@keyframes rwdcur259420 {
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:rwdcur259420 0.8s linear infinite forwards;
}
