@keyframes rwdcur80620 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEGElEQVRYhbWXT0ibdxjHP0lMtZRZGqRNxTYzLS85rNmSZkIvZWBPQzzIjl0Hsx4MdLKxox531UOhl+FgULwl0FG6k6yo4EFMIOzQlq6tiKAsxipClDdvvju8SY3Jm/im7b6Qw5v3+T3f7+95f7/njweXEESAIa5fH8Tvj1IoBCiVuvD7Dzh3roBp5lhdnQcee+CZW79uiIc1MLAikJLJotJpaXVVWlqSQMpm7ed02n4PqtgPfyjxVSUSy4pELKVS0va2jmFjwxawt3f8/+1tKZWSDMNSIrEsCL8P+YgMo6iZGVO7u3JEMwFV7O5K09OmDKMoGGmH/L6CQUuLi86O3QqoYnFR6umxBPed+Lx15N9AIInH4+XMmbYj54j1dfD7vQSDyZaREFwtc6X4B0+0yq/SxYtSJvNhEZibO/KzsKDK53A+EyW+WH7JLyYUBIXWIkol+3+Qnj+3n1uRVzEzYyqRWHba/XAZw/qeNVUFOIrI56XZWVPRqCmQLl+2RUSjpmZnTeXzzckl+2AahtVwRUvEV5b5/Rh5g4jJSSkcthSLzQuGBN0V8d2CIcVi8wqHLd292/rzpVLSwMBK7e4jAt3jH0cBUNBbvq3u9nar8ya4rVBImppqfi62t+2o2ZkVBD8XGC02I/+BlyrzqXUS+TER4bD17nM4YXy8KPgJwGvx+eAzvupq5nCMP0tlPnnqgYduBHjgIWfPPuXRo1JTo1u3uojHBwEwSWzM8Zfj7uP8K4vPTMGQG/KaKAwpGjUdb4dk144bN9YBOny8DVh4+Y79BkdfsoWXvzuAhXYEAAvkch28egXBYONbrxd2dnoAKPtC1UPh/PP2qU1yAHTpUmu//f0C6PBc6Tzgt6Uu+vsbvWxtQTyOoNsDe67JoZv1dchm4fz5RoPXr2F09ACgg0CgwOnTvfT2NhpeuADRaIlc7ibw2K0A4CbRaIlr1zrw+Rrfbm5CIJAH8GKaOdbWnN34fDAxAbHYj22Q2/YTEziSA7x5A4eHOcDOA0omi03vbD5vZ0D3eeBOO3ngXSZs6HhqMTkphUJuMuEdhULS2FhzX/WZEEADAytKpZwXZDJ2bh8bc1cLpqZs+7k5Z3/1taDiZFiRiNXQflXJq87qq2H1qtVXw/p1VTSrhgBKJJY1M2M2Ja9FqSS9eHHUFTtlPKf109PO/UAlCmEZRlGLi63Jq9jbswVsbDS3qfVzUkdUETGiYNA6kdytgFoRdmPa0BMea0o9kGZz8wGmWaavr9WBd4/9fZDK5PMPPJB2tcbVXHBSBN53LqgRYU9GhuE8GTUT8DEmozohR7Ph+HhRqZRdz7NZW8DSkv2cSlUzXFuzoacNIRHga+LxQTo7o+zs9HB42MWpUwcEAnkOD3NkMvPAk486Hf/f+A88CG8XNTnXuQAAAABJRU5ErkJggg==) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur80620 1.0666666666667s linear infinite forwards;
}
