@keyframes rwdcur79760 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 4 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 4 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 4 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 4 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 4 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
}
div.testarea{
animation:rwdcur79760 1.0666666666667s linear infinite forwards;
}
