@keyframes rwdcur134709 {
0%,8.5206896551724%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8.6206896551724%,34.38275862069% {cursor:url(data:image/png;base64,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) 4 6, auto;}
34.48275862069%,60.244827586207% {cursor:url(data:image/png;base64,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) 4 6, auto;}
60.344827586207%,99.9% {cursor:url(data:image/png;base64,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) 4 6, auto;}
}
div.testarea{
animation:rwdcur134709 0.96666666666667s linear infinite forwards;
}
