@keyframes rwdcur190150 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur190150 0.66666666666667s linear infinite forwards;
}
