@keyframes rwdcur9553 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur9553 1.3333333333333s linear infinite forwards;
}
