@keyframes rwdcur245627 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur245627 0.93333333333333s linear infinite forwards;
}
