@keyframes rwdcur260958 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 3 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 3 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur260958 0.93333333333333s linear infinite forwards;
}
