@keyframes rwdcur182679 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 12 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 15, auto;}
}
div.testarea{
animation:rwdcur182679 0.8s linear infinite forwards;
}
