@keyframes rwdcur216603 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur216603 0.66666666666667s linear infinite forwards;
}