@keyframes rwdcur140197 {
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:rwdcur140197 0.66666666666667s linear infinite forwards;
}
