@keyframes rwdcur183764 {
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12.5%,24.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 13 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 13 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 13 0, auto;}
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}
div.testarea{
animation:rwdcur183764 1.3333333333333s linear infinite forwards;
}
