@keyframes rwdcur214439 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur214439 2.6666666666667s linear infinite forwards;
}
