@keyframes rwdcur15387 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur15387 0.8s linear infinite forwards;
}
