@keyframes rwdcur169106 {
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:rwdcur169106 0.26666666666667s linear infinite forwards;
}
