@keyframes rwdcur23890 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 0, auto;}
}
div.testarea{
animation:rwdcur23890 1.3333333333333s linear infinite forwards;
}
