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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 1, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADGklEQVRYhcWWTWvcVhSGH10GWR5FQ75sN3QogxGJmV0RwRACmUKWAUOoWugX9Af0F3Qxs+uP6KLgYIbgtjBQQzehps7GMd4Up8t0ZTA2JvG4Y8kj6Z4urJnaiS1Na8/4FUIgHe773HOu7rmQIxG5lxczVIlIFEXR/Usx931fiYhorS8HwvO8gohIo9EQrXUUBMHIIUwREeDSIPoAlwVxAuA4xKjWxDsAo4Y4FYBRlcN13TMBGFEmMgEYdibezkC9XpezNCyIPkC9XhetdTQ/P/8VUDVNswpUgRnLsiqO49ysVCrWUAB65gsLC18A7vb29tM4jve01r3ZS5Ike0EQ/ACoCwfQWkfNZvOzVqv1SZIkQS/tr2RNXsozeSVroiXpl+K/dFAj62O1WjU3NjY6rVbrc4C5ubmF18Zm4U9+A+A67/djI0K6hNzlMSISHx4efjQ+Pv78XACAubq6+rBWq/3R6XT+Om4OUGKCAuYJAKAHESqlbEBnGWTWq1ar6dnZ2d93dna+MwzjhDlAmx10On5C3H+/xs8YhmFFUfR9nkfmx+Xl5djzvLBYLD56wY+nxhzyNwkxcmyiCkVCjFLqseu6haMf6XTllQBAiUj0nCdnwjrc6KdfpXMqcpUZeYBSygEOOKMUg/4ymXExXVR69XTAGwzDoFQqmf97YADP81RWCgEC9gnYP/GuyFVEhHa7XcjyyQVYX19XIvLG5lpeaB8kYJ8bfIDWup3nM0gJdBiGv3zIowFC/9Uk0+zu7v6aF5cL4Pu+tm37GxEJp7k7kPl9vkRE4qmpqW9LpVJMxl6QC7C4uKiB7srKyqe35E6cB9EzbzabXwPddrvd9X0/czMaRAXHca4vLS19nO71siLz79wiIkmSBGnTmnYc5yZH/eS8/gBYwOTY2Ji7tbW1+HY3jON4b3Nz8yeOWrRr2/Z75XLZ4qK6Y6PRUEARmLQsqwLcNk1zpncuSJ+3gQowmcYW8sYdZCc8LpUOatm2bXU6HdOyLBWGIRwttG56HwCZi++8UoBZLpetiYmJK8AVoOi6rskFH0iGrn8Ac4k0EOGDSPwAAAAASUVORK5CYII=) 8 1, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 1, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADK0lEQVRYhcWWQWsjZRjHf++7s9PpzE5byrZ12RziOtRurqMUZMGseCxUxAjigvgB/AQektt+CA+itpRSdqGwBfFicBehSBG0CJ4WD4XaWtxUk0wyk/fxkLS23WaSNTb9w1xm/jP/3zzP+84z0EMi8kYvz4VKROI4ju9cSnihUNAiIsaYy4EIw9ASESmVSmKMiev1+tAhbBER4NIgjgEuC+IUwEmIYa2J5wCGDXEuAMNqRxAEXQEYUiVSAbjoSpytQLFYlG66KIhjgGKxKMaYeGlp6R6Qs207B+SAOcdxsr7vX89ms86FAByFLy8v3wOCvb291SRJKsaYo7eXVqtVqdfrnwP6RQJUHwANEUlWV1c/cl03WVhY+EJr7fzMN1T4HYCb3OZlXgNARBKl1JtKqe8HBsjlcvb29nZ1fX39Q4DFxcXlP9WO9QvfnvKNMYWF3b6HtxCRpNFo3B0dHX0yEABgb25uvp3P53+qVqtP/1C/Wb/y+FzjJDf/BW9DRFprDzBpAan9yufzZn5+/rv9/f37Sqmu4SeV0OQHHqKUcuI4/qxXRurFcrmchGEYua678COPuvosrgLQIqFB7RhEa/1uEARWeyOdr14tANAiEj/hq66wE9xAMDSpYToV95jgttxFa+0DNbq0ot8tk+prUiPi7+NwgCrPUEoxNjZmp91r9UoOw1CLSGqtBIM+w+gygYhweHhodV7gv1Vga2tLi8izq4x09dT567lzs9zBGHPYK6efFpgoih7N836q6SzEFSwODg6+ZpBtCFAoFIzneZ+ISHSL1/uCCHkHEUlmZmY+HR8fT9IgegKsra0ZoFkulz+4Ia8mM7yS6j8KX1lZ+RhoViqVpFAopFahH1m+709ubGy8Z4yJRUQey5enjj15KiIirVar3hlat3zfn6Q9TwbNB8ABpkdGRoLd3d21s9MwSZLKzs7OA9ojOvA876VMJuPwgtOxq0qlkgZcYNpxnCwwa9v23NF/gW3bc8AskAWmO96e27yfL+FJ6c5DHc/znGq1ajuOo6MogvZCa3aOGpC6+AaVBuxMJuNMTU1dA64BbhAENv9XyYelfwB0rBHXfJ3C/wAAAABJRU5ErkJggg==) 8 1, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 1, auto;}
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}
div.testarea{
animation:rwdcur219494 0.8s linear infinite forwards;
}
