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16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 1, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABtUlEQVRYhc1WWZaEIAws+s299GaUN8OTZT5YBCQs7XS/yY8iUKlUIBGYMBIys+5du4F/2mGLQOFQ5MsErLU3Et+yV3yx1oIPSZAQEYgs4LzyAQHzJP+WAAyWw4gpyIksQcTIC1DMq9FcsKpE7ohkcj480Owz7G7WSObRO+eSCrVSJOQGYq0tUlLPi0DiNy06kcvxSAkDfwZuE8dxmEQCEPq1UyaAdxcPZHgac2GQEBLmpYHkRsBw4WCaBtnzdEVqYsxTBN4hAQOczqXhtu1NQj/TgIEELlFH/g1279Q5J5vZ0844JwJJCuQ5H2GvXtEY/Xm6Mj3hrXsLNONCOkY3QXU4qu0rJICrPuTYKkhdSmv2kXS9v5eeiFEHNZabEPpaENu2hHvsv3ec5nNaf0iDLP9vN6e8UsZxfObVsQmeO6+jmjn5vdJb94dq7k6GigqjHOfNZ9akel5OGyqIQqSOfoWE+j/Ihgq9DjjT/TQCqrUi1dbWLXiWQNe4oEKLyJ+QQCChFZ/mhqACye7a6XZclGtObAh90/qT+1wJLhYn7c63eM5a8et2HMfq/scEgDLqx87/hf0CTCa3ktAvWXwAAAAASUVORK5CYII=) 0 1, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 1, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 1, auto;}
}
div.testarea{
animation:rwdcur171649 1.4s linear infinite forwards;
}