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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADiklEQVRYhe3WX2jVZRzH8ddOx3VahxVOZMgw/xU2QtbStYZEGrRAshIpqZCRN0YXWSZ6EfhAF0GICmKQhtSwIAwclc4gasgUa0NDpPSgm4nIGOMoh9NpHX8eu/hNkPBsZ954kZ+r3/N7/nzf3+f7fZ7vw13931W1K4TrdxIgebsTu0K4J011Km5GiBbfhjMVA/SGUIVkhtZq2mvYN0RtidESQwmGBkJYMofDKFUKUzHAadpqWNbKqjeY8cTu3Sn5PKkUe/eWzhw5Eu1ibYbeET4VwpTFIVydaN0Jc6A3hKrfWLWA9YGmuYsWJa/19RlCFtWoxwN1dbS0+Ku7u/Q+QyfZNo+ti0O4dtsAvSFU9bOyic1fzp37mGzWF5cvK+CSOPAl1GAa5uEZ3Dt7tvWDg4WjbH6ErQlKbWXsjBuCXlrn8fYmGvefOyeDAXJpjo/wNQ6VSCV5/iIvZGg9S03b4KCPqVnLxt8ZaeCrcjbKAnSFUFXNB6tp/ZFEBgXOltiWYFcNUfNNXv0awn053jvJOzmml/Aa07awJvbl1kqU6zjN/BksGyV1EjmyER+l+KQ5hKvN/9nSlhD+jthSZOcQo7VY0t6umaYsyycNgOZ6Zp1COvb+UA17WsbJmadD+CfN9qn0P7xhA52dPqyrS1fz4qQAukKoSvJ4jgczOI8i310ah/aGNpG/wj49PSSTdHQQH5TKAV4K4XqCafWkcriAHD+9VMHlcjCEa8N0nenrI5ejsVESR0O4v2IAKFI4TlQca4/GJ64iVZP+Flas0L1mDRRQOykAjIxSuGlAS1d8HU+oARYew7snTviG0pX42rilA+MBnIm4lBAHcCavV2L8aAhTSjxbEIcuEzvSj9xkAY5HDIyKb7lhll7hlYkAMqws8dz0eI4cAxE/oHir8WUBNoXwB36OGC6gId6IjZ0hvFpuzljfhgbqc8gzUuTAAo61lakJE1XDHjw1zPJGkvNpvsCOzhA+wwEcGxvXimUpdsxkehKniEocLnKonHEqqIbbQ3g5zVtpls4i2YCL4kp4I6i1mIqZ4rifp5jncJ6d60LYP9764+UAWBfC/iI7i3x/kexZpNCEDqwe+04hE8NlixwssmMi40ziTbgnhCcTLE3RnmJOkqkJ0glE5Iux4YEi3RE9b4bwSyXrTvpR+nkIj2KheMcfGvv9p3j3+zvi5K1Yd/xVfFd3dcf1L2tEWVMxSaLNAAAAAElFTkSuQmCC) 15 15, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur213483 0.6s linear infinite forwards;
}