@keyframes rwdcur168201 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 6, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
}
div.testarea{
animation:rwdcur168201 0.26666666666667s linear infinite forwards;
}
