@keyframes rwdcur69629 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur69629 0.8s linear infinite forwards;
}
