@keyframes rwdcur53420 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur53420 1.3333333333333s linear infinite forwards;
}
