@keyframes rwdcur167803 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur167803 2.1333333333333s linear infinite forwards;
}
