@keyframes rwdcur167800 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 6 6, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 6 6, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 6 6, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 6 6, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 6 6, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 6 6, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 6 6, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 6 6, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 6 6, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 6 6, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 6 6, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 6 6, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 6 6, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 6 6, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 6 6, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 6 6, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 6 6, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 6 6, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 6 6, auto;}
}
div.testarea{
animation:rwdcur167800 2.1333333333333s linear infinite forwards;
}
