@keyframes rwdcur240783 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 5 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 5 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 5 7, auto;}
}
div.testarea{
animation:rwdcur240783 0.93333333333333s linear infinite forwards;
}
