@keyframes rwdcur185800 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 18 38, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 18 38, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 18 38, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 18 38, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 18 38, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 18 38, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 18 38, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 18 38, auto;}
}
div.testarea{
animation:rwdcur185800 2.4s linear infinite forwards;
}