@keyframes rwdcur44519 {
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:rwdcur44519 0.93333333333333s linear infinite forwards;
}
