@keyframes rwdcur197339 {
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;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur197339 0.26666666666667s linear infinite forwards;
}
