@keyframes rwdcur238312 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur238312 1s linear infinite forwards;
}
