@keyframes rwdcur168168 {
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:rwdcur168168 0.26666666666667s linear infinite forwards;
}
