@keyframes rwdcur9561 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 28 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 28 3, auto;}
}
div.testarea{
animation:rwdcur9561 1.6666666666667s linear infinite forwards;
}
