@keyframes rwdcur87133 {
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;}
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}
div.testarea{
animation:rwdcur87133 1.6s linear infinite forwards;
}
