@keyframes rwdcur11194 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur11194 0.66666666666667s linear infinite forwards;
}
