@keyframes rwdcur243764 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur243764 1.3333333333333s linear infinite forwards;
}
