@keyframes rwdcur144626 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur144626 0.26666666666667s linear infinite forwards;
}
