@keyframes rwdcur79963 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 28, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
}
div.testarea{
animation:rwdcur79963 1.6666666666667s linear infinite forwards;
}
