@keyframes rwdcur139434 {
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:rwdcur139434 1.3333333333333s linear infinite forwards;
}
