data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAp8AAABvCAIAAAAlhzxvAAAU70lEQVR4Ae2c4Zaktg6E796T93/ljU4qqa2RDG3AgKFrfnRkWZKlT4Cmuyf76/fv3/8b8fPr169RoUakc3OMM2jUmFUTZatS5SFEhgccktXxIK7rOMMrI7hfV9I+fpb7dZzhjgj/3+FjFxMwARMwARMwgZkJ/DVzcs4NBOI33ySQDLb4qQl/R6YQlsmGvhZMwARMwATeSsDT/QGdxfDWgY2kq6YWAxsM+LprjQmYgAmYwCsJeLo/qa3rQzrtYsm39U+q07magAmYgAkcI+Dpfozftd5pVOs4Dzl2oeFcV4NrM/VpJmACJmACdxLwdL+T/tazV6a1Dn6O+a3xbW8CJmACJvAOAp7uT+qjjvDIe2XYa1WdZupi2QRMwARM4NEEPN0f0D6OZwpMGpo09bkLYX03GXtpAiZgAibwAgKe7g9o4u7xTMf4JYDyAwp2iiZgAiZgAscI+F+zOcbvQu+lN+4XpuCjTMAETMAEnkHA792f0afmm+94O97UR0nYekZtztIETMAETGA0AU/30UTPibf0uXrS61Llc5JyVBMwARMwgUkJ+JP5SRvjtEzABEzABExgNwFP993o7GgCJmACJmACkxIY9qfU9W++Jq3YaZmACZiACZjACAIzfwE68nv3mesc0ccNMZb+2G1DiClNXdeUbVlMyv1aRDPlhvs1ZVsWk4p+Le5NsOFP5idoglMwARMwARMwgaEEPN2H4nQwEzABEzABE5iAgKf7BE34lEJ8/sMftQ3lylK3Qk7GaddLEzABEzCBNxEY+b37m7jcW0uaxJ1/0BBm4dhpfG+BPt0ETMAETOBUAp7up+LdGZwTemVa65b+NgAZEVQfqeiSR+xM8Rw3zTBOSFXMmbOS0PyXsqWNGkBJTSwhU9BTZpNr8siQ5cyWMPNB5uvZ0kbLSX3hkgKPmFZo1jVttprYOmTWFS68ieDODjICBY3/GtnTfd5WpitPl5Qh8CLm5cuqqKFLbIVMg9kEJozEUtppd9rklwg3y6ESgr7OVmDNp5l87V11nEHDyymqaObD6mKXcjKGnrvNOLMpNVuVZ8uz5hPZVqVqUk+1Osj6qo7vkz3dJ+0pLmK8IkVetVhii0pcsrFFYdLCviCtTS1QY3aTLU6a2eCtJD9bqiv5aBUrZtyKpoQLlxS2xqGjheEEenrRYzM8sSsD+q/qrqS94ax4guAHPiGrs26FXi/T2IqlGtOg6pPZDMtIEj8pmVAmzROX7GOUQzkKaZbcbOWEVTeTnzDPIyn1XH5P6Zdy6KlL7e+VI1u9azYlUyt9Yr82lez37ptwXWqMy1GvZr24VY606rVbc8XVrAGrze0apocCkXNkReH2DNcTSH1pGicbLlPJWHK3Gep2JdOjcHtKmxJYT5tXHYUanFsItR6wut+iYc4Ubklj06H9YNWSBVbhQf3aBIrGnu5EMZEQlx2zUTmUvCIhx2tctbhw9ZXudFHNtHKUUHNrKqvZUzTooGZbC0Qr1WZauSY/bar7Eusp8EH9IoSeumg8icCHYb2JVjKslT6xXysFLm35k/klMnfq4+LjT+RBOQSkVTWaLs1ozN20Rf0kAu9e5kPNpvuZ7rMJnVV0ms1W3fvy6bz8HtevzrqmaigfepFV/3OsWenj+rWvEX7vvo/b6V71+oNGL2tcuKo5Pa2TD4haUFScg7qoeWiZzT6SYhQVP6lk3a3u3J1BqMlXzQx59ueQgLOcEBgE/UqWsQtjtaTLbEKzrtmSbOaT4NcuJK+VSh/Ur1RU59LTvRPUpWbNS1avRVzioUFayT4tL0398GEsipGqhlsTCinb9SXyTzahpIbChJV+TH7anDWxRDgtw3KTphrrWVPJD0pVuaW00xKWSZmWYUMNBT3iNbKn+3St1NmMKc4U41rErl6Uag8D2lchBawG1piACZiACbyAgKf7dE3Uya0yEv2oUQOVl9ynq98JmYAJmIAJHCbgv6o7jNABTMAETMAETGAyAp7ukzXE6ZiACZiACZjAYQL7/+mfdLR++5u2vnDpr7e/sOku2QRM4NsI1G8/5yHg793P6sXMXd9d81t/h3Nduy+JWxzdr1uw7z70xf3azeQCR38yfwFkH2ECJmACJmAClxLwdL8UNw6L32TTqVVDg5Ut2vQInXE6zXpOtI0JmIAJmMBdBDzd7yI/xbkxy/HDbOILhdBwacEETMAETOCJBPy9+6Vd4+CkwOOhGfht/dIRPBFncZyrPeWB+fBcCyZgAiZgAmcT8HQ/m/CP+BiWMTvT1EwaDlc46zI5/oj+c5Es0xE/bf9dVZemmZUmYAImYAKTE/B0v6dBOrCbGXDQ6lROXljSshkHSlhqKBpTWeNUDb0smIAJmIAJzEzA0/2e7qTBiel7UiqY3/qqB0UmHPApjZSkelk2ARMwAROYmYCn+z3dSXN0XxLDp+/wgPvqspcJmIAJmMBBAp7uBwHudE9ztA571ai89bzw1bNCThoGbJ6ivrS0YAImYAImMDkBT/dLG8QJSoHHQ8NpSiH0KtM+hOSiW5DVl7sRTfWUcQqWVNLLggmYgAmYwIMIeLpf2izO6fVTl8yW9M1onNPcDQ3kiMP5vSkmQ50naJI4pWrOO31IZLJdioaKSJ4Fhj2UjEBhKdQkes2T5bDASZJMaTBP6FeyhSUN1PG5/VIaLE2VE8okv55w6lcUkjSxTI2bsNjjKXm6H2e4OQKvLXpWDbdWhPVLHLu0SUdQr/GTTVqq5Umyngi5ak46elTYSHg9FCuiwF7AF3rurkebYRdpIxNNW+UZ8qw5kHzdooZVUKBXaMIMeu7ScXKBVUyeJ9NTwirTAAK3lgTouZvc37T0v1V3dTebV1XcaaG/OpWf52lid+XzuCfOT4SfVwmyOugW9FWj9nPKL+ugtiCVplvP7decV9HurLQp6FfVMLhuUfkmwe/dr+5mekbw+K16OnYKzfiqVDlipmXnKUPM4q5jApEGltQMOeKkIHheMOGlU7TAJZvQo/YbG7GSG7eaJXcWyCB3CezUOuTOch7RL6LurJ32twvsUWROuZlV7VfVhOOz+tWsdF159Xt3XlJIKy2XlNVMNSovVRs2/FGbUK4suaVmKtPAwkACcdfhxouYQRtLagYeNDYUUv0YkxXphaS+rBRKNfsY/GIDTVuPRstmzhzZ9lxaqJFNgaMWzi0o56+6v3bt6SSykm+mBAM2JWyShlvQx2szzguUV0/3hIygVZ+U6IEaJDnZYze89Cds+JPcdRk24aUayybQTwCXXNivXEVxjX0M2GPzMcg1Bj0lX5PJ1lM6IfeY9dhsTe9U+8clDBpxsX3MvBr0aE6lfVfw2z6Z18cfZPSAegqBRg2wTA1Ly7ChJnwpJ8q61X9cRFPHFPOMpeaG+EsVnXH6lTEvBju2NDbleBWIUPs+NuHj0WrJx2s/nlVnhIGpPqVfJDOwdsY8WxiY8+P6tY/tddM9gCJFNomPhtBzN2TqaZkMGAdCeqU7vJaWDA4BZlSmmPcuIzcmBiFeNSUmr0qVFYLqZ5NRKbJCzlUzW84pH7Qm9Ys2m8qBMTgwwoSClrypwHtraabKxiG3ps1S2jCO1yWDefSb6ponbVxpyAecP/ZrpVJsIc48NQ7MZPF97dYzEuUl92SWluEVmiVftjMMelpSQ6kXd6lkMhSQDw00MbVRPeT13Wr/UcOAELgMR5UZp6nk7m7hpLC78xnl6LpGkbwmjvt1DedRp7hfo0huinPde/f+tDhN9ZoIGRFil7IaxG5aapzY5ZJx4IKl+uIIfYWNvnJXlafKrPrUUxzcBEzABEzgBQRumO6Yo5xVFDh9qQm+Ku/ADXdGRkAuY5dy8yzs4lWNa9gduW11YRpbHW1vAiZgAibwbQSum+6YiMGXI5PzkgJ30QbVNxsToZZsQk8XlUMJFyjxGnEYSncZwYIJmIAJmIAJPIjAddM9xmdwwTRdAlR3kwZBmu6YytxSy7SFmGpALwppN0Wg2ZUC0uaJaUm9BRMwARMwARO4brpX1jFB06AdO1PrSIZGT0kJ1CTn0SDtByU8DzpnYgImYALfRuDOf82GsxYTax96zjyd2REKwVPMsOFZIcRPaOKn2scWfWHG5e2C5nZ7Mk7ABEzABExgQgKXvnfnWIKAsRpQQtgxQRkNWLlM0aiHGXd5euj1dBjAOG0xlPrS8jwB56bTkTNezzvakU3ABEzABJ5I4NLpzqFIgciqJraaSuqXdmmA4NXso0YNlmQEv+ZVc+CMZ3Ue8Nd0waeYgAmYwIMIXDrdH8Rl8lTrRE9TP/JPGv0VYfLqnJ4JmIAJmMBBAp7uBwFe7Y4hraO6aq7OyeeZgAmYgAlMRuDHP+dyJLf6bvJItKf7pvfNTy/H+ZuACZiACVQC+kar7t6r8Xv3s/jP3PXdNb/1dzjXtfuSuMXR/boF++5DX9yv3UwucLzz/4i7oDwfYQImYAImYAJfSMDT/Qub7pJNwARMwAReTsDT/eUNdnkmYAImYAJfSMDfu39h013yZwLxTSGM1v9+on6hmDQ1TtXEQcmrR1PjVM3nOt9i0Vl74py8uAQVtF6VSZOuDQ1OL9pQE8GpDFm93tKNz3WQhqJIbtWGmrBUx8owaeBIF8bp19AFSdIx5TzV0tN9qnY4mSkI6KNB5ZRcuuFjN2nUF3LVVK8eTY1TNSnbFy87aw8zhdD0qk9tauDe9Eota9qkOMgEMTWrb5CbfFLhTZtOhokqQ0HgMk7s14QxT0+pTrv0J/PTtsaJzU6g3u1Vk2poGlRlj6YncrL58mWimpbrcHQkrFuu746Ks37Ku3c3MVTjTR1/AUO/d39BE13C7ATiEaMpYjnkWXNeZE34xXLqBXlu6k54hb36qrxEL3ktmVm/QqAyrJpwRzvQ09SpZvCmDYKEPeI0HadSerpP1Q4n8yoCfEZQQHl4OuAxtK9gBqQwKvK+fJ7rlXqBZZSj3VG5Vlp3VdMj15jWLBFY4gl73WUEKiFwGQYq0z7padO8NtRrNtmfzM/WkUY+cXnxR7dDubLEVo+NBrE8lkA8EfhQeErksXk+KNruTuH2jErT7bZe+z6v9ZjftlsZVs3utirMIUE04AWy37tfAHnzEekZ0XlhhVk4dhpvzskO2wmwHVXYHuyHRw1IzQ87L5YJVGJVs+z9Z4d33Cb3fV5/TrUkn5CT/HlUecSDwA8bBk8s/rw+jaKxEke3Qk61LF3l6pVcepYH3VeO0BIieV2GF8sJ+YwcakwmwKM7bVCjetX8mzZq1jy96cWDYrfppQaIMOoVxzF+8/SU88CjeS5iNk/vsUkZ1jhhEEoNtWSjoZZsNA4iJ69kgN0hr0tVRHAc2sz5jKMjZj0rpde0gTIhaoZC2kt1fXRpnt70Ssng3Elef1y1R3KqvTkS7em+Q2ikILqkTCGIqUyAoYTMC/3I5dg8gmcNEXDE0kEo50gJzSSXjmsaP0h5Xl2MDIHLgLOkGchNjxsY9vZQ59UVkaO65o3jfu3u+3n92p2SOvqTeaUxkYy7Ea9IK92Z2KKS1xmF8KIMY8ShcqJq/0tl5tz+y9H//XNdBQtegeYyM4Fokz4EmKrvOKJ4n+C/qpu0p3E34gf5hayJ6lbo9RaNreZtTPePBrS8V4gq8MM0Ypk4cMvC9QRSd5BAKFMmVZMMvJyKgPs1VTuOJOP37kfoneuL20znWWi4VDnyqPckDJIZMsaAZ6hzy+iOnlJleiuFdMe24WACbBYEXFFxxoowOAOHO0yATWw27nB4B7iZgKf7zQ1oHh93HfUqhxI3JJR4jecpHqn6GpaxxCtcGPARApJPqaLeUD6xolTL05e1QT2ap1f97vxrB99d7+ur83SfscV6m6VJhgmnBrWA9V3Y99jUyJdpUtVxLhOuW5dl5YOWCLApK8KSr/UzEKiNmyEr53CEgKf7EXon+vJm4xnQcMiFPjTxqhoaU6hxuDWzEEWhukhSC4TyoUXNDHxTbrU71LBZVbPpCBuPJfDxxnG/xgKfIZqn+wxdyDk0pxduPzw9ca9CDudkzyWFfMCUa5aD7NJyRXl9NRXsR00YpBKqJgw+xmnaXE+gdqdHc32ewIVzmWEiz6WaUbnk1YxM5YoXTrn4lfnouUmZlmp5sZzugtqLyAdK5lxtRmkurn3gcZ7uA2GOCRUXZb1kETr02KVB6NUeBjBW/ZjMHOUfAgE2kfio0V5ArpqI+TFO0yYl46USqJyrJuz1hopltenRqCPsq5fmZrlJIKCpvsmQSghchuNYjWbyONn/R9x0LdMHTci6jFzTsmr+8fj37+lqbdW92lizTqAy7NGkmNUlDKqyR5Mie7lOoCKt9j021UtnDCLsi1Mjf5XmIzRz7rwe/N69E5TNTGAAgXgwaRQsPz7O1MXyJgLBlsyVcyLfY7N0Ln1hkCKHsmqWQlnfT6BSVU3tO7sfZpRxHBxDrl79+Uxo6ek+YVOc0tsI8KlBARXiKVMfN2+r/756lK3KiTyWkeaKTSqCraSg7v1xUlgvewgQL4Xw0p6qfklm4ygsWfakNKGNp/uETXFKLySAR88LC3t+SbtbUx2r5vl4ZqxgH2cd3qhqX5wZibRy8vfuLSrWmcBQAvFYQTw+X6gZeo6DfSZQyfdoalx6hbA0JGhT3a0ZSKCHc20TverWwNxuDLV4XW7N6a2AtnKA/VtpuK7ob0BAl/lM79fQ5WCccNdQyKe+ul8DOS91WRuxZON+KaV6oaqmh+EOG7rgLOQDpeZGM1VqeiqHcY+ZulwpD0tu8jqvZBpnvZWG67r4Qjp4nPt1EODF7u7XxcAPHjd5v/zJ/MH+2t0ETMAETMAEpiPg6T5dS5yQCZiACZiACRwkMPKT+YOp2N0ETMAETMAEHkTgK753f1A/nKoJmIAJmIAJvJuAP5l/d39dnQmYgAmYwDcS8HT/xq67ZhMwARMwgXcT8HR/d39dnQmYgAmYwDcS8HT/xq67ZhMwARMwgXcT8HR/d39dnQmYgAmYwDcS8HT/xq67ZhMwARMwgXcT8HR/d39dnQmYgAmYwDcS8HT/xq67ZhMwARMwgXcT8HR/d39dnQmYgAmYwDcS8HT/xq67ZhMwARMwgXcT8HR/d39dnQmYgAmYwDcS8HT/xq67ZhMwARMwgXcT8HR/d39dnQmYgAmYwDcS+BtX9qCozeZC4gAAAABJRU5ErkJggg==
最后一组数据设置了,显示的却不是百分比 ,求大神赐教