@keyframes rwdcur113166 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur113166 0.5s linear infinite forwards;
}
