@keyframes rwdcur54591 {
0%,9.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 17, auto;}
}
div.testarea{
animation:rwdcur54591 0.5s linear infinite forwards;
}
