@keyframes rwdcur206934 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur206934 1.6666666666667s linear infinite forwards;
}
