@keyframes rwdcur45886 {
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;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur45886 0.8s linear infinite forwards;
}
