@keyframes rwdcur214769 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur214769 1s linear infinite forwards;
}
