@keyframes rwdcur207173 {
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:rwdcur207173 4s linear infinite forwards;
}
