@keyframes rwdcur136921 {
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;}
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68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur136921 2.6666666666667s linear infinite forwards;
}
