@keyframes rwdcur202477 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
}
div.testarea{
animation:rwdcur202477 0.26666666666667s linear infinite forwards;
}
