@keyframes rwdcur114668 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 19 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 19 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 19 3, auto;}
}
div.testarea{
animation:rwdcur114668 0.8s linear infinite forwards;
}
