@keyframes rwdcur201691 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur201691 1.3333333333333s linear infinite forwards;
}
