@keyframes rwdcur118882 {
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10%,19.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
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80%,89.9% {cursor:url(data:image/png;base64,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) 29 2, auto;}
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}
div.testarea{
animation:rwdcur118882 1s linear infinite forwards;
}
