@keyframes rwdcur117464 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 3 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 3 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 1, auto;}
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}
div.testarea{
animation:rwdcur117464 1.6s linear infinite forwards;
}