@keyframes rwdcur113838 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur113838 0.66666666666667s linear infinite forwards;
}
