@keyframes rwdcur174993 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur174993 1.3333333333333s linear infinite forwards;
}
