@keyframes rwdcur256592 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 63 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 63 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 63 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 63 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 63 0, auto;}
}
div.testarea{
animation:rwdcur256592 0.8s linear infinite forwards;
}
