@keyframes rwdcur215226 {
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:rwdcur215226 2.6666666666667s linear infinite forwards;
}
