@keyframes rwdcur201777 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur201777 0.8s linear infinite forwards;
}
