@keyframes rwdcur188095 {
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:rwdcur188095 1.0666666666667s linear infinite forwards;
}
