@keyframes rwdcur259422 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur259422 0.8s linear infinite forwards;
}
