@keyframes rwdcur19672 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 2 14, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 14, auto;}
}
div.testarea{
animation:rwdcur19672 1.6666666666667s linear infinite forwards;
}
