@keyframes rwdcur69274 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 5, auto;}
}
div.testarea{
animation:rwdcur69274 0.26666666666667s linear infinite forwards;
}
