@keyframes rwdcur173666 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 6, auto;}
}
div.testarea{
animation:rwdcur173666 0.8s linear infinite forwards;
}
