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0%,38.9625%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
39.0625%,54.5875% {cursor:url(data:image/png;base64,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) 15 16, auto;}
54.6875%,60.8375% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60.9375%,63.18125% {cursor:url(data:image/png;base64,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) 15 16, auto;}
63.28125%,64.74375% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64.84375%,66.30625% {cursor:url(data:image/png;base64,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) 15 16, auto;}
66.40625%,67.86875% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB00lEQVRYhe2US27TUBSGv3NN1LIOBGLSCrEwpih9QFWJ1uHRbWSCxDBimgXQqMmAhmYfTW6O/w4cW3YSlFLaqgN/UmRLuT7/48iGhoaGhieCHlnPa+Jpmmph4qGNOOBfDlFhIpT/uOPuPJARBzzGGGKMwYyatgaTsdI0lbuXv3syUggrxih317ePpvk8lrPDX5/8v0Yc8NGIEGMMIQRCyKUkYVaX1WAyXtvCHRophLW/j8yozSjSV+bx7NaR8jZIkkSAFeYr9z4aEbpd2NkBrbG6Lr2Zmc6vLssDP7//QBK9Xo9+v18c4vT0tDzTbrcBMiAB3IDOAeH9p1XhJBifD8Es8O7gGrNAlmW0Wq38eTPTYDLW+dWlOp2OBpOxfv35LTNbWUOMsXx9KpUDhBDQcIj29qiuS2Z57TFOdXaUyD1qNrNyzq1WsHBcTV0GrBxJdndxMxgOoduFk5O8sa2tbabTa6SsWEZtByvpC+eLxMupNxHMULURMzSfm2YzdHaUX1n+EC0jqdiTLaXeRCZhi0ZIU7i4gONjYZbPrWFmK+n/MfEmykbmczSboa8flhrIsow3L17x9uXruyTeRNlIqwXPt9e/oveZeBPBHlevoaHhiXMD10aGgyu6hUsAAAAASUVORK5CYII=) 15 16, auto;}
67.96875%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,69.43125% {cursor:url(data:image/png;base64,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) 15 16, auto;}
69.53125%,70.2125% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70.3125%,71.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.875%,73.3375% {cursor:url(data:image/png;base64,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) 16 16, auto;}
73.4375%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,75.68125% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75.78125%,76.4625% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76.5625%,78.025% {cursor:url(data:image/png;base64,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) 16 16, auto;}
78.125%,84.275% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84.375%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur121263 2.1333333333333s linear infinite forwards;
}