@keyframes rwdcur102127 {
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;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur102127 2.6666666666667s linear infinite forwards;
}
