@keyframes rwdcur114245 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 9 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 9 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 9 7, auto;}
}
div.testarea{
animation:rwdcur114245 0.8s linear infinite forwards;
}
