@keyframes rwdcur47820 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 8, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 8, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 8, auto;}
}
div.testarea{
animation:rwdcur47820 2.6666666666667s linear infinite forwards;
}
