@keyframes rwdcur39768 {
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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68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur39768 2.6666666666667s linear infinite forwards;
}
