@keyframes rwdcur230546 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 10, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 10, auto;}
}
div.testarea{
animation:rwdcur230546 1.1666666666667s linear infinite forwards;
}
