@keyframes rwdcur148284 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 7 9, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 7 9, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 7 9, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 7 9, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 7 9, auto;}
}
div.testarea{
animation:rwdcur148284 0.66666666666667s linear infinite forwards;
}
