@keyframes rwdcur79852 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 11 20, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 11 20, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 11 20, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 11 20, auto;}
}
div.testarea{
animation:rwdcur79852 0.66666666666667s linear infinite forwards;
}
