@keyframes rwdcur153168 {
0%,7.7125%,100% {cursor:url(data:image/png;base64,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) 15 26, auto;}
7.8125%,15.525% {cursor:url(data:image/png;base64,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) 15 26, auto;}
15.625%,21.775% {cursor:url(data:image/png;base64,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) 15 26, auto;}
21.875%,26.4625% {cursor:url(data:image/png;base64,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) 15 26, auto;}
26.5625%,32.7125% {cursor:url(data:image/png;base64,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) 15 26, auto;}
32.8125%,40.525% {cursor:url(data:image/png;base64,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) 15 26, auto;}
40.625%,48.3375% {cursor:url(data:image/png;base64,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) 15 26, auto;}
48.4375%,57.7125% {cursor:url(data:image/png;base64,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) 15 26, auto;}
57.8125%,65.525% {cursor:url(data:image/png;base64,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) 15 26, auto;}
65.625%,71.775% {cursor:url(data:image/png;base64,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) 15 26, auto;}
71.875%,76.4625% {cursor:url(data:image/png;base64,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) 15 26, auto;}
76.5625%,82.7125% {cursor:url(data:image/png;base64,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) 15 26, auto;}
82.8125%,90.525% {cursor:url(data:image/png;base64,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) 15 26, auto;}
90.625%,99.9% {cursor:url(data:image/png;base64,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) 15 26, auto;}
}
div.testarea{
animation:rwdcur153168 1.0666666666667s linear infinite forwards;
}
