@keyframes rwdcur23117 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 0, auto;}
}
div.testarea{
animation:rwdcur23117 2.6666666666667s linear infinite forwards;
}
