@keyframes rwdcur21036 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur21036 0.83333333333333s linear infinite forwards;
}
