@keyframes rwdcur222086 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 8 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 3, auto;}
}
div.testarea{
animation:rwdcur222086 0.66666666666667s linear infinite forwards;
}
