@keyframes rwdcur211684 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur211684 2.6666666666667s linear infinite forwards;
}
