@keyframes rwdcur169427 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur169427 1.0666666666667s linear infinite forwards;
}
