@keyframes rwdcur2034 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 32 27, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 32 27, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 32 27, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 32 27, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 32 27, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 32 27, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 32 27, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 32 27, auto;}
}
div.testarea{
animation:rwdcur2034 0.26666666666667s linear infinite forwards;
}
