@keyframes rwdcur234272 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur234272 1.3333333333333s linear infinite forwards;
}
