@keyframes rwdcur183595 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur183595 0.53333333333333s linear infinite forwards;
}
