@keyframes rwdcur216495 {
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:rwdcur216495 0.4s linear infinite forwards;
}
