@keyframes rwdcur17440 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVRYhe2VXWxTdRiHn9Nvurbb6Q6sa8eYjMGRjcEMkgC7UUCIgokhMSQkMEm8UhOyoHcGlUSChHhBjCSGMIJEBEJQEyafCTODseGoY5YDDDYmbOs461m7ruvH6akXauKFdDC98GLP7T/5/Z7k/ed9BSZBlmUL4AFcLperrLGxcWNTU9Nvn+z66L1oNDra19s/UFtb49u58+Ov1q5bazl54uQVTdP6gDigK4qSN1+YpFwCfNu3b9/s9XpfyGRSs5YtrVuSEyz68NCgpaa2jkwmxf2euwhmS6K42Ou8f/9B8PTp00dsNlt3c3PzdWBUURRjSgLHjx87qKqqv2ZhVb0kFbs8nmLGx0cxW+2YTFYMXcdstaLrOhaTCZPJIDB7HqHuG4YWjffv3//F7mw2237r1q0eRVHizyxw6dLZewuq5s5NJ6MY2QS2nIeWpiGGelT6ribwGrOx2kZ5bo2Lkno7ZUvcSIFy4vEoaV0wEvFxPZlOBxsatr2hKMrAP3WY8gl0XO8MGUYOtxjHbh3mRoPGlT33cLUswTYgIgoii1Ib6Dlo49xbfbTsuY6ht5JN9+N0FphKS2fZOjra7+TryCuwcuXK+pGRMIloiIe/3ufctWvMEhbg0JwEuEsBJs6nz3GH2zh4nvjoIzKpMDa7CT0ZITI6SjQaiwDpKQlcaW393uv1Ex2sIvXNZpbWr8Gcy4BuwoUfbzpHIhXkHkEmyvopibxN6NvFJFN+skIBdoeTiooKD6BPSUDTYg8jI2Hd4Q1gc4pYYyIlSGj0MIM6UiNWahPLcVNEpbCC4lQ5GbuOy11IaiJBOjWR3Lt33w9AckoC1dXVUjabszjcTsLmB3R132aMKEUEEHCRxI2bRWxgI6+7KpAyWYrn2zCMDNlsBpfLY1u16iULUx3BgQMHjv4cvNlmRsdepZE0cqiMI5hNmKwCOmmSCNyjm+u3x2mJnkV3ZLDa7fj9fk6dOnHhzJkfu/N15BVQVbWvoqLCOTQ0TOV6kaj7Jqt5BT/lZDNjpNG5wjWszKHL6CKwTcBXLhGJRBgaHkGWa0xMsojM+QQkScrFYmOP9KxRvnChXFZaPZNb342RMQSGbH3czHYwSJBxEpS8aKZyk5XSQBmFRSLB4I3gmTNn9/X29oZUVZ3aCIBYa2trmyiKw+rjMLWrA/g/CJNiALdYShFuCnCwoWY9r30+G3lxNZFIGE1TjaNHj3158eLFS/xxE56IJd+joijIshwbHAw3+3wlC30Y85a/O5/Leitz5F4WWGK0nbdR+84oxb5ZzJjhIKLqyeHhkZ4iUQwBsX91jABkWTYBRcCyQ4cOHhFFj1TodpNNX8Zd6CIW8WFYSwF4/DhMVyh07rNP934IKE8jkPcPAKiqmlNVdUKSpHhl5Vyn3e6ocHsK3YJQQi47E3FmJROJGDmgvf3GhRFV+7qzs7NFUZQxVVUni59c4C8kSUpevdr2y+BgeKC+fsWrE6lUssQXsI6NxVBVLaFFx+/u2LFje2dn50/AuKqquafJnXQEf0eWZQB/Q8OWdbFYzLN165bdyWSyv7Hx/V2aprUnEomBJ53d/0TgTwkTYKurq3Nt2vTmy6GQMnD48OGQoiiRZ82aZppppplmmv8FvwM2/S4cWkD9hQAAAABJRU5ErkJggg==) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/UlEQVRYhe2WXUxTZxzGn/PR0/b0tKffLVAL2Bb5chpBHHGiIksMWZYlZNsVV7vaDMu4MbvzYrvcDdmNMVk0xJvFxYRlrm5s42NGYQoqLAoKDGpbim0p5bSnh9PzsZstMYvJUubu+N2//+eX532T/0vgFTA6eqOnUJDOLS4uTJdK8mq5XF4ZHh5eisfjm/92lvqv4VeuXHwtl8t/3tF++KSdt7YEagKdVpv9SDBYg9Onz9jGx8dX/zeBS5cuBULhyDfV1f4Gl4uxcWaaN5mNHo/b4/V6fJ3B2mCzIBR2zp8/nxgZGZFeNoPYbfjg4KDJbrd+0tPd/YGdl8J2Pg9VYSGnXShTLAiLDpI0amvPYgsMa4oV8+K53t7elVcmcPny5Y9dDq4vsj/0RlnYIOX1dTz7VYV4OwAhXIL/GIfm3hqIhRLMFktmavq3cc7CfdbX1zf34pxdXUFHR0fdwYPNZ5ubGt83Gzmi8EMA699VYebaOlJrAJZ5rK9tIbGQR/ObfnBWG8tZLG5Ab6co+s79+/ezuxbw+XzswMDACa/b1R8M7nNkbtP0+k8U8mtllNM6nGoVWEVH6nkeygaL9Pw2fB0MNJQtRbEkb23lS6dOnUpPTExkdyXQ3t7OV1d7jrU2N71Flkz2xW/zmL2WAPNcg1GhYQaDHcyA5/ywM3XQM4Cop+E/6ITdaePDkXDk4cO5mXQ6nchmszJZYT4Zi8VIm80eKkplWVE1zIwsQ9fK0DUNNEwgUIbD0AjZoOGx+ASJ+CYSNwvIJ7IwMiTtcrnsgUDgZFtbmxcAWWkDhsHBwfaGhtA7dfsCbblVBcTPTtQLYdCkEYzOggSNsqZgQZ7H8s4iWHiB/Da4SBG17bXQAbOua0QymZqzWq3JShtALpeTWJarZi2cQuQMUFM2mMDDqFFQoUCCATKcyGtl2A1uOHwU+ONx1B4pQFNXIEtFOJ3OBq/X25pKpZhKBZRoNLqt68hQBgNJkCoYRkaMeIokniGHIgoAtpHGGfpdfPnHR2jyH8WBQydgr7NBLhOgaSMsZtZ2IBxuCQQCXrpCAbq/vz9A0zQnSSKpUFuwni0i96MDi+I8BABu7IcHQAN/AoyuwnVUhPmwEQrVDAM0KJoKAlrG5uDrurq62ErfAMHzvKmpKdJd5auq8YVKlMn/O0RqDY8figBUUCDwafwsPB/ugPMzqOkxg/GQUDUdOmmCUBAyY+OT3z94MHfx6tWr85U2oImiqPC8kyQInQZpRP3xejzPJnFMNcCdOg6hahXRL8YROMSh871OZLMbkHZEqKquKbK8ubK8+ksul/76+vXrUysrK9uVCqCxsVFJJhNTTqetscrr9QIusrU7hGAHAV0GKNN+lEpFuNwuUBQBDRpUXd8iaZqcGB0dunHj5s3Z2dlHGxsbIgBU3MD09HSMJMloS0vT2wRpdJZVndZJkJyVgqwoYBhG25EFaJqGpaWnm8WiKMfja0/u3r371eam8CAajS4AUP4euKtlNDw83FpfX99vNNI9klQkHQ5nUJZlOZ8XFFmWCg7ewYqS9OTWrTtTBKEkeN4dHxoamlpaWsr8c9aut+GFCxcatrZS9tnZR6aBgYHXJycnU5FIxJndzmZoXS/EYuupWCwWZ1lWvHfvnhiPx1/tf+Av6HA4TAqCQJtMJqarq4scGxsTASAUCmFiYuKloXvssccee+zxIn8CCIInP+u6djUAAAAASUVORK5CYII=) 16 15, auto;}
}
div.testarea{
animation:rwdcur17440 1.2s linear infinite forwards;
}
