@keyframes rwdcur49036 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZUlEQVRYhb2Xz28bRRTHP7Nex+tk68SuG2/sKAyiQlUFiGOFqqpKVQQX1APiUFUIVQgWVZz4JziUS0/7n4Dgyt+AWoTEUok0h57axnUa7w6HNxvbu+vEPxJGeprnmTff9503b956FEs0E2oH+M3+vK2iOJ0Xw1mGAPAJsGvl40UAliXwYEz/fhEAtahnE2oN/I1TkYE0AXhbRXE8D84yEfgOgO2eyPjYeRMwoV4Bvgag1xaRdt/OnS8B4AugRbMFfl2k2QJoA5//HwQk+Xa2RiMjfa5knJuACfWHwDWqNWg3RhPtBlRrANeszfkQINvhTg+cseWOI2PSHhRWnQUBE+oN4C4A3YtFg9HYPRPqRtFgSQLAl4BHJwCvJNm9Feh0ADzgqzMlYEINWfi3N6cbbncybaZjmCcCu8BlVn1o+tOtmj7U1wDeNaHePUsCNvm6oE6o4ErBW7Mn40wETKi7wGcoB4JmbhIwRiQ1kKZwaR2UA3DHrl2OAFLjHXpdcCsjR0lqezOpVxwIggz/26UImFC7ZHV/qz3paIJETu+0MohvLMZiBIA7QMCFdVitye7HHR33ZoyEEdu1CwCBxViYgCRfd3O607JIJCkElzKMqcl4IgET6qvADSquXK8kPV3GyayvQaUCcNOE+soiERDmHVt4SkNftvtEegO025NYuTb1QptQ+8AzwOf9q+BVBRDkyoH9bXJ9bv7wEJ78BfAK6Kgo7s8agbuAT2MDqu4Mu87tPtNdN0tGH7iXd3ISAUm+drM8vOP6aUQ2jj+MhWMoJWBC/RHwHtUqrHo5pycQKfRW92pQcQE+sNinRkB237o4eb+nORhOI2Hn0hQa5VEoJKEJ9SbwL+By+R0pqyBg/QEcvIaDV7KjXiAfH2MTcO+Z2NXr4Hny/0A5gIFhAnt7AENgS0Xxc4CyEnkfcPEbksH9ARz0YdCftBoewZuj7J7D0RAOB6K/PIKXL0Rf8aC2ArUaeHUYvM5K+4+FCNjH5j/AdgmxN8DvwM/AD0DAVncUoeEQ9vcB9oGfgE+B60DZO+Ep8opK8zlwJef8MfDIgjVVFN9SUfwQkHAcn7MVaX0VxQ9VFN8CmnbtI+DPMdwd66twBH8gCTgAflVR/LSE/aglyej8k6QwbYvOL1Ywod5BXtGe9cV/S3DFmjXRgTgAAAAASUVORK5CYII=) 16 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur49036 1.3333333333333s linear infinite forwards;
}
