@keyframes rwdcur188290 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 11, auto;}
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}
div.testarea{
animation:rwdcur188290 0.53333333333333s linear infinite forwards;
}
