@keyframes rwdcur113940 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 3 8, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 3 8, auto;}
}
div.testarea{
animation:rwdcur113940 0.4s linear infinite forwards;
}
