@keyframes rwdcur36054 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 6, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 5 6, auto;}
}
div.testarea{
animation:rwdcur36054 1s linear infinite forwards;
}
