@keyframes rwdcur57919 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
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}
div.testarea{
animation:rwdcur57919 2.6666666666667s linear infinite forwards;
}
