@keyframes rwdcur52206 {
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:rwdcur52206 2s linear infinite forwards;
}
