@keyframes rwdcur162018 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur162018 2.6666666666667s linear infinite forwards;
}
