@keyframes rwdcur201979 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur201979 0.8s linear infinite forwards;
}
