@keyframes rwdcur235754 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 13 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 10 4, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 11 4, auto;}
}
div.testarea{
animation:rwdcur235754 0.93333333333333s linear infinite forwards;
}
