@keyframes rwdcur192842 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 6, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACsUlEQVRYhe3Wv28UVxAH8I9Pl+MwyHGMQUAgCFC6VCiJURpEAUWKpIdIKRCisrtI/A90vg6JgjRpKCjTUaIoUZQUAQoUGYSQBcYyxiSOhW4p5h08792uOeRA45GeZt6+fTPf+bnLFm3RFr05FWltKo28qfHZJMwMd29DamyWoncCYNPcflsABb5Bh8/fCwBo4Qa/btukghwawAOcxCXso/iM4ihFJ7ANTc1hL+xKfARf4FTa3+S/Kfzy+vj/AXA4k8cyeQe+w1lcprjAbqxiZbpG39Bd8DjbH8zkPDIHQmwljJN1OgcBKEprHT3J5A8y+V728t5g42nb6tCuAjAwBbOZPJOBKPBtdrY7k7/KAPwbbDk7bol09NGGKZgt7et6r1d5i8G6G+muAjAyU3rw8RAg4NNgX+ITTKjwvgqAQ/hJeDSCixsYLFNKzXgCMKqmEPv6tROgjqP1Gzd6M7fsdV2jP8WH/Cj8WMEjzOGFiEgba1gaFIFmWp4PMNpbdWkYDfY1jmT6mqJDJ9Ir4zjQB2A6kN3H3hN8fy0zXqYqEKm1lkQh9jxu6m/HZh+ATrAV/IO1IxVGqkARKcD1pKMpWnLcgJoblIK2CFEbjWOcu1UDokxFWFoW3q/ijwSk61V2KgCkAmyKVp5PCh48G2Coyvtt2BUj+IyoAdgphtGi9cNvuRyBRsbv4nfMTXH+duZhHT3Fk/B2XnRkT2dTPF9IQB5OM18exd2Md7PLd9J0q22/NWznZ/E5WMKfmZ78f2EROoyui8D0+vH5IpMfVY6yjBaCzeEKrooItrBHpGG05Fhj0MdoVRTgarq8Ez4SMV0SfTWWNPVQLqTz/fwlBk9voHXFj9RaenVSdFmXioimYmwnJWNe9/B+UdE/4HTydhF/J2xt8WVupOeNtObxMOHN68BLmv+bK8kXUdUAAAAASUVORK5CYII=) 11 6, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACq0lEQVRYhe2WTWsTURSGn0lsrLENSVqqYhfFj+KqgrryY6FUkbgS3AjuXMedfySz9h+4FVyIgh8bESmCItiFotZQYiwl1UkbZ1ycM8zNZCa5KbGrHLjMmcnk3ue+570ngXGMYxz2EegYaWRsXtoPQQ2oRSB7B+DC/LJxf3yUq9sAAN9eaeIApwXKSrmRAFSBK8Z9W575ewYA8FSvAXAQOA/BEgTuCAD22by0YeSbwG3NH0IwB6zLrfPfAMzIGvkp4BaizH0IDgA7wNYQMEMD/EyAcYAbwGW9fwDBiiXE0ADfjXzByJeM/ChwF2YBDzGsl2bcJBMGsdEVR4x80siniRRRsItAUdfIuymbTTwFNWPEIe4YD0yNc8BfzQ2fLJi8Saem7zF0IoihYksueaQEZvSokATg3NNkt01fV5kFWoPeTVUghNiNClqKOlBArJLTj3qMmGgMV8pYeAG/LhHV2lYRNecJpEfNI6X4raM/gBplEZg7E/ss7WA7MbiiXK4CZ4FHwBukiZaBhq6TB3JmYwOgIrIdAgo5ePcDrk2nLJwWHpCHDqLkDLCC7r4C7QqUkJ+ViX6NyANKA12kYZYpH31/GxGkQ+S3spEnmrClzxeBLyeh+tgCoKBf0t37ytEC3tL9e9a1Zg+AtswG8FnHa5t+7QETyP8FIJOFY4jHnukrPpEq6QAaHaCpIJ1luPBkAEBbZy8qiJryHALi63zNOEDa5tZ1rvD8ZmxUaAFTsLojFfER6Q8DjaqcAly5ToZrJypQFcoPwCrwEdhuWwBol6kjpVtD3N9AumI4d7jBTcBL3Zh6IaRuzgCfkLPTRFxfkh3zB+l+WaAg5qsrwFcVZiM2N/rc7k+DK5JdR7raTaS2zxGlWrrjKVmfNQSirCDvgZeqRNiKO1XxGf8Ab3inikT0nMoAAAAASUVORK5CYII=) 11 6, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 6, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 6, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 6, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
}
div.testarea{
animation:rwdcur192842 1.3333333333333s linear infinite forwards;
}
