@keyframes rwdcur228107 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur228107 0.8s linear infinite forwards;
}
