@keyframes rwdcur76925 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 11 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 11 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 13, auto;}
}
div.testarea{
animation:rwdcur76925 0.4s linear infinite forwards;
}
