@keyframes rwdcur148611 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 6, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 6, auto;}
}
div.testarea{
animation:rwdcur148611 1.0666666666667s linear infinite forwards;
}
