@keyframes rwdcur243541 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur243541 1s linear infinite forwards;
}
