@keyframes rwdcur216490 {
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:rwdcur216490 0.4s linear infinite forwards;
}
