@keyframes rwdcur143535 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 17 16, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
}
div.testarea{
animation:rwdcur143535 1.6666666666667s linear infinite forwards;
}
