@keyframes rwdcur160428 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 26 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 26 5, auto;}
}
div.testarea{
animation:rwdcur160428 0.66666666666667s linear infinite forwards;
}
