@keyframes rwdcur156731 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRYhc2W3W9TZRzHP8/paXvadS+UsfFm100GY8AGk+EQGWwzBG801WhMvFE0sd4YQa+84Q/wAhNvZuKF3i7RRWOcczDmhjjcC1BAB45ZytgLe2Vsa9e1fbw4p+wwh3QMEn9Jc9In5zzfz/N7fQS1QS/32wBgAxTjfxS/N0JtUAWcpvUYMIvfm2AFpgIZQIXx/MPYWAUS90R0ccUknvzWCUyvBEABSuhd/QXX3Z8Cr4LcA2QbAjYgy4BTlzxAbVBZYj1lU0FOAjyzOUbXQPoRIpYj5E3WoYcihn7Kv4AWYy26xCEeOQwqcJZNY1919We8VbwhxqyMEBxzvo4iQYuBNt8MzBpCOUC/6ftkmB7ZFPz54yCbiCpYEASVBOtXR9m6OgrZaTClVRvv2gxgzSQewe9diX4yrqKbvMkvLw253k3LSWBV4E9Vg9EZtmRZuDqhfUxmJAp8g+6NKHp16K6vDWoLexHF710cpv/wgG4hkE3cseNCcEO187KqUOAQXB1WKXfbYTD9E5DPgVTweyMmcRe6V1SSlaEDLQPA750F0UPh6NHhq26eTWhkqlYyFBtI6OiX7HnKAr9t+Bw4SO3fWYZ4MiyLTUu1OhZe8nsDQB1bRt4712WjP6zhsUtYPw87V/H7YIwXDkg45ak3QeQABQ+AWCYAgD9/AKijdNjX3KgyGrVDVjYIYM7Cya44h15MwIW19cBHwCtACVC8xN4plaZYclU/3UHaNtbvrQrzdFqc3hmF9l4dpGJbnPZrQMFEO9AJfGc8kxbD702pQy4NYIYI5NZXlM2zLV3QORXl4ngckBRkJei7lg6FY58ZABfQPepGP/0sMP6winhwnPz5k0ALJcNvtvcIrtyV5Fhj7HArEFPoC0sqixW4lPMhyO0gVfSccKG37hzA87BkfLAHFnvizMb656siOC0zXJ9LcH0aCFspy1Xobs2Aff1vg+jl38MpiN43XECEpHeMMn44gBni/Nr68t0RNjklfWGFc5NhkIL9bhdtrTbYe+soiM5FEE7jp6KHpccAmcbvTaQ2yZLh2DV0tOOylf6IjWKXoDTTCmqctlsRKivnoWvdCZC7jdP6gK+B40AN+lR1A170tq5BirW6ACF+YOvI8bYAXJtWKHQIcMRAQGtAUlUhoXvdCZCvAcfw5JVg0w4Z4huNnWyYLjbLneUhEN+ydeT9X8/YGI+mUa5mQEyhdHuE05MTlJZPw6XcD5jSXAwOQTQCerMCPf7jmC43ywPQS6oXxEkqBt5pPmXBKex41ofRlDmK0hUu3pbs2xWHeQs74irlaib0rToE0sZCMoKeBykm4VKWTMxTnvrKw2E2uxKE43FuhFXOXIa8oikcwoJbceJU7JwMzEPR6Pe6F2nD761bvgfu84aRmDUhX2ujg9CMg/z0DPZna+zfLrhx24ZNWDjbK4nLBGXbojDiegn9uldAbdC9MgAzRHXI93ODQseo3v73ZdvZu85GIKhyoFDldDDMYGIGb84c3HG8AaxBb1QrBDBD1IR8jQ2CzjGJACrXOKgssPFLT5wyj2QwIkgTVna6LdC99hjIx+CBxRDVN31NPyl0jUEskaA4Q1JUOEv3kKQiLZ0rt1QyFSeELbDsPrAMiJ8bFM5PgKoo5NsF7jWztA/MU+VxYBdWiCzIPj4AM0RNyNfcpBKYlOQ506hyOancoHG6RUWI+wvv8QKYIQ7c9LU2avTdtVOcuYqDuU4OVwuUhcoffzIAZgijOjpHoWNEIhA0/AjUhHzoU3IFjSgVMzWre2u6eIsB+YQBFiC86JNwHAgmxf8X9g9gF+y/50OFmwAAAABJRU5ErkJggg==) 2 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFIElEQVRYhc3WzW9U5xXH8c+dF489Yw3GMQQH4ww0KhBSIIZGDpDmhfesCpuuKnVpqevuqlbqoovuKlWt1UX/gVZl02LIC4GQCkIAg01SUiEydW3sGGewjV/GM565Xdyhdg1VDDhSj3Slqyvd53yfc37P7zyB7nw7YqhDGlVMIYsSZixEQVdu0gpGAk2EbWgkuIPxGsgDqBLmVzLpEoCwzaXn/ioR0jH8C4JZ0a7T+AjFRQAz/2uhpwCI4q1OzvSu/ZlsiQ0T1zCIDehBExpxufasWAS6v2jH911p/fV3X5l1P5xzc7pCKcFYA98qvFcD+BAT+L2u3MhKASQIBggviYdmw7KtDQkTYVlHc2CgeU7/bOKAbD3FqSJOo1F3PiFqUb1IK/OY0ZV77BbFdOXgpp0jv7wxGrg1W7U3k3ajWNY/XdKaCmlsIpnahzWYxHNowxZ8G81Yqzvf+PgA0LVxHJ9Cf3XWn2amvZyu82x91fD9hM2FMQqBWsJDUeWsE+kiLWoR0dF9AgAQ5LVM/dy9BtuDtFymUVGV7LzPJ3hxVUApcQg/RifaLbShpbZW4uEUywbQR3DG6umf9F1q1D8e+EFzsy2SVAOfTVblUgF3Gzuxo7b75lrSUg3ksTUQPPSl+4smHHBx/R/f+l7V9qbQJ4V5fxueIxbqWBtz9UaKrWO/whBGcEukjVs1TT0FwALEG85tOHHoYGh3S+CdLydd/qrMdNKbGxt8cL3C1rHf4gIu4Y6u3NTCGvmEqEox0QkpLh9gMcT77ScOv12VyxRdn6y6+A/MJHXuLLt4C7l7v0E/zuKOyDljFjRCNF8GdeXGlw+wBOLg0YptTRXX7/HBwCyZkp2rE679M07bxB/wLq6J9FBXAyAabDMir/hMV666fIDFEGfaTxw+WvVSU8W5sRmXJ+Yox+1oibleniabZWpiEGdwBaMiv6iiDwUMiLQy/0ArXw+wpBKH3w5tzpacL8zqHQ7JlNjYGhV75C7FmauiITYp8ooihmtgg7WKVEW6mI89OuOSiIzqrP0Dx06fDNycSHrjmYxdrTHCgIlRhka4W1VL2IjjOII92IyxWmIijaQfvCwvFkG80xPTPx54Ic2WbMC9CndjXloVYyyzB5tQMJVqE7nk5xbuFvUi74jpzieW14LFsagdrx8pKoZlH+dD25+f1zfCy+tiekcrzCR15KquflmlZfrPOI/bIh0QtSK//Ao8ohLnziclg7h9G5NeXVVvT2tK7+249pYSAXVBwvZnA4ayx/EaXhQJk5qNPz7AYojOoR9+dC0mFSRUsSldse+FuIF/Zbyai6uEVaFQRzsGVx0XaaHNAxFS92QACxB/sW302Ps9SfmplPWZjDfXph3clHHhasKciv7Jstmw7DvPzzO46keEG0QamMcyT8HXVWL/wLF3e+L6CnHxINC5Jm5vR0XfUGBHts7fx0O3KzO2tZe42vpTwldEYpx6OoAlED0n+fhuCHavTti1PnB9KLB7dZ3pr9Lqg6QDnQEftv2OMK0rV316gEdAfDJGXTzmtWca7NtQ53J/yuvrMq5cSksECcoxapeYlQFYAnHqJL0FGuIJe1tSDu5MOncq5eie5EPWu3IASyDeuxDqLcSkE0mda+LePFLSczp86JeVBVgMsWv42KmTXBytmqtUbM5WHDz0X4Ow8M0ALIaoaaLvXtzt+ymJIK7nJPYPHEOe5U7DJ41Ftv2fb1HyszXIbxhgASInusAWkH+Q/P8i/g27OfhJ3F7zuwAAAABJRU5ErkJggg==) 2 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur156731 1.3333333333333s linear infinite forwards;
}
