@keyframes rwdcur190062 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur190062 2.1333333333333s linear infinite forwards;
}
