@keyframes rwdcur121131 {
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:rwdcur121131 0.46666666666667s linear infinite forwards;
}
