@keyframes rwdcur182695 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5ElEQVRYhe2Vf2iVVRjHP+e873vvfbdutrZKu97RuCt0a4nVZmyzn24uhUpybSoR2R8xMKX+6JcUrCCNZBYZomZBmc2CqKDaBCOcJMu1mbPCcJjJkJyuZsu77d73PP1xpzHvwN67HAR9/zh/vOc8n/M9z/s858B/WVUxGqsL2TQRhp1pYOU1bC3LXrx8ip2DF9syfVcPCyfNwJx8Whde9mj1jdm3IwhhffkCYi9/t6uHWX5Zym/ATVfz/cNTny6KuTcgolAoUMJv3i80DzzV/+mP5Prh+c6A0vBO31pja/TccC3TsnLpSGzCCARttF+e7wAlGC/J/OwAbymtSRiNiLTgSYlj+aVlkIF9vZQAVF3LEiPgCQiwvZuDQI5fnu8MnJVnUpubTAGjyrgNz55c6wlAmEAGFICABQQn4MB3G65ihwxxhjgD5BXvJXpJLt3txZxhkNP8yuc0+WKO6/3eYiRkg2PBts6xJk9yjM2r6jGOpm7dUQ4TYvsj95DoHqbkm/vTWOsX4IkNJwZh7ZdcuE/mFSI7K5tl2WxkvPkw+dKZ0yonogflFh6Q/qrDciinTT4Kvy2u66bFCPDS3cjOyvdkRQXe+fNjTjevEHlyajNGFNvidSmApFY5OvWvXRu2dGVzJNhOYG4WyWNJYj2lBAIBHpvVZ0YEjIC2wDYQdGAwia6If4CjE7Ray8y6r/7OxDkDNdchT1zZDIARxYixGDYWCVEYAdRozynFC/teIcSl7K7dSPLnYXRCUb7/cVaXLh8FpkZLCQEtaARHQ0B72CrBJzxoXmtLmRiTgbkFSp6LvI8nsKa3HjeQ+p4UMCa1uKBnMxvWLCL+bj9/nDjNjD9vpSOrhell+dR+0cTp6AYECDkQsOCKEARsxWJ3B45O8rG31GzcK+cyMKYI246Iet4skcbodoYNZvdP6UVTzynxvh6kq/cHFslDAHSOdBPeN4UB+mk/JmMOVQt6cAYeWYYPh5aaNzvkwoV4cwQpiyJl0fSiuYsGycvLE9d1ZcXMOnmjvEFc1xXXdeV6qtKKsCyKd0cMua9IpbEmpDkRtq6cWSevlzfI6jv5LFNOxjehAQSFjNbHpBsIOWBrUCrVcpNuIGil7gYLsMa9si6SgdII3aXTqM4LocOOELSEkINumk9RUw19fnm+37HsIDrLphWtsDV4IsQ9arCpDjj8ftENTAliasLPMt2ehQgoA5H4bQypo7rdfsYv7h+8Tufp0Ek2XjW1rTysc2N5Vj62Fk6p/ewxLx5Y30bBRTcA0HWcbdHIt/mWYvaIPs4Ba0PLq3uozIQ1Ia2soHFlBVsmfeP/9W/qL7ouX2YzdCzAAAAAAElFTkSuQmCC) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe2Vb2hVdRjHP7/fOfeeu8021l2Dut2hbC1naA5bw6YOc21uvfAfkbI3EfRXGVFEL7JCJCsodUIbkQqRBQluUxA0NLWFSoZzLTMHwz9LpHR/Gnfquvf8nl4c/3SdUecsB0HfF+fFOef5/L7Pw/P8Hvgvq6aQVTVFfDQWhh00cNZENpU4S5++w7qTVGHTvXt7eHzcDJQXsHvOhBXVJZF5gJCpo3UUru7c28ODflnKb8CMezi+KPrGlLgzHVAoFCAMmbN8efml/h0niPrh+a6A0rBjcLWxNXpG5lLyM6L8JE2IgGOj/fJ8ByjBuClqssJs1hpcUSCyC1emhiy/tAAVOHKOqQCP3ccyg8IVEODzLn4Acv3yfFfgmlwDRoJG31DgMXQFRAStwA6cxhgqoAAEtBKcwGkEGMN36JArXOIyv5Eo+ZRYVpTh7xZwiQRD/MJmnvfFvKX3BQ8gERtCFmw5mm7yIr2saZyJsRTLV5zhDBE2vD2NZOcIlVtfGcVaV4crNvyagHe/4u/npKoI2VLWJvWl3LLF4lRJX/5x6Z/dLQtZKUPPnJX+iSfkWM4+icVio2IEWFOLfFbWIisqcG/+npZdVRHyVG4bAux2F3oA8f4KaXBsyLBh25k4XdF92JURUr0pSjvmEg6HqY+fNL+LNx3aAtuAE4JECl08uB1bu3RkLjbv779RiesGaouV1Oe0XnedNIqkUaRQV00IYgSlNFuPtRAhm5ZXXyN1egSdVNS1NfLk9MqrQO+plWArr9MtrQgpwVKGw85i09jumUirwOxJSp7La8Vg2HhhMRlh731KwBjv55k9+3nri1KufNJP8uwI0wbm0RnaQ0ZdNi80tdAdb0CASAjCFtwVgbCtqLRasZXLQXuJaT4k1yuQ1oTtp0QlzSJZnr+NEYP5unt000yjT9yDCfoODTI3ZxEAJwd6mNw+mQH6OdwraUk9AToxGZcJhgOyxGz80+GjKnBND8UQ7d0Q5tvedBP1rJMjxc0MDw9TmzWH+3NzWf/zdgBKzi1kDx+mMR+O42aF0TmOMm0/SoBt8Rcqj7Hp2eJl8l75i/L6o+wMygl8ExpAUIgojAlKGYOBSMjbAUp5IzfuBhwLbC1YCNYYtqJvA2Uxusrupjovgp4Q8q7rSAi9toYpa+dzwS/P9x7LctCZNrvRClsrXAOXXeZjUx0OMXjbDeQ4mJnOm+RbpQCoJEQHq0hap3V3xst+cf9gO92kkxdpLogdeCRT5RVmq0lYGoaso3RZK79f386k224AoOM8WwrjRwq01qWudZ5Tzge7NnzDrCCsMamhglUNFXw87gf/r39TfwBPQFZvdQaTtQAAAABJRU5ErkJggg==) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5klEQVRYhe2WbUieVRjHf+fc9/Pm4+ujC7alW2q6bGYynJCuKJxOi9TAmAVFqz4EZX3oUwuWQS/EWOtlrdjLh5CCwZjzw3DR1HKVGDjmzLWBmy+0Sk1c+DL1ec7Vh8csX6DuxykEXR/vc67/+Z3/fc7/vuG/XCVp1Jak88lyNOxIGwtTOLLRrt4VbQUIph249UwPD64aQH4Kp7dEvVCc5i4CBK9KLCPt9fNneshxqqWcNmxZxw9FcXuy1rruBhQKBQjj9NE28+JIw0USneg5dkBpaB6rNbZGb/bsJMmXRJ8+gAh4bLRTPccNSjChICV+N0e1BiOASCMhyXZZTtUicOD7n8gG2H471YLCCAjw2QW6gASneo4d+LNCBgwgjk/RzQIQEBE0YEdg/bIBFICApQRPxGkSwTXczZdygwkmuc505inW+RMZ7ShkgjF+51eOsduR5pLs5XciXhtcFtR1zIccZoD9r5VibMVTr/YxgZfDL9/LTOcUW794epHWu2WExIbBMXi7iX9+WUXpyAc5DfJ4LrLU+Bpy5WqgTYazL0oRz8lo1VUZDHRKc+wJCQQCi3oEeLMU+TCnXp4vILRwfN7uitKRcn8DArRbD4cFJDzLpcFjg8+Guh+TuBz9DfZ9XoIDQbK6C3C73TyT0W+mJZwN2gLbgMcFY0H0LYMNWNrQG19h9rb85cQcQGmGkjLfyTnqkEDQgEHNWiGICEppjnUdwkssjc++RbB3Cj2jeKCllqrNj8wKKlCgEbRSaAGlFLYCSxkuxVSY91rDEPMc2LZRyaNxJzEYjl+vwOcOPw8KGBOenN1znHc+vp/JT0eY6Z8ic2IbXbqJmO0Bnvz8KNeSaxHAa4PbgjU+cNuKnFA9tjJ0R1Wag9/JnAPzDmFrr6iZDeXyWPwJpgzm68uLD00qv0nw2zGudA9Q6tkJQMd0F/ln8xhlhLaB+dFUBXosk5DyGM67Ks3hvy2+CACgrU9UMFghWqO3JhNqH5gPMUQ/m5oLGNfjPBRTQkZ8Ak9cqYFxyKB4oRx9ycz4g0KLVWnqO2XRhiIO0vz1HLnDV70rNT6BqdiPTr3RFNkPScRJaABBISiMiVRlGQBeF9galApfuVUH8Fhga8FCsJaMrBUCyFvPhby1FCd50X6XwtYKrwu9r4SsfTsYcqrn+Dvm96CjLE4zGywhA5MhdmBT7HYxuuIAcR7MXdYeElQuCKgb4J8qImT36V9iX3Iq9y++Tgvq0jAH05O/usdLUpqfVLSGSfscvd5XOve3ctuKAwCc+5m6TRvaU7TSuWJfYyh6b+P7ZymMRGtZVVNAbU0Bh1Z94f/rZtYfSzVVsdGqGwAAAAAASUVORK5CYII=) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur182695 2s linear infinite forwards;
}
