@keyframes rwdcur241293 {
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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) 6 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 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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) 12 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 18 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 19 0, auto;}
}
div.testarea{
animation:rwdcur241293 0.8s linear infinite forwards;
}
