@keyframes rwdcur183197 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 8 13, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 8 13, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 8 13, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 8 13, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 8 13, auto;}
}
div.testarea{
animation:rwdcur183197 1s linear infinite forwards;
}
