@keyframes rwdcur189086 {
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:rwdcur189086 1.0666666666667s linear infinite forwards;
}
