@keyframes rwdcur185103 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur185103 1.3333333333333s linear infinite forwards;
}
