@keyframes rwdcur100599 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 31 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 31 0, auto;}
}
div.testarea{
animation:rwdcur100599 1.2s linear infinite forwards;
}
