@keyframes rwdcur139435 {
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:rwdcur139435 1.3333333333333s linear infinite forwards;
}
