@keyframes rwdcur117783 {
0%,4.5875%,100% {cursor:url(data:image/png;base64,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) 2 9, auto;}
4.6875%,9.275% {cursor:url(data:image/png;base64,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) 2 9, auto;}
9.375%,13.9625% {cursor:url(data:image/png;base64,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) 2 9, auto;}
14.0625%,18.65% {cursor:url(data:image/png;base64,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) 2 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
25%,32.7125% {cursor:url(data:image/png;base64,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) 2 9, auto;}
32.8125%,40.525% {cursor:url(data:image/png;base64,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) 2 9, auto;}
40.625%,49.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
50%,54.5875% {cursor:url(data:image/png;base64,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) 2 9, auto;}
54.6875%,59.275% {cursor:url(data:image/png;base64,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) 2 9, auto;}
59.375%,63.9625% {cursor:url(data:image/png;base64,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) 2 9, auto;}
64.0625%,68.65% {cursor:url(data:image/png;base64,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) 2 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
75%,82.7125% {cursor:url(data:image/png;base64,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) 2 9, auto;}
82.8125%,90.525% {cursor:url(data:image/png;base64,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) 2 9, auto;}
90.625%,99.9% {cursor:url(data:image/png;base64,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) 2 9, auto;}
}
div.testarea{
animation:rwdcur117783 1.0666666666667s linear infinite forwards;
}
