@keyframes rwdcur168282 {
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:rwdcur168282 0.26666666666667s linear infinite forwards;
}
