@keyframes rwdcur21061 {
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 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur21061 0.53333333333333s linear infinite forwards;
}
