@keyframes rwdcur24198 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur24198 1.0666666666667s linear infinite forwards;
}
