@keyframes rwdcur101136 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur101136 0.66666666666667s linear infinite forwards;
}
