@keyframes rwdcur47811 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur47811 2.6666666666667s linear infinite forwards;
}
