@keyframes rwdcur215118 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215118 2.6666666666667s linear infinite forwards;
}
