@keyframes rwdcur51426 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 13, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 13, auto;}
}
div.testarea{
animation:rwdcur51426 0.53333333333333s linear infinite forwards;
}
