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99.783933518006%,99.689473684211% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADm0lEQVRYhe2WP0zrVhTGD9c3Jk6QEoKwgglhYcgIb4pgQEislYiDINubYGBlqBje9AbUnQFIEGMklkhITCwIsbFUYkAgqIpiYufmf0LsXPva7tI+VW1C+PNeu/CtPj7f73w+RzLAhz70P2vgRzSNRCKQTCaRbduws7Pj/CcAsVgMlpaWUKFQQJFIBDebTdEwDOfh4UG7vLxkjUbj+wN8+vQJZFlGqqoiSZIwpVSklPIIIZFS+rVUKjHG2JrX61UODw+7JoHfar65uYmj0Si2LEsMh8M8x3GiIAjbHo9H5DgOLy4u8rlc7q7RaIBpmj37vBogHo/D2toafnx8jGCMJY7jtj0ej+j3+/Hy8rLP6/VCsViEdDqtdzqdL4qikPPz85578GqAhYUFXK/XJZ7nD0OhkJRKpXwAgP5e4/f7oVarMcdxiOM4zLbtnv1Qzyc99PT0BENDQ3wwGAynUqmhbj0qlYpDKSW6rpuhUOjZK3hRAnNzc7CysoI0TUPj4+O8IAii1+vt+m6lUoGDg4OOYRhbtm2TXC73PoDZ2VlYX1/H1WpVkiSJDwaDos/n+yWRSHj/Weu6LrTbbSgWi8yyLHJ/f8/69e8LMD8/j6vVasRxnEOfzxcWBAEnEglft1pd16FcLjudTofoum6OjIw8O31fgHg8DpOTk5jjOCkUCkmyLA/1qlVVFRRFgUwmo1NKt1zXJaenp+8DSCaTyLIsEWO8Lcty16ld14WbmxvY29vT8/k8I4RoCKECIaRv/AB9rkDTNIQx5m3bFnvV3t7eOul0+jdCyOd6vf4TQuhzIBBQrq+v3wcwMzMDExMTmDEm+v3+rklpmga7u7udUqn0c61W+7VQKPzOGFOOj49fZA7wzCdIJBLINE1xcHBwe3V19V8bb5omaJoGqqoyxhi5uroyFUV5sXFfAFVV0dTUFP/nDnxLyjAMaLVaUCwWnUwmo5fLZc22bdPn67oibwOIxWLgOA42DEMMBAK4Xq+DIAhQKpUgk8nomqaxTqdDDMPYopQWRkdHC2dnZ6+evieALMvItm2RMfY1Ho/z+/v7eqVSYYZhEErpVqPRIIwx03Vd0mw22cXFxZvMewJYlgXtdhtarRY7Ojq6o5R+abfbZGBgwGSMkXw+z4aHh52Tk5O+d95PXX9IotEoTE9P47GxsTAAIJ7nyd3dHQsGg042m323aV+Av7SxsYFs24ZsNus0m83v6fuhD33om/4A1ffafC6UwDsAAAAASUVORK5CYII=) 15 15, auto;}
99.789473684211%,99.695013850416% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.795013850416%,99.700554016621% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99.80055401662%,99.706094182825% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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99.82271468144%,99.728254847645% {cursor:url(data:image/png;base64,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) 8 8, auto;}
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}
div.testarea{
animation:rwdcur25714 601.66666666667s linear infinite forwards;
}
