@keyframes rwdcur23066 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 28 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 28 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 28 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 28 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 28 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 28 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 28 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 28 2, auto;}
}
div.testarea{
animation:rwdcur23066 0.4s linear infinite forwards;
}
