@keyframes rwdcur228158 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
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}
div.testarea{
animation:rwdcur228158 2.6666666666667s linear infinite forwards;
}
