@keyframes rwdcur69162 {
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:rwdcur69162 0.8s linear infinite forwards;
}
