@keyframes rwdcur260361 {
0%,5.9%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6%,11.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABXElEQVRYhe3Vv0oDQRAG8F8ULLQSOwuLlIJd7MVCfQIb6yBoIT6JWKiEPIDgE2gK8QGu1TJFClsrLUSjxSV38XJx13+V98HCsjv7zTezwwwVKlT476h9+UXDMnaxoW4JdPXQQUvi7m8ENMzgCHvqE2y64BSHEs+/JyB1foU1UM+c5fh4do1NiZcQ9VSUgDTyNfWBo0nI79dxHEMczkD657eZ45HI35IBSaMgIrXrYyVUEzEZ2M12xbSXIbeZQjNkHiNgoyztw+iL+wzpm60QefgLtj1idhhZqbNRwuF3pAKeXJj7zD62CP8MYQFpk8mKq9YoFJ2S87wQez8XQKes+EZFlAkavLn8DQGtbPdZDxi36aMdMo/thCeKLbisE368O5XYD1HHFuEhbnRLHI8iv7/GQQzxdJT7e68WnWMBq+YZW/CgjzPsxMwBvj+Om9gqjONLtL86jitUqFDhHamhS5scx3iFAAAAAElFTkSuQmCC) 15 14, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
44%,45.1% {cursor:url(data:image/png;base64,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) 15 14, auto;}
45.2%,46.3% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADMUlEQVRYhe3XT2hcVRQG8N+bxDTRTJtatUhJIlGaZhZCtOC2FGmDCxGE6l5CJYKSRZd5lDtr0S5aWrrWhRSRLvzThbpyIW0DAVOVmEoVoSiIGZuaxOS5eC+Tl5mJbxIRF/aDgZl7zz3nO+fcc+4Z7uH/jqhQYkRFt5MixwwZAPNuuW7k3ybQZdRbIhOeaLH7XgH5UWcsuWDW7E4IdHnaJyJHwBDmGySuFhA4ITGHxDnTJrHcSqzU8nDq+RFDmfGdooQOE0Z9hM72CIyoiEzUDc/b8L6WfdrFugMdjhp1pj0C3U7WVxvDvh3kiQ8h8qqKSjGB9LY3o9b8PYTQGULoLSSSWirZZbxxuzkvG6XWbHhdV1JyOpyuoIIvkv2pVPW10INn8WF8OW7Uy5wxTOaXi/tAA0IIAzicUZyZWohX1XCT6IoohHAMv8TvxNdAOUdgzaJLHtgxgRBCKTM+M/VQfNduJFjAz/iG6kjowct4P47jhSKd245AUpV4HAewO1v8DT/iO3xJ9ZkwgkNxHH9QpK91H9jK+OsSj6Afgxh8nsGx9Hs/Hk7Xp87GN/BTCKFl7edRKAAhBOi1FNOHvdjzCt3jWEUvfZfSvd1Et0Xi+G80bqCtCMSpssdE6JAmLuqjVCbqJdqXaopsO6ltRSDDcnJ3r2jhV37H4pvYhVXuXKh3yWpP6KA977Xk+6I7Otzf2AfKnWWnXjo1MtUV33BQegn3SKsgu4TV2VDGc5iL4/h6OwSaIzDnlmGH6i9gVse1Wi2Vv5nRXrCpCqo/hAPS8lvAt+0Yb00gccV8RiCPlMj3Lt/H0RUeRdaEq6UwihcwW323+tlKssJw09mWzag5BQMqHvSVg9nv/IN0VZTsl9QP307PhxCewh9xHM8a3tivG143DnO+zk9Tre/sk87qyj3J60SKhhDUCZQb1tdTuurtbEDBVmU4Y1Li801P6j/BuiNr1iy5mN/aqg8su+a4Zef82aCkCGWbc54fbBLnG2fE4pD2q9hnXMlYW5Pw4dwdyM+Sqz417Th1l9oksF2cyBGAOWsS5017o9E42+uE7WHNItL/DomPLblYNJrfw3+KvwCk8+ixWbLLswAAAABJRU5ErkJggg==) 15 14, auto;}
46.4%,47.5% {cursor:url(data:image/png;base64,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) 15 14, auto;}
47.6%,48.7% {cursor:url(data:image/png;base64,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) 15 14, auto;}
48.8%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,51.1% {cursor:url(data:image/png;base64,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) 15 14, auto;}
51.2%,91.1% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAGklEQVRYhe3BAQEAAACCIP+vbkhAAQAAAO8GECAAAUcBoIgAAAAASUVORK5CYII=) 0 0, auto;}
91.2%,92.3% {cursor:url(data:image/png;base64,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) 15 14, auto;}
92.4%,93.5% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.6%,94.7% {cursor:url(data:image/png;base64,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) 15 14, auto;}
94.8%,95.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur260361 4.1666666666667s linear infinite forwards;
}
