEH5HxT8x9HmzmGyodcV7/pUTX7apTcXrD4BdEjAZjNlR6oaNwLqIMAzFMIzVN6IyMP6lSu4F4H8VvVB2JVAVph/8X+4p/wa7k7faZ0fPAgAAAABJRU5ErkJggg==) 17 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGs0lEQVRYhd2XW2xcRxnHf2d29uI9G9/Xa2+2tuukrusmqbGSKolSKaSUQsWlSNxaQCBBXirEE6jiIoHEQ4X6hspj4SGFgJQoRVxcUVoIcQIJqXOpk9iJkzrG99he7/HuZs91eJiztquEihA/8UlHmjlzZr7/d53/MX6e6Z/ZPzc0uAkuxMBLQjkCswZ4wCRaBLAMTANFAwI2SGRibqr1Wnbvs3XTp+RmmIhCAhARrUgARcBBv18K5xsmwjMFT/UdlPm2nZ+Yh523obkIMR9SSiuVoXKqY6WBbQwAWfIg3sDTfS/ISmPP7lnodOExGzoCeFhBH9CMDokT7ottFAB5AfgiAcgadnZ9XMzZhf50aabfgRsBjBlgGZAGFtYBEApkmCf3JeJDOIABIkLMzJB54AkAYtAFdCv97FawE2hlLRwbEgbxDkA0CZE4ANGaZm73fB4fCKDZhxTQDXxawUfDcfs6IPcl0qyOlAf2MpTnqBk9CsAU6VQLtzAgCfQD7Qp+bMBZAKWT0rqfUIgWgOIMVJZRqc3g2auLmY4+EtoDVXc3G/AdBR8BsmhP5JT+5n8SWQGM2bMQNSHRgJNMr6a4lPE7NihoVLAFmDTAQoeiUUFgQPmeAWzGQzX2YPgVlFIYNU0427+O4VeIWBN33eNCMgItglXXCHTfqNxrl5StANEkqqaJoJJHiSjCsSDwUcGdZymQZYhJqAMw10BIdH+o3AsAMQUgJAQugUyC76AMMOxl/NrcnRtAzEJ7HlIF6HKgM4CWEMA9l6YwAJQPbgmlXAJAlBeJTLxNgMLe8knc9v0E6e0A2Jl+XNI75qA/B/UJCAQk14F4nyjdtGoVtCrIKuhS0BmOUzrNbAvDLYFnExgCt64d76HP4IkopfosBC6VSJya1l1AwCPpbWJh+Ojeq5RSSTiVg8MCAk9Xg7VOuUQDq+Z1Nhx76Ns1JRVg+DaBXUBFUwRGBDvRhPNAgGV6REZLWJEoiyJKPFrLw0sj2PYy8Uwvs3P/3OaAswg3JZx5FBbUmhc89B1SVV6/biyBWmA58gViP3rkwQMEGDiROBVAWP+ipu4Efu/U8NzuYktRSaxJD99dYSGaxPQrKCEp1XYZ163x1jHIp8GO6D6hYhAPLTcBN1RanRuAD0QAW9qAitcReDaBbRE4Fon4MMmh8clSd8e2hoZC8fFDp3/67g+2fO/mSBHryNzYcSjHYUeg/Sii8Ey9dv2oAfPoUJRDqxfCeRZoRPeNZWAcENIFAlmDG4lhOwW8yhL5BkHhU7nc7bbE8M2HktucV3r7tn/z8kGdhjjAjdfhoAGxR6E2BWUDHG+NrMRCRQH6UrNClz8YrreF87/KJsCzLUpGhKJr41uTvHd5iPhJltzn2lJXn2zy5ppjz1iv7Zje8+WLXmjZ0LPwMlB7Dj4X05pmpG5EVWkMcyAJjIRxr7B2ibUBCZGmhFtZwshfo2SNc33yOC7MuzC2cnjmj/W7Tn1/LB2zrmw1vzF4uO95YCZ0aQCUW+GdNFxKw3wKlqP6fW1oeRLYDHQOm5mfADNXzMwLQAGYAopSAkb+Gk55ntkbA4zCZCNcjcPFTXChByaf7/nbk0DzkbcfH3j1H3teHk3HAmXgyYDyS1uPPxeCSYQKY2G8G4Dr4doqg3L1fDz0xqwYAZbdMhdvDATXYXoMzrwBA2dhoAxnejQTDoDKZw+c+XDHrP2igOG4ryaSrjp/0sx+F1gaNLMvTdD4i2EzcwhNXgth7KeB8wUiAbDgIIIwj64CC7wG6g3wvwR/Bw4B3wL2AfzWzC3+yczlFfSeMLOnFexXsP93Zm5RQYuC1iNm+y0FLW+aucUC5sf+bGbzCg6cM9tWzpuZlQEz5ypo/b3e0xuut1Q9Ik5izn4bXvkl7AG+AgwBgwpiUah/qjT5BMBtRHdoWTnQLb8MLDjSAPDKiOm/mE2vAvK02XbMhcRjpbmvOmAdM9svWTISAJfnZdQLS3VV+tFUqypZBd3nzLaVd82MP0r6koK9b2nk+xR0/aqu473qx7/WHmgOn9yImSkp+NoJM1t408zlXzfbbaUr4q4igdnQagCOkjsGkz/sK828WPUS0NiEL4HOMKZLAApaTuDJ0IjzQOsKwgOK+0rTu6rf8QGUTYYHVmuzokyx9RTZ32zCFwA+gltEvDhBbNDM/qyoFVSJQrWziT+YuSsCaMFfQme4tU7Pf2RKxt1eKtiKpuEpdBMZQpdSirX/RpQuu2qnW6qC4f2sqPxBVO2uAMLDY2ie918zXrX2G1cFUdmIn5f/b/k3VlSkgilql0IAAAAASUVORK5CYII=) 17 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 17 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 17 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 17 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 17 0, auto;}
}
div.testarea{
animation:rwdcur49094 2.6666666666667s linear infinite forwards;
}
