@keyframes rwdcur228933 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 24 24, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 24 24, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
}
div.testarea{
animation:rwdcur228933 0.8s linear infinite forwards;
}
