@keyframes rwdcur5765 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 31 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 31 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 31 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur5765 0.13333333333333s linear infinite forwards;
}
