在此之前对commons包了解的不多，最常用的就是StringUtils.isBlack(str)来取代if(str !=null && str.lenght()>1)的判断，昨天忽然想看看StringUtils是个什么神奇的东西，这一看才发现里面没那么简单！

先看StringUtils中的所有方法：太多了不能一一列出

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" alt="" />

大概看出来一些规律了吧，都是各种对String操作的静态方法：查找、删除、大小写转换、判断包含……太多了，总之你能想到的和你想不到的它都实现了，这才发现这是个工具类。

　　到此为止？还没，一个commons-lang.jar总不能只有一个StringUtils类吧？再看看包结构：

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ZGQ+eHr05fM1n/5pOeFwzqEXzSY5A3oXZFFU6+VA062KlYyKzARtaMlkoPtEfl8gTiruS6BqgkDQC1QN7YiNT3TDwwVd/zyjt76QIEp9ta6adX3tmrs2GoXayrRtWnCbV7xCJsUuE13bzxKGpIy1upSuYAANQEeWMjkjfJLD9+L3Hs1PGJmSm9NXtanhs9vCvCHSFOt7US0pLRw7vYd6zJ1dLoJo4qhIzzRlqT+TtpPEnLAQCqhLyxEcmbiRlT7ZuP336evkHgdFsr/fTjt59nbxilKnLKLMwbaSdIHQCoCfLGRkPnhxP3J02O30Tf2GNwv0D0jT06G4ba5XrP/IhfmyJ03pQWxoJNHpN5w/dyKCYNAFZA3tioovvTLr6+2+B+gYuv69eT5kuj/R45eFh5Q438e/2d5ts3I35x72RoBwCgKsgbG41X8v2bj47upm8QiHBH6KcfHdXPGwCARoC8cYsbZ1++cPSbktHDu+inN86+7PgZAgDUAnnjUpg/DQB2GOQNAADUA/IGAADqAXkDAAD1gLwBAIB6QN4AAEA9IG8AAKAekDcAAFAPyBuXcu/3b6h52AAAzEPeuMXUwEvXv+OVjB7eRT+dGnjJ8TMsQd4AQFWQNza6XMn8addPvkgXIIhwR+in10++6OhrweTQAFAr5I2NKpofeuq9FwzqEUy9Z1BPug6QNwBQK+SNjYbOD1+dvmay/s0nPS8Y1CP4pMcgb0gJTqm4J13ehh/xS3UE1KuxlpBckZfL1anJT3NvTFFhmvpPioVNXLBTuWcAeNYhb2xE6nsmHpiq73nlnb10AYLTba300yvv7NXZUFXqptQKGfF7vME4Vf0z1K6+9DM3JHU8xeSIdoq/U+0bRW1Qap/yyqF2qVgOBnsAQIS8sRHJm2SWH7+XOHbq+MTMlN6aPS3PjR7eFeGOEKfbWglpyejhXew71qKdHuWPsu0iXuu1ZafZG6r6zRQ5pM4b9T6lddjV3gDgGYe8sRHJm4kZU+2bj99+nr5B4HRbK/3047efZ2+oDZISE3nD2LDGvCGHQ94AAAPyxkZD54cT9ydNjt9E39hjcL9A9I09OhuG2uUy0vyIXx628QbjsWAT3Z8mVZvmgnGdDeNcs1w3mhoHMtefJh8LeQMAasgbG1V0f9rF13cb3C9w8XX9etJ8r1cxvM+P+D3ipZ/KD3k1cXhGs2EpV/xSV5t0CwDJnkruF0DeAIAS8sZG45V8/+ajo7vpGwQi3BH66UdH9fPGSrjvGQDsgrxxixtnX75w9JuS0cO76Kc3zr5cl9NA3gCAXZA3LuXQ/GnIGwCwC/IGAADqAXkDAAD1gLwBAIB6QN5Ypvitb0H9Of65A4BJyBvLOH7lfTY5/rkDgEnIG8s4fuV9Njn+uQOAScgby+AKiHcbAAwgbyxj7RWwjt+/oaefaRjIG4CGg7yxTI1XwKmBl65/xysZPbyLfjo18JJtZ468AYB6QN5YRnsFvFzJ/GnXT75IFyCIcEfop9dPvmjp2dLzCCBvAKAekDeW0V4BK5ofeuq9FwzqEUy9Z1BPugrIGwCoN+SNZZh5c3X6msn6N5/0vGBQj+CTHr28CbV7mrhoqbJAe1Qu3ClXplHXHaCKCDT3xsgegmINArH4jcshbwAaDvLGMsy8SWb5xANT9T2vvLOXLkBwuq2Vfnrlnb06G4baPWK1G5I0crUbsVSaX6zCGe1k1E8je5C3aoy2DvIGoOEgbyyjlzfJLD9+L3Hs1PGJmSm9bXtanhs9vCvCHSFOt7US0pLRw7t07lije8P0fherpclV0fT60xqmPBryBqDhIG8so5c3EzOm2jcfv/08fYPA6bZW+unHbz+vs2G5vOF7vVLfGt3oQd4AQH0hbyzDzJvE/UmT4zfRN/YY3C8QfWOPzobl8ibaKdaWJq0c5A0AOAN5Y5ka70+7+Ppug/sFLr6uV0+6bH9anGsudaV5/Z1i+0bsYZPuF0DeAIDNkDeW0V4Bxyv5/s1HR3fTNwhEuCP004+O6uXNMwp5A9BwkDeWqfEKeOPsyxeOflMyengX/fTG2Zcdf4GugrwBaDjIG8s07PxpDQl5A9BwkDeWwRUQ7zYAGEDeWAZXQLzbAGAAeWMZXAHxbgOAAeSNZXAFxLsNAAaQN5bBFRDvNgAYQN5YRroCQj05/rkDgEnIG8s4fuV9Njn+uQOAScgbyzh+5X02Of65A4BJyBu3mBp46fp3vJLRw7vop1MDL9X3fOgJPWmhdnEGNgCAiiBvbHS5kvnTrp98kS5AEOGO0E+vn3zR0nPTi5OyKyBvAKBKyBsbVTQ/9NR7LxjUI5h6T6+edHWQNwBQb8gbGw2dH746fc1k/ZtPel4wqEfwSY9e3oTaPU1ctNfr8Xg8nvaoWFWaUWNN+j3ULhb7LJXG4Uubl/aQ5cW8kdekiuVIeSP/19KxAAD0IW9sROp7Jh6Yqu955Z29dAGC022t9NMr7+zV2TDULsUGSRp/KJmlYoaRN7yy+RLn/KWCbMloJ12QzSNtKC+X8kZVNce4tQQAgLyxE8mbZJYfv5c4dur4xMyU3po9Lc+NHt4V4Y4Qp9taCWnJ6OFdOjNGm6knbZw3fFIqv+bxsAqA0k/FvBFbUR40cQDAHOSNjUjeTMyYat98/Pbz9A0Cp9ta6acfv/28zoY15w3f62V0vpnIG7FMNQCAGcgbGw2dH07cnzQ5fhN9Y4/B/QLRN/bobGgmb0oLY8EmRvOFSg7VCqWuOcVyuj9NDqQRP24iAIAykDc2quj+tIuv7za4X+Di63r1pMvlDdVX5vV3Sm2d0sLm3lhpqEa1Qpxr9rT7O5WdbLzifgHGXQYAALqQNzYar+T7Nx8d3U3fIBDhjtBPPzqqlzcAAI0BeeMWN86+fOHoNyWjh3fRT2+cfdnxMwQAqAXyxqV07kYDAGhUyBsAAKgH5A0AANQD8gYAAOoBeQMAAPWAvAEAgHpA3gAAQD0gbwAAoB6QNy5l9fdvSpPWtEdRMA0AnIG8cYupgZeuf8crGT28i346NfBSLTuPBZvEyTeRNwDgDOSNjS5XMn/a9ZMv0gUIItwR+un1ky/WciYjfqk+TaV5g1pqAGAN5I2NKpofeuq9FwzqEUy9p1dP2hTkDQA4Dnljo6Hzw1enr5msf/NJzwsG9Qg+6dHLG5IHVFVpUmGaqrk54vdQZQXovFGvqVnYK/2O6moAUCPkjY1Ifc/EA1P1Pa+8s5cuQHC6rZV+euWdvTobkhsB6AiRSuDITRNW+4a5ZqhdXRka7RsAsAbyxkYkb5JZfvxe4tip4xMzU3pr9rQ8N3p4V4Q7QpxuayWkJaOHd+ncsabMg6hUIU3dxFHnDXNNRpVo5A0AWAN5YyOSNxMzpto3H7/9PH2DwOm2Vvrpx28/r7OhJm9YHV/svNGuibwBANsgb2w0dH44cX/S5PhN9I09BvcLRN/Yo7OhKg9C7VR15xF/qZ9Npz9Nuya9MMQF48gbALAK8sZGFd2fdvH13Qb3C1x8Xa+etCYP+F6v2EVGxQnr/jTWmtTC0mqxYBPuFwCA2iFvbDReyfdvPjq6m75BIMIdoZ9+dFQvbwAAGgPyxi1unH35wtFvSkYP76Kf3jj7suNnCABQC+SNS1k9fxoAgMMEQfjss88uXbr0l8qfH/3oR+SR/CBvAACgJoIgXLp06fHjxznxZ3Nzc3NzM5vNLi5mM5nFhYXMkyfzyBsAAKiJIAg/+MEPpKRZX99YXVtbWVl99GgunZ6d+U16enrm81/dQd4AAEBNSN6QNs3Gxsbq6try8srSUnZmJv3rXz/48t6vv/jiy9RNHnljpPitb4FLOP7HAAB6pLx5+vTp2to6CZuFhcVfTz+4e/erzz+/8y//8nky+RnyxojjF1mQOP7HAAB6kDcWcPwiCxLH/xgAQA/yxgK42DkOHwGA+yFvLGDHxQ7fv3H8IwAAayFvLGDJxW5q4KXr3/FKRg/vop9ODbzk+Mt0M+QNgPshbyygd7G7XMn8addPvkgXIIhwR+in10++qLNhFfM378Apn5E3AO6HvLGA3sWuovmhp957waAewdR7xvWkKzph5A0AOAB5YwGDvLk6fc1k/ZtPel4wqEfwSQ87b9ql8pylegGhdrpeZ6magFwFx+Pv1GyyEyBvANwPeWMBg7xJZvnEA1P1Pa+8s5cuQHC6rZV+euWdvTob0o2VULuniePVy0vFb+TanWjfAIADkDcWMM6bZJYfv5c4dur4xMyU3h56Wp4bPbwrwh0hTre1EtKS0cO7dO5Yo8Ij2ulR/lA11jweVhTtGMgbAPdD3ljAOG8mZky1bz5++3n6BoHTba3004/ffl5nQ2XesLvIkDcA4DzkjQUM8iZxf9Lk+E30jT0G9wtE39ijs6GqP42uIS0P23iD8ViwCf1pAOAg5I0FLLk/7eLruw3uF7j4um496ViwSR7853u9YmeaNHhDx4zHH1JvsiMgbwDcD3ljAb2L3Xgl37/56Ohu+gaBCHeEfvrRUd28AYOPAADcA3ljAUsudjfOvnzh6Dclo4d30U9vnH3Z8ZfpZsgbAPdD3lgA86c5DnkD4H7IGwvgYuc4fAQA7oe8sQAudo7DRwDgfsgbC+Bi5zh8BADuh7yxAC52jsNHAOB+yBsL4GLnOHwEAO6HvLEALnaOw0cA4H7IGwvgYuc4fAQA7oe8sYBbvn/D93rlSTmfLcgbAPdD3ljAkovd1MBL17/jlYwe3kU/nRp4qfxOkDfIGwAXQ95YQO9id7mS+dOun3yRLkAQ4Y7QT6+ffFFnwx042bOFHwEAuAfyxgKWzA899d4LBvUIpt5j15NG3hh/BADgHsgbCxjkzdXpaybr33zS84JBPYJPeth50y7V8mzujfG9Xg+peRNq9zRx0VJtgvaoXPpTrPjJi0XYVAsbFfIGwP2QNxYwru+ZeGCqvueVd/bSBQhOt7XST6+8s1dnQ6p9o8gbsbwNSRp/SLPCjir3ibwBcD/kjQWM8yaZ5cfvJY6dOj4xM6W3h56W50YP74pwR4jTba2EtGT08C6dO9b08kaKE9bvYnPHs1OaOMgbAPdD3ljAOG8mZky1bz5++3n6BoHTba3004/ffl5nw2rzZgcV9zT4CADAPZA3FjDIm8T9SZPjN9E39hjcLxB9Y4/OhlXlTTbU7pH70Eb8ZKsGhrwBcD/kjQUsuT/t4uu7De4XuPi6bj3pWLCJfb+AUd6QcCr9NPrgjcFHAADugbyxgN7FbryS7998dHQ3fYNAhDtCP/3oqG7egMFHAADugbyxgCUXuxtnX75w9JuS0cO76Kc3zr7s+Mt0M+QNgPshb2oiXeZgp3L8bwxgx0De1MTxqyHYzfG/MYAdA3lTE8evhmA3x//GAHYM5E1NHL8agorln6zjf2MAOwbypiaOX15BxfJP1vG/MYAdA3lTE8cvr6Bi+Sfr+N8YwI6BvKmJhVellZUtwvEXBUnkDYANkDc1seqqtLKy9c9fzO59K9xxJub4i4Ik8gbABsibmtiRN6lI69jQPonjr7E8uY51qN1TxVRs1W1lL+QNgOWQNzWxI2/yhW3JnbH/Yi5y4lyzWOTGSvTca3wyyyf5Xq92YmnkDQCYgLypifFV6bLp+dPovBEKRSFfFPLbQn57ejJw10zk8L3e5iav9Vdtg7xhVmlD3gCALuRNTYyvSibnhya3CUh5kxOKOWF7UyjmhGI6dW56MnBn7Hg0uN9gD7FgkzcYH/FbPtMz8gZ5A2AZ5E1NyubN1elrxvVvSNJ0hRNd4cTet8Jd4cTGVnEjV1Q9Xhw8oH8aca5ZW0WN5IFUWFr1VFuPIM41U1U+S7vSy5tQu1QZVF0HoZQcpSoJHo+HkSXy5t5gXJE3rCoJ2l0Z7rwenywAVAF5U5OyeZPM8okHRvU9Sd50nIl1nIl1hRNrTwtrmwXt44WBZt3TkGOGjoc410xfjjVP/WIyRTtLy6m4EptK5to32ryRl2iF2tXlq6W8YZ2VdldGO6/TJ70l38YAACAASURBVAsAVUDe1MRM3iSz/Pi9xLFTxydmppirkf60VKR1eb2wvF5Y3mA8piKtet/OGfHLl2/qd1V/F6P7S9NKoKt/auu28cms6bwptWCU2xKMUtaK/jTWWal2pb/zen2yAFAF5E1NzOTNxIxR+0YSDry6uJaPX7n53Mt/HIqMZ1bzocj4cy//cerWTGa1tDx+5aZmQ6prS3GZNswbvtcrNTKo5gIZB4oFm8Rb3TQpJaeFcd7IB1UHg0He6JyVzq5YO6/XJwsAVUDe1KRs3iTuTxqP30hG+w4urORJwDz38h/Prwjkl9StmfkVQVqu3lDqdyoJtVPjMbp5Q130Y8EmDz180tzZ3ixfxBX/VdEVVqY/jYsqj6u4Z1o6kxBHj98wz4q1K/WSun+yAFAF5E1NLLk/jRg+efDJspwrc9m8lDdz2bxe3oz41V+7EZcY96eRxoHH4/F4/Z10S2LE71G1P0b8ctOJHncpdXzp3C8gb0VOT84b+qYA1Vbss1LvirWkzp8sAFQBeVMT46vSuOnv3ySz/AcnXnu0JOfN7NKWlDezS1u67Rur0aNBzzLkDYDlkDc1sfCqNPhuy9eZLTJmE4qMpzNyf1o6I5DlrPEbS9Xl1q+GgLwBsBzypiYWXpUGelrSC0J6QXjIepz4sM3u2aNJJ5VNwyENB3kDYDnkTU0svCr1c4cC3b6+bl+A8wU4Xx9X+iXQ7Qt0+/q5Q46/2GcK8gbAcsibmuCqtFPhkwWwHPKmJrgq7VT4ZAEsh7ypCa5KOxU+WQDLIW9qgqvSToVPFsByyJuaWHhVIref2XoHGpiHvAGwHPKmJtJVCXYqx//GAHYM5E1NHL8agt0c/xsD2DGQNzVx/GoIdnP8bwxgx0De2Oiy6fnT6HrSQqEo5ItCflvIb09PBu6O/ZexoX0G26rq32imsKRn6qx0QmWdSs+MmgKmtwWAZxXyxkYm54cmtwlIeZMTijlhe1Mo5oRiOnVuejJwZ+x4NLhfb3M6b6jSNRLkDQC4AvLGRkPnh69OXzOuf0OSpiuc6Aon9r4V7gonNraKG7mi6vHi4AG9PbBrepZm3qSqsTX3xrR5o5igU15Z3CGdGcrCboy8UW1ObSsXIJCPrqnjyVgCADsJ8sZGpL5n4oFRfU+SNx1nYh1nYl3hxNrTwtpmQft4YaBZ7yh0fRo5BuQgUbdvFMVsFKVrpDJr0iaK+tBSVGhr5ChLsUlLxBPwiytL1eG0E1FjamqAnQ55YyOSN8ksP34vcezU8YmZKeZqpD8tFWldXi8srxeWNxiPqUir3rdzFBVrGBd0w/40abVop6oqtVen8mZS+5S5RNmfpmm7kMYQXQ1auwQAdhTkjY1I3kzMGLVvJOHAq4tr+fiVm6T+TWY1T2repG7NZFZLy5n1b5QV0sRmShV5w+4iqzlv+F6v1PRRN2JIe4vOGO0SANghkDc2Gjo/nLg/aTx+IxntO7iwIteNnl+R663NrwgG9T2tad+oe8xUlZ7p/xrnmsX+NLlKNL1CiNNpG8WCTdLpcapT0i5x+uMDAGshb2xk8v40YvjkwSfLcq7MZfNS3sxl88Z5Q/3QQ/TKcfiy9wswRvWpPjG5w62JC3Zq8obeXJVV8qCR198pHU4+bfGGOu0SANhJkDc2Gjf9/Ztklv/gxGuPluS8mV3akvJmdmnLIG8AABoC8sYtBt9t+TqzRcZsQpHxdEbuT0tnBLKcOX4DANAQkDduMdDTkl4Q0gvCQ9bjxIdtmD0aABoa8sYt+rlDgW5fX7cvwPkCnK+PK/0S6PYFun393CHHzxAAoBbIGwAAqAfkDQAA1APyBgAA6gF5AwAA9YC8cQty+xnuQAOAnQp54wp0/RvHTwYAwA7IG1eg8yYVaR0b2iep1znUtzyaYuK1Ko6LYm4AjQd54wp03uQL25I75YpJJ/Xq31TMqis4XUeHT2b5JN/r1Z4V8gbg2YO8sdFl0/On0XkjFIpCvijkt4X89vRk4G65yKHnhx7xVz3ZZR3yhjnxM/IG4FmBvLGRyfmhyW0CUt7khGJO2N4UijmhmE6dm54M3Bk7Hg3u19uczptYsAl5AwDuhLyx0dD54avT14zr35Ck6QonusKJvW+Fu8KJja3iRq6oerw4eEBvD1TeqC7opGKmsk6B7nL6Ci6vIFfWYVcraOKCnco19fKGOmhzb0xRd0dZN0F9tsxTos6WcWKMXRnuHADqAXljI1LfM/HAqL4nyZuOM7GOM7GucGLtaWFts6B9vDDQrHcUnfGbULuHVYfNaLn0ixQYUoDFOb+4Z+WuSs0pxXiMifaNNm/UpT9pynNWnC3rxLS7Mto5ANQJ8sZGJG+SWX78XuLYqeMTM1PM1Uh/WirSurxeWF4vLG8wHlORVr1v57Dre6oLPIvXer3ldDlO5Y+is05dUY1OptryptSCYVWSNihWrXtiql3p7xwA6gV5YyOSNxMzRu0bSTjw6uJaPn7lJql/k1nNk5o3qVszmdXScmb9G0XeSJd7Rq4YLmeVf5bxvV4peBRRoc0bzSCNvEPjvJH2owkGg7xhn5jerlg7B4B6Qd7YaOj8cOL+pPH4jWS07+DCilw3en5Frrc2vyIY15M21W9WumQbLJc3lAJjxK8OoViwybB9Q6+gOlyZ/jQuyitWU/TRyYNGHD1+wzwx1q7US5z+2wB4BiFvbGTy/jRi+OTBJ8tyrsxl81LezGXzxnlD/ZS9L0BvufEIPGkZeDwej9ffadi+UZ8SPe5S6vjSuV9A3ko9JkSfkmor5olpdsVaAgB1hryx0bjp798ks/wHJ157tCTnzezSlpQ3s0tbBnkDANAQkDduMfhuy9eZLTJmE4qMpzNyf1o6I5DlzPEbAICGgLxxi4GelvSCkF4QHrIeJz5sw+zRANDQkDdu0c8dCnT7+rp9Ac4X4Hx9XOmXQLcv0O3r5w45foYAALVA3gAAQD0gbwAAoB6QNwAAUA/IGwAAqAfkjVuQ289wBxoA7FTIG1eg6984fjIAAHZA3rgCnTepSOvY0D5JtfvUzNPsHtKkZ/SMNdZAHTYA90LeuAKdN/nCtuROuWLSImpKtNL8YFXnjTwjmWbiNYsgbwCeScgbG102PX8anTdCoSjki0J+W8hvT08G7paNnGgnNbEmn4x2ihUwq88be2dQZpY8sAbyBsC9kDc2Mjk/NLlNQMqbnFDMCdubQjEnFNOpc9OTgTtjx6PB/TqbK8oHKJcjbwDARZA3Nho6P3x1+ppx/RuSNF3hRFc4sfetcFc4sbFV3MgVVY8XBw+w96B77Q61e5q4YKd6En6dWgPt0VA7qRTAzhvF3pTl3VR1B8wUQfBQ/WlUaQOj/TdxQeYrVZ2AcVUFbSVQxhIAsAnyxkakvmfigVF9T5I3HWdiHWdiXeHE2tPC2mZB+3hhoJl9FKO80RaSiXN+cWW5MhsZsJGutsrxG3k0SLs3Zem2rGaJsvgbVcONmTfs/SsK8DCqfGpPQHxR2leqLgDKWgIAtkHe2IjkTTLLj99LHDt1fGJmirka6U9LRVqX1wvL64XlDcZjKtLK/naOcfuGVQxN8y96VYNGv32j2pv20Ixi1Z72qGa54n4B/dJtelsZvXZFf5rmlZLGEN3NqF0CAHZB3tiI5M3EjFH7RhIOvLq4lo9fuUnq32RW86TmTerWTGa1tJxV/0ZvnIZ1Bed7vVKDQL7W25o3hslhX96wX6n8ApUZo10CANZD3tho6Pxw4v6k8fiNZLTv4MKKXDd6fkWutza/IhjU94wFmxTXSsb9aYwreCzYVGv7RtHfFeJKB1X2p5UOp9MzZpw3RlsZnEDnSFbnlfK9XFT5GrVLnP6bAdjBkDc2Mnl/GjF88uCTZTlX5rJ5KW/msvky9aSjnawRF+0VXB6b8fo7Ddo31I90ZWf1zslj8lIDQud+AfkMqZH/MnlD71+1ld4JUOM3jFfKj/hV7xJjCQDYBHljo3HT379JZvkPTrz2aEnOm9mlLSlvZpe2yuTNs8DGu6gBoB6QN24x+G7L15ktMmYTioynM3J/WjojkOWs8ZsdLM41K5pNylvRAKDBIG/cYqCnJb0gpBeEh6zHiQ/bnsXZo6nv0CBsABod8sYt+rlDgW5fX7cvwPkCnK+PK/0S6PYFun393CHHzxAAoBbIGwAAqAfkDQAA1APyBgAA6gF5AwAA9UDnzdOnm0+fbm5sbKytrc/PLzx+/GR29vHDh7NffPEl8sZ25PazZ+4ONAB4ZtB5k8ttvfZv/s3bb7116uRJIvTnf/738fj9+79B3tiLrn/j+MkAANhBlTfH/vN//vGFC/8g/kxOTv7yl79E3tiOzptUpHVsaJ+k2n1WXW/NPVA8DWBHQX+aK9B5ky9sS+6ULSZdQs1axpg/rSLK+dOcnEIGeQOwo6A/zUaXTc+fRueNUCgK+aKQ3xby29OTgbtlIyfa6aFLSjPmh66IYvrOEb+DE1kibwB2FPSn2cjk/NDkNgEpb3JCMSdsbwrFnFBMp85NTwbujB2PBvfrbK4onalcbkHeJKOdyBsAsAT602w0dH746vQ14/o3JGm6womucGLvW+GucGJjq7iRK6oeLw4eYO/BuL5nsFM92T41I1m7ovRLqL3Ue0bnTZxrpiYuY2yrOAo1xZnUv0fVEVAsZ86HpvqvVN4wDq0t38lYAgDugf40G5H6nokHRvU9Sd50nIl1nIl1hRNrTwtrmwXt44WBZvZRjPJGjBm5YEyc84srRzs9ilIx0gWaHr9RFsFkbMs8ik6dNHWRG1WzTDsDNFXMRntoddVO1hIAcBNV3gx897t/H4//k/iTTCY///xz5E2VSN4ks/z4vcSxU8cnZqaYq5H+tFSkdXm9sLxeWN5gPKYirexv5xi3b7QVzBiNAN36ntrBG822ldSBpovCaZs4BsWhdQ+tSkTtEgBwEfSn2YjkzcSMUftGEg68uriWj1+5SerfZFbzpOZN6tZMZrW0nFX/Rm+chpUEfK9XusrLrQGDetJUS4W9bYV5Y3C3m0HesA8tn626HaZeAgCugPlsbDR0fjhxf9J4/EYy2ndwYUWuGz2/Itdbm18RDOp7xoJNissr4/40RhLEgk1l2zel1TRpQW3LbEUZ9KfRd75JWaLdKsTR4zfMQ/O9XFR5wtolTv8BAAANeWMjk/enEcMnDz5ZlnNlLpuX8mYumy9TT5ruqmJ8/0ZKAnlsxuvvNNG+ETfxh3S21em1k4f3lfcLaIf95byh/6u0c3qESXVofsSvesmMJQDgHsgbG42b/v5NMst/cOK1R0ty3swubUl5M7u0VSZv3My4Gw0AnhnIG7cYfLfl68wWGbMJRcbTGbk/LZ0RyHLW+I0LxblmaYhFe9cZADyjkDduMdDTkl4Q0gvCQ9bjxIdtjTR7NNVvhrABAAJ54xb93KFAt6+v2xfgfAHO18eVfgl0+wLdvn7ukONnCABQC+QNAADUA/IGAADqAXkDAAD1gLwBAIB6QN64Bbn9rGHuQAMAqBDyxhXo+jeOnwwAgB2QN65A500q0jo2tE9S7T6rrrdmOZRNAwA+ibxxCTpv8oVtyZ2yxaRL5EplrPnTKiXvzYpZL5E3AMAnkTe2umx6/jQ6b4RCUcgXhfy2kN+engzcLRs50U5FMDDmh66IanZng6gwOQ0z8gYA+CTyxlYm54cmtwlIeZMTijlhe1Mo5oRiOnVuejJwZ+x4NLhfZ3PFJP/K5VXlDd/rNTu9JvIGACqAvLHR0Pnhq9PXjOvfkKTpCie6wom9b4W7womNreJGrqh6vDh4gL0H4/qewU71/PzaigCl2Ai1e0ihGoMAo6dEo3rwGHXSVGuKecM4urZwJ2MJAOwAyBsbkfqeiQdG9T1J3nSciXWciXWFE2tPC2ubBe3jhYFm9lGM8kaMGbnGTJzziytHOz2K6jLUlb1UTYe+1qvq3JC0YLZvtBNCU2VstEdX1+tkLQGAHQF5YyOSN8ksP34vcezU8YmZKeZqpD8tFWldXi8srxeWNxiPqUgr+9s5xu0bbSU0RuuB3S1WWo0kFl3PTW64sDY0KAvNPjppDNFdf9olALATIG9sRPJmYsaofSMJB15dXMvHr9wk9W8yq3lS8yZ1ayazWlrOqn+jN07Dyhu+1ys1PuRmhMEwjNi3xk61CvOGfXR5V8qM0S4BgMaGvLHR0PnhxP1J4/EbyWjfwYUVuW70/Ipcb21+RTCo7xkLNimuy4z708S8ocIgFmxit2/4Xq9cjFnaiWJQZ8Sv2VDusqPXDHH0+A3z6HwvpxhGYi1x+nMEAEsgb2xk8v40YvjkwSfLcq7MZfNS3sxl82XqSdP9XYzv30j9aaTR4PF4PF5/p177huryUuaQ3lB/c29Mzht6TanHjB4oUh2dH/GrzpyxBAB2AOSNjcZNf/8mmeU/OPHaoyU5b2aXtqS8mV3aKpM3AACuh7xxi8F3W77ObJExm1BkPJ2R+9PSGYEsZ43fAAA0BuSNWwz0tKQXhPSC8JD1OPFhG2aPBoCGhrxxi37uUKDb19ftC3C+AOfr40q/BLp9gW5fP3fI8TMEAKgF8gYAAOoBeQMAAPWAvAEAgHpA3gAAQD0gb9yC3H6GO9AAYKdC3rgCXf/G8ZMBALAD8sYV6LxJRVrHhvZJqt1nLfWkbaOYZq2KogMo3QbQwJA3rkDnTb6wLblTtph0CVX9jDF/WqXkvZmeLlNzOGadUOQNwDMMeWOjy6bnT6PzRigUhXxRyG8L+e3pycDdspET7VQEA2N+6IrQEzzHuWaD6zs90adB3uiVZUPeADxbkDc2Mjk/NLlNQMqbnFDMCdubQjEnFNOpc9OTgTtjx6PB/TqbG5R/ripvmO0SNuQNAFQAeWOjofPDV6evGde/IUnTFU50hRN73wp3hRMbW8WNXFH1eHHwAHsPxvU9g53qif0ZZQVIHoTaSWUBowCji3tSPXilrZh5o1xNLrMmJ4em4qfxQcV1DOojULsy3DkA1BXyxkakvmfigVF9T5I3HWdiHWdiXeHE2tPC2mZB+3hhoJl9FKO8EWNGHjWJc35x5WinR1GWhrocl6rp0BdoVTUdcomvvH2jzRt1oU/1SyjVA5WXiOesfSHaXRntHADqDXljI5I3ySw/fi9x7NTxiZkp5mqkPy0VaV1eLyyvF5Y3GI+pSCv72znG7Rt1vTU+yfgnP7uMZmk1klh0PTe5tWFF3pRaMKyuP4PS1OwXot2V/s4BoO6QNzYieTMxY9S+kYQDry6u5eNXbpL6N5nVPKl5k7o1k1ktLWfVv9Ebp2HlDd/rlVoM8qXfoGyz2LfGTjV6Q81O5E2M80beXB0MBnnDfiF6u2LtHADqDnljo6Hzw4n7k8bjN5LRvoMLK3Ld6PkVud7a/IpgUN8zFmxSXEwZ96eJeUNdwWPBJnb7hu/1ylWcpZ0oBnVG/IwNqR3yyq6wMv1pnCqxFPdMy+0njh6/Yb4Q1q7US5z+kwB4liFvbGTy/jRi+OTBJ8tyrsxl81LezGXzZepJ0/1djO/fSP1p5F/6Ho/H4/V36rVvqH4qZQ7pjc+Ll/4Rv6rDTbMaq30jb6UebaIPqtqK+UI0u2ItAQCnIG9sNG76+zfJLP/BidceLcl5M7u0JeXN7NJWmbwBAHA95I1bDL7b8nVmi4zZhCLj6Yzcn5bOCGQ5a/wGAKAxIG/cYqCnJb0gpBeEh6zHiQ/bMHs0ADQ05I1b9HOHAt2+vm5fgPMFOF8fV/ol0O0LdPv6uUOOnyEAQC2QNwAAUA/IGwAAqAfkDQAA1APyBgAA6gF5Y7Hit74FoOL4nyWAGyBvLOb4pQ1cyPE/SwA3QN5YzPFLG7iQ43+WAG6AvLFYdZcYur5nvrAtuVO2mHQJVdaMMX9aRQwqCygXyrNqolInG/IGgIa8sRh9iblsev40Om+EQlHIF4X8tpDfnp4M3C0bOdFOxcSajPmhK4LK0JZB3gDQkDcWoy8xJueHJhPVSHmTE4o5YXtTKOaEYjp1bnoycGfseDS4X2dzg/LPyBuHIW8AaMgbi6ny5ur0NeP6NyRpusKJrnBi71vhrnBiY6u4kSuqHi8OHmDvwbi+Z7BTPRs/o6wASZFQe6mygF7eUF12OpUFNAU3VedDlyqg8sag0gG1K8OduxTyBoCGvLGYKm+SWT7xwKi+J8mbjjOxjjOxrnBi7WlhbbOgfbww0Mw+olHeaCvKxDm/uHK006OoJUOXSquqMrS6zqb6ZOiKOIpKNtpT0u7KaOfuhbwBoCFvLKbNm2SWH7+XOHbq+MTMFHMT0p+WirQurxeW1wvLG4zHVKSVPT+0cftGXW+NTzIaCqpesmrzptSCYXXiGVSGZp+Sdlf6O3cx5A0ADXljMW3eTMwYtW8k4cCri2v5+JWbpP5NZjVPat6kbs1kVkvLWfVv9MZpWHnD93qldoYcGKq80QzSyGlhnDfy5upgMMgb9inp7Yq1cxdD3gDQkDcWU+VN4v6k8fiNZLTv4MKKXDd6fkWutza/IhjU94wFmxSXYMb9aWLeUNf9WLBJp31D/yde2RVWpj+NUwwIqe6Zlg4R4ujxG+YpsXalXuL0B13pHwMAIG8sVsX9acTwyYNPluVcmcvmpbyZy+bL1JOOivcFsL9/I/WnkfaBx+PxeP2dOu0bPpnlR/zy/uhxl1LHl879AvJW6nEj+qYA1VbMU9LsirXE/ZA3ADTkjcXoS8y46e/fJLP8Bydee7Qk583s0paUN7NLW2XyBlwJeQNAQ95YrOpLzOC7LV9ntsiYTSgyns7I/WnpjECWs8ZvwL2QNwA05I3Fqr7EDPS0pBeE9ILwkPU48WEb+/40cDHkDQANeWOxqi8x/dyhQLevr9sX4HwBztfHlX4JdPsC3b5+7pDjLw0qhbwBoCFvLIZLDEjwxwBAQ95YDJcYkOCPAYCGvLEYLjEgwR8DAA15YzFcYkCCPwYAGvLGYlVfYsjtZ7gDbSdB3gDQkDcWq72+p+MvAayCvAGgIW8sVnvepCKtY0P7JNWeSb0KmqGwtD7kDQANeWOx2vMmX9iW3ClbTLqEKoYmz59W43XcoDCBciHyRgfyBoCGvLEYfYm5bHr+NDpvhEJRyBeF/LaQ356eDNwtGznRTroyJjU/tH15g8LSpiBvAGjIG4tVMT80uU1AypucUMwJ25tCMScU06lz05OBO2PHo8H9OpvTU/2rliNvHIa8AaAhbyymypur09eM69+QpOkKJ7rCib1vhbvCiY2t4kauqHq8OHiAvQej+p7idVyuBSCHhKakJrPIJjNvqL47ncIE2p0rT4yudFD7eboX8gaAhryxmLa+Z+KBUX1PkjcdZ2IdZ2Jd4cTa08LaZkH7eGGgmX3E8nkT5/ziCtFOqaCZV3Wx1i6purA0Y1f0PhUFdaw4T/dC3gDQkDcW0+ZNMsuP30scO3V8YmaKuQnpT0tFWpfXC8vrheUNxmMq0sr+do6Z9g277aIqzMxcUlXeMHZlcLa1n6d7IW8AaMgbi2nzZmLGqH0jCQdeXVzLx6/cJPVvMqt5UvMmdWsms1pazqp/o0kFebnURBCbFOrGAamtSW9OL9EM0shpYZw3ejs3zJvqz9O9kDcANOSNxVR5k7g/aTx+IxntO7iwIteNnl+R663NrwgG9T1jwSbFlVd1fxp1iY8Fm6R+Kq4UJGJyaJfQ62d5ZVdYmf407c6pe6alDAtxFp2nayFvAGjIG4tVcX8aMXzy4JNlOVfmsnkpb+ay+TL1pKOd0hC+5vs3pCng8Xg8Xn+n1G4Y8avWZyxRLFSOu5Q6vnTuF1DvSs4b+qYA1VY1nac7IW8AaMgbi9GXmHHT379JZvkPTrz2aEnOm9mlLSlvZpe2yuQNuBLyBoCGvLFY1ZeYwXdbvs5skTGbUGQ8nZH709IZgSxnjd+AeyFvAGjIG4tVfYkZ6GlJLwjpBeEh63HiwzbMHt1wkDcANOSNxaq+xPRzhwLdvr5uX4DzBThfH1f6JdDtC3T7+rlDjr80qBTyBoCGvLEYLjEgwR8DAA15YzFcYkCCPwYAGvLGYrjEgAR/DAA05I3FcIkBCf4YAGjIG4tJlxgAieN/lgBugLyxmOOXNnAhx/8sAdwAeWMxxy9t4EKO/1kCuAHyxhXo+p75wrbkTtli0tS0YxWUIKMnNDNeWKWdXLUTAKqDvLHRZdPzp9F5IxSKQr4o5LeF/Pb0ZOBumcgxP00yc02bZllG3gCAGvLGRibnhyYT1Uh5kxOKOWF7UyjmhGI6dW56MnBn7Hg0uF9nc+QNADQG5I2Nhs4PX52+Zlz/hiRNVzjRFU7sfSvcFU5sbBU3ckXV48XBAzp7YAZGqN3TxAU7qToCpCymR1lEgLlQ2oO6DIGm+KbqiB7l4cR15AIE8nlqd2W4cwDYCZA3NiL1PRMPjOp7krzpOBPrOBPrCifWnhbWNgvaxwsDzTpHUY7fyMVvtLVnmEXS9CqnSQM5dM00vSSgS7FJS8T9+8WCntFOj1zKU7kro50DwA6BvLERyZtklh+/lzh26vjEzBRzNdKfloq0Lq8XltcLyxuMx1SkVWd+aP32jRwYFeYNXb1N3UJi3VBgUCU6yycZbRftrvR3DgA7BfLGRiRvJmaM2jeScODVxbV8/MpNUv8ms5onNW9St2Yyq6XlrPo39uSNOj8Uh1MHg0He8L1eqemjbsRod8XaOQDsFMgbGw2dH07cnzQev5GM9h1cWJHrRs+vyPXW5lcE/fqeNuRNNtROjbWM+EvJwUWVR5R76uj1Qxw9fkNFUSzYJPWnaXelXuL0ZwcAlkPe2Mjk/WnE8MmDT5blXJnL5qW8mcvmjfOG+pECQJs3Yr+W8tYA5kLmIP+IXzlKRH9fR15fSiw5z0qdcv5Oaf/qXbGWAMAOg7yx0bjp798ks/wHJ157tCTnzezSlpQ3s0tb+nkDANAYkDduMfhuy9eZLTJmE4qMKB5aggAAIABJREFUpzNyf1o6I5DlrPEbAIDGgLxxi4GelvSCkF4QHrIeJz5s07k/DQCgMSBv3KKfOxTo9vV1+wKcL8D5+rjSL4FuX6Db188dcvwMAQBqgbwBAIB6QN4AAEA9IG8AAKAekDcAAFAPyBu3ILef4Q40ANipkDeuQNe/cfxkAADsgLxxBTpvUpHWsaF9kkr2I80iY2G5s7K7asDSalZWzm7YNwGg7pA3rkDnTb6wLblTppi0PNV/e5SvS95QJdrkWjs1Hks1BZz9F27kDYATkDc2umx6/jQ6b4RCUcgXhfy2kN+engzcLRc5I36p1pnNeRPtpKfvTEY71aU8q1SfOaFtPQryBqA85I2NTM4PTW4TkPImJxRzwvamUMwJxXTq3PRk4M7Y8Whwv97m9cobRZEC1gpVQ94APBOQNzYaOj98dfqacf0bkjRd4URXOLH3rXBXOLGxVdzIFVWPFwcP6O2hXN7IPWBUyWdpYRMXpKqlMcoQMCrZKFHHYlUx0BT31C5hJIFcLIeUKqDrZCtei3YJ2Zu8XOxpFH9UlRfo/6RY2MQFOzXvG695Az3qRl6VbwLAzoe8sRGp75l4YFTfk+RNx5lYx5lYVzix9rSwtlnQPl4YaNY7imHeqArhyBffdqq+mRgkcc4vJkq0U13JpnzesDZX1/RkLVGN31AVcbzBOHXcULv60s98dWRvdB9gmcpy8j4Vr5pV5kc+rvZManwTAHY+5I2NSN4ks/z4vcSxU8cnZqaYq5H+tFSkdXm9sLxeWN5gPKYirXrfzjHKm2inR/mjvILzyaw6SDT/7q6kfcPe3KMsEa1dotfTpVxTewLMV6femyKHylXOpiOZUbCO+Y5Z9CYA7HzIGxuRvJmYMWrfSMKBVxfX8vErN0n9m8xqntS8Sd2ayayWljPr35TJG21I6OUN3+uV/tmuaAFom0o0cQX25gRpc6gzRlxSQ94wIrDGvDEqkKp/3NrfBICdD3ljo6Hzw4n7k8bjN5LRvoMLK3Ld6PkVud7a/IpgUN+zXH8aXRBau5DqT6Muo9Twifwv91iwSXFxVN2fxtyc7+WoA7VHWUt08oa8rliwie5Pk0aVuNKhta8uzjXLnXLUCzHXnyYfS5M3csca80xqfBMAdj4pbzY2NlZX15aWspnM4m9/u3Dv3vQXX3x5+/avPvvs1o1f3ETeVMPk/WnE8MmDT5blXJnL5qW8mcvm9fKm/PdvWMPX1EL6fgF5HMXr79S0b/hkVtmFpf7+DXNzfsTPGJhRLlF9/6aJ4/kRv0dxVvJQCt1PxXx1ca7Z0+6XzlPTzWX+fgHdvNGeSe1vAsDOR/Lm6dOnJGwWFjLz8wtzc/NffHH39u3PP+NvJZO//Oef/wJ5U41x09+/SWb5D0689mhJzpvZpS0pb2aXtgzaN7XSHZhpUGgxALiUIAg//elPHz9+vLa2try8srS0tLi4lMkszsz8Znr6wa+n73/11a+//PIr5I3tBt9t+TqzRcZsQpHxdEbuT0tnBLKcOX5TuTjXrPjXPet+38aFvAFwKUEQksnkT3/60++Hv28AeWO7gZ6W9IKQXhAesh4nPmyzcvZoqhtqZ4UNj7wBcC1BEB49ejQ/P5/NZleon9XVVfJIfpA3tuvnDgW6fX3dvgDnC3C+Pq70S6DbF+j29XOHHD9DAIBaIG8AAKAekDcAAFAPyBsAAKgH5A0AANQD8sYtyO1nlt2BBgDgMsgbV6Dr3zh+MgAAdkDeuAKdN6lI69jQPonj52YCqo3ZBqWvYQdB3rgCnTf5wrbkTrli0sr505xiySVMMc+mW6mmerP/wo28gR0EeWOjy6bnT6PzRigUhXxRyG8L+e3pycDdcpFDzQ/tFONLmLkv/PO93uYmV1Yho88fpa8Bqoe8sZHJ+aHJbQJS3uSEYk7Y3hSKOaGYTp2bngzcGTseDe7X23xn5E0s2OQNxkf8LpyKBnkDYA3kjY2Gzg9fnb5mXP+GJE1XONEVTux9K9wVTmxsFTdyRdXjxcEDentQ1r9p4oKdmonR5Cn3qTV1JuGPlqZWa4/K1QfErch1UN5WqgHTzpreX6yOI/5QZWw0ZyjO+a+YrJo6nHpbqowCXVxAUdjG+LXovS2qN1B1/owkoErs8CN+ukyD7ntu+H4qj2iydALjQ+d1XmaZWhWa4qSMJQDVQd7YiNT3TDwwqu9J8qbjTKzjTKwrnFh7WljbLGgfLww06x1FmTd0qRi5OJjyMqQpMkaXPZZqryl2RRd3ES86ig21NUCZ5dSYKxgUOlNdWFll4nTzxvi1MM+E+Qaq2zfyD1XMRlmom/mes98Z1vtprjQc/UrV56zzWSs+rDjnF6Nd2pu6JilrCUC1kDc2InmTzPLj9xLHTh2fmJlirkb601KR1uX1wvJ6YXmD8ZiKtOp9O0fdvlFVCStfhpm+2kqbM3/XK9VMVbdU/niDcXWuMFZQdAlSvysPZ1QGW6d9Y/Ba2GfCLCNtpj/NROlr43dGsXOTpa+1n1olpa+zfJLRdlG+EPYSgCohb2xE8mZixqh9IwkHXl1cy8ev3CT1bzKreVLzJnVrJrNaWs6sf2NF3kgtoZrzhlG6jdmOodHdRPS1z+a8YZ+JbXlj/M4onprMG+2nVkne8L1eqemjbsSQhhe9K+0SgIohb2w0dH44cX/SePxGMtp3cGFFrhs9vyLXW5tfEQzqe5bJG0U3VIgTxyQUPTOMvizdvJE6kahxC7o/Tb6Ajvi1scFaQe4aUq2juhwb9KeVTlV5SsavhXmqVeYN+QhiwSa6P037njPfGdb7aa4/jd0DqSp9zTwTdYDJh+Z7OdUr1S5x+n8raFzIGxuZvD+NGD558MmynCtz2byUN3PZvF7eKL9/o/NPXXlY2MTIc9n2jb+TtaGJIWg5HhQrUGPsJeISzQVO3pa6X4B6E7z+TrPtG/apst9A6vxV379p4nh+xC/dzkDlh/Y9ZxxO7/2kjmjyfgHdvNGeCTV+I74W6n3jR/ziEajRKdUSgOogb2w0bvr7N8ks/8GJ1x4tyXkzu7Ql5c3s0pZB+6aO3PQvXHYPVWNx0/sJYD/kjVsMvtvydWaLjNmEIuPpjNyfls4IZDlz/KaOnL0+xrlmxb/0nf7WUaO/nwD1hrxxi4GelvSCkF4QHrIeJz5sc8Hs0U5fH6kuqcYPGxe8nwD1hbxxi37uUKDb19ftC3C+AOfr40q/BLp9gW5fP3fI8TMEAKgF8gYAAOoBeQMAAPWAvAEAgHpA3gAAQD0gb9yC3H7m9B1oAAB2Qd64Al3/xvGTAQCwA/LGFei8SUVax4b2SRw/NyV69hSnTgDT4wM0JOSNK9B5ky9sS+6UKyatnD+tLOaMZBVdvpl5ozd5MF0qzSrIG4BGhbyx0WXT86fReSMUikK+KOS3hfz29GTgbrnIKVdP2nB6Y+vyxtvcpDoNxTSdlkHeADQq5I2NTM4PTW4TkPImJxRzwvamUMwJxXTq3PRk4M7Y8Whwv97mLsmb9qC2hopiFmeLIG8AGhXyxkZD54evTl8zrn9DkqYrnOgKJ/a+Fe4KJza2ihu5ourx4uABvT2o698oStlTM9iL0+nr5o2pavaKQ4gT1Jd2q0g+Mn8zPYuz3oT8Ufkk9UuZ0a+oohNmLAEARyBvbETqeyYeGNX3JHnTcSbWcSbWFU6sPS2sbRa0jxcGmvWOoswbbSl7dftG81NJNXvjQ8iV06glUm0Y7f5L5yMeQl14jWfNA02VbzFzwhU34ADALsgbG5G8SWb58XuJY6eOT8xMMVcj/WmpSOvyemF5vbC8wXhMRVr1vp1Trr5nBf1p5qrZGxwizjV7vMG4HDPKKjWa/esVVBYZlEOu4ISZ9zIAQL0hb2xE8mZixqh9IwkHXl1cy8ev3CT1bzKreVLzJnVrJrNaWs6sf2NN3pitZl/uENFOT3MvJ52SFBjs/deQN2ZPWG8JANQb8sZGQ+eHE/cnjcdvJKN9BxdW5LrR8ytyvbX5FcGgvqc1eWOymn35Q5D2BNVFpmnoyPunCzArj+uV403eM0eP35g8YcZLAABnIG9sZPL+NGL45MEny3KuzGXzUt7MZfN6eaP8/g0zDOj7kg3600xWsy+bN3ws2CQXuqfHbxj7j3PNnna/ePeB4kYA8SjyTQFSj1lFJ8xYAgCOQN7YaNz092+SWf6DE689WpLzZnZpS8qb2aUtg/ZNI0ObA+AZgrxxi8F3W77ObJExm1BkPJ2R+9PSGYEsZ47fNDLkDcAzBHnjFgM9LekFIb0gPGQ9TnzYthNnj0beADxDkDdu0c8dCnT7+rp9Ac4X4Hx9XOmXQLcv0O3r5w45foYAALVA3gAAQD0gbwAAoB6QNwAAUA/IGwAAqAfkjVuQ28923B1oAAAlyBtXoOvfOH4yAAB2QN64Ap03qUjr2NA+Sd1PxoqCZooJ0KrYG4qqAexAyBtXoPMmX9iW3ClXTNqGr0waX+s19T35Xq+2gifyBgA0kDc2umx6/jQ6b4RCUcgXhfy2kN+engzcLRM57skb5pkgbwCgBHljI5PzQ5PbBKS8yQnFnLC9KRRzQjGdOjc9Gbgzdjwa3K+zOfIGABoD8sZGQ+eHr05fM65/Q5KmK5zoCif2vhXuCic2toobuaLq8eLgAZ096F3lPepJ/pXLqUplHqqiAa+81mvW180b6ojNvTG5zIG8N00tTvYJe+kiN+wzZOzKcOcA4ArIGxuR+p6JB0b1PUnedJyJdZyJdYUTa08La5sF7eOFgWado2jzJtQuxwOfjHbStZbl5WRbvzj0olhN+oUudaMtscMnszrtG23eqEtw6p+w4hxYZ6jdldHOAcAtkDc2InmTzPLj9xLHTh2fmJlirkb601KR1uX1wvJ6YXmD8ZiKtOp8O6dsDWZxBUZtZj7JaBlQBTSVP2LLo6q8KbVgWBWdDYpG656half6OwcA10De2IjkzcSMUftGEg68uriWj1+5SerfZFbzpOZN6tZMZrW0nFX/xkzeNHE867LO93oVHWuavGHkk8HhjPNG3lwdDAZ5wz5DvV2xdg4AroG8sdHQ+eHE/Unj8RvJaN/BhRW5bvT8ilxvbX5F0K/vaaI/rXQ1D7VTgzRcME5f6GPBJlZ/mrznET89UqIY4BGPVaY/jYsqT1hxz7TyxFiZJx+XtSv1Eqc/egDQQt7YyOT9acTwyYNPluVcmcvmpbyZy+aN80b+oaKFMX4uj72LoyPitl5/J6NFwhqrT2b5Eb+qk620vNTxpXO/gLyVPyTuXGyLqE+MGr9hnKFmV6wlAOA2yBsbjZv+/k0yy39w4rVHS3LezC5tSXkzu7SlnzcAAI0BeeMWg++2fJ3ZImM2och4OiP3p6UzAlnOGr8BAGgMyBu3GOhpSS8I6QXhIetx4sM2zB4NAA0NeeMW/dyhQLevr9sX4HwBztfHlX4JdPsC3b5+7pDjZwgAUAvkDQAA1APyBgAA6gF5AwAA9YC8AQCAekDeuAW5/Qx3oAHAToW8cQW6/o3jJwMAYAfkjSvQeZOKtI4N7ZM4fm7muLVCms6s2PVAT9izs99kAHOQN65A502+sC25U6aYNG96xmVd0mz/tU1z6dZLoXL6aurH/rNF3gAoIW9sdNn0/Gl03giFopAvCvltIb89PRm4WyZy4lyzp92vDJjyeaOYR3nEryp3VoW6XQornAGaWS7BPafn0jcZwBbIGxuZnB+a3CYg5U1OKOaE7U2hmBOK6dS56cnAnbHj0eB+nc3JBS7ONTNrEOhB3rjj9Fz6JgPYAnljo6Hzw1enrxnXvyFJ0xVOdIUTe98Kd4UTG1vFjVxR9Xhx8IDOHuhyMuKVTpE32toE1JLm3pgib0LtniYuWqoOUKoKqqg7QA4n70GqW9OuLIqj3KrsbvW3CtJrqs+ctZXqJXsM8oau5TPil2oZMM9EtYT5PihPT1EgjlkhQvsCVR+u6rhlSkVoCqEylgA4CHljI1LfM/HAqL4nyZuOM7GOM7GucGLtaWFts6B9vDDQrHMU+TIqXz2VNdYU7R6qrgyrfRNqly7QJBLkWjV0QRrx4iXvkK7SJg1aSEcpu1v9rdTFcugz192Kfmns8RuqcI5XUXpO+Y7pHkXvfdArOsf8FJgvkD6u9kzEo/jFf09Ie1PXP2UtAXAU8sZGJG+SWX78XuLYqeMTM1PM1Uh/WirSurxeWF4vLG8wHlORVp1v59DX3zjX7PH4Q/LVk1FbWr5c6uSNdNVj/q5qJdBXeTHqlD/iP8wNd1t+K7EqNn0CzK2iekNZej1dpA0hHkjbFck+N733gZU3up8C8wVqz5w+VTk/NG0X5QthLwFwEvLGRiRvJmaM2jeScODVxbV8/MpNUv8ms5onNW9St2Yyq6XlrPo3ygsf6VXzG+QNIzYszhvG0JGJvCmzlU7eaLeyI28Y51Zj3kiFtKvKG77XKzV91I0Y7f2KrDsYAZyAvLHR0PnhxP1J4/EbyWjfwYUVuW70/Ipcb21+RTCuJ01fRuWizlme0ZPDuvhWmjdSZxQ1/kH3p9F71naXMX8vuxUzKfW2Ujb4DPOGvPZYsIl+x6T9c+KgkeYoeu+Duf40+ViaFyh3rDHPRB1g8qH5Xo561WRIT73E6f8j4BmHvLGRyfvTiOGTB58sy7kyl81LeTOXzZvPG+VFltcZqZZjaUTx/Rtz7Rt/p2aHxkPZZXdbdiv5n/+KQGUNm1M9YE1cUO/7N00crxndkYdSlK+OcRS994E6PZP3C+jmjfZMqPEb8bV4/Z3SUUb84hGo0SnVEgAHIW9sNG76+zfJLP/BidceLcl5M7u0JeXN7NKWft7UGf6ljPcBoErIG7cYfLfl68wWGbMJRcbTGbk/LZ0RyHLW+E2d4TqL9wGgSsgbtxjoaUkvCOkF4SHrceLDNnfMHo3rLN4HgCohb9yinzsU6Pb1dfsCnC/A+fq40i+Bbl+g29fPHXL8DAEAaoG8AQCAekDeAABAPSBvAACgHpA3AABQD8gbtyC3n7ngDjQAAFsgb1yBrn/j+MkAANgBeeMKdN6kIq1jQ/skNhyOnusM89WXg7LQABZB3rgCnTf5wrbkTpli0jx79t8y9T318kYxB6VbqaZBs//CjbwBsAjyxkaXTc+fRueNUCgK+aKQ3xby29OTgbtlIkecOJI9CT+TTt7wvd7mJldW6FLX+EFZaIBGhLyxkcn5ocltAlLe5IRiTtjeFIo5oZhOnZueDNwZOx4N7tfZnFwZ41wzc8Z7JnbexIJN3mB8xO/CaVqQNwA7AfLGRkPnh69OXzOuf0OSpiuc6Aon9r4V7gonNraKG7mi6vHi4AGdPcjFTrzSbPlS3tBT4ivKsWjzRpwPX5FVZOdUNWh5Xn1qqn/dozRx0dKM+u1RuUwAVSNZnqVfUYAnSK9JzeTf3BtjJQFVfoYf8Utdgsydq5ZQL1AuN6A8osmyAkHtq+N1XqZx7QZt4U7GEoBGhLyxEanvmXhgVN+T5E3HmVjHmVhXOLH2tLC2WdA+Xhho1jmKfP2VL7tV5I1uETDVhZVVykz3KOIKJGnk6jLMcmrUtV5eU1tjTTl+QxV6URaTVpY40z2c8gVGOysrm0a/UvU508fVnol4FL8Y7dLe1PU6WUsAGhPyxkYkb5JZfvxe4tip4xMzU8zVSH9aKtK6vF5YXi8sbzAeU5FWnW/naK7F/lAVeUOV+KR/VzYm9Eo1G7RvjGtIK3/Ef/sb1/SsoSw043A1loXWFqmrpCx0lk8y2i7KF8JeAtCQkDc2InkzMWPUvpGEA68uruXjV26S+jeZ1TypeZO6NZNZLS1n1b9RXjFJr5q/0ryhu4noa5/NecMYZLIzbxiHqzFvpMLPVeUN3+uVmj7qRoz2tkPWjYgADQV5Y6Oh88OJ+5PG4zeS0b6DCyty3ej5Fbne2vyKYL6etKbcMl2GWSdv5K4hQuo3U+3coD+NeRTjGtL03vgRP7OTzWzekDZZLNhE96dJdak5cRxIczjFLeDUyZvrT2P3QKrKQjPPRB1g8qH5Xk71SrVLnP7DBqgO8sZGJu9PI4ZPHnyyLOfKXDYv5c1cNm8+bxRJQHXXUIXu1XlDjbGXiEs0O5fHt6n7BXSPYpw3zNFydluBClHV92+aOJ4f8Uuvl8oPeecGg/Pi3eSa0Xj5iCbvF9DNG+2ZUOM34muh3jd+xC8egRqdUi0BaETIGxuNm/7+TTLLf3DitUdLct7MLm1JeTO7tKWfN84pc9d1Q0CLAaB+kDduMfhuy9eZLTJmE4qMpzNyf1o6I5DlrPGbeopzzYp/6bPu/W0syBuA+kHeuMVAT0t6QUgvCA9ZjxMftrli9miqS6rxw4ZH3gDUE/LGLfq5Q4FuX1+3L8D5Apyvjyv9Euj2Bbp9/dwhx88QAKAWyBsAAKgH5A0AANQD8gYAAOoBeQMAAPWAvHELcvuZ83egAQDYA3njCnT9G8dPBgDADsgbV6DzJhVpHRvaJ3HifHbGt1JQ1gzAXZA3rkDnTb6wLblTppg0z542uNaZZmrJG+X8Zk5OeIO8AXAX5I2NLpueP43OG6FQFPJFIb8t5LenJwN3y0SOOOMks1JAlWrNG2oaZgenmETeALgL8sZGJueHJrcJSHmTE4o5YXtTKOaEYjp1bnoycGfseDS4X2dzcn2Pc83MqfKrY1neJKOdyBsAIJA3Nho6P3x1+ppx/RuSNF3hRFc4sfetcFc4sbFV3MgVVY8XBw/o7EGukuKVptk3UwktWpoJrT0q175UlvWU595XlcDRXVmsF0DP9i+noF71gaDq6PRRFFUPWEenqf4rlTeMQ2sLazKWAICFkDc2IvU9Ew+M6nuSvOk4E+s4E+sKJ9aeFtY2C9rHCwPNOkeRr+9yza7yeSOOrJCkkQvG0HVZxA3lamyqQi9yTTbqAk2P3yjLU/rF2FDskD66tkAZXcuHeXSJdr5qqsyM9tDqepqsJQBgKeSNjUjeJLP8+L3EsVPHJ2ammKuR/rRUpHV5vbC8XljeYDymIq06385Rtyc8/lCtlZ71qixHpbpkdDNCryQzY/BG04BgVSrTq1rNPrpmNZmiP411aFUiapcAgJWQNzYieTMxY9S+kYQDry6u5eNXbpL6N5nVPKl5k7o1k1ktLWfVv1Fe7kmvmt+2vGEMC+nmjaKlwvd6pYRgn4mJvDEYlDLIG/ah5bNVt8O09/sBgBWQNzYaOj+cuD9pPH4jGe07uLAi142eX5Hrrc2vCObrSVOllxVVjeXeNnN5IzVNlBvS957JnW86ecPHgk3atNA5E6l6tEF/mubo7F64EEeP3zAPzfdyUeUJa5c4/fcDsMMgb2xk8v40YvjkwSfLcq7MZfNS3sxl8+bzRnmNlvuRvP7Oyto3/k5lBxSfzDIH3o3yhooueVxH50ykvKGPorxfQHt0KlCp/yrtnB6OUh2aH/GL+xKTVbsEACyEvLHRuOnv3ySz/AcnXnu0JOfN7NKWlDezS1v6ebPT1XpvNwC4BfLGLQbfbfk6s0XGbEKR8XRG7k9LZwSynDV+s/PEuWapRaW96wwAGhXyxi0GelrSC0J6QXjIepz4sO0Zmj2a6jdD2ADsGMgbt+jnDgW6fX3dvgDnC3C+Pq70S6DbF+j29XOHHD9DAIBaIG8qUPzWtwCq4PifLoAbIG8q4PhlCxqU43+6AG6AvKmA45ctaFCO/+kCuAHypgK4fEBF8AcDQEPeVMDWywe5/exZuQPt2YC8AaAhbypg3+WDrn/j+MsEqyBvAGjImwrUJ29SkdaxoX0SJ16p/ROIKeY9q6IKQGPUUkPeANCQNxWoT97kC9uSO2WKSfPs+YydrO9JT4nGJ7N8ku/1ak8GeQPw7EHeVKDSy8dl0/On0XkjFIpCvijkt4X89vRk4G6ZyBHn1mTO4V8lm/KGuVvkDcCzAnlTgUovHybnhya3CUh5kxOKOWF7UyjmhGI6dW56MnBn7Hg0uF9nc3IRV1ZuRt64A/IGgIa8qUAVeXN1+ppx/RuSNF3hRFc4sfetcFc4sbFV3MgVVY8XBw/o7OH/b+/8ftpIFnzvf2MfVtp7zpyzkVZmRjPxZFHA4j8I+B+wNA8RDyO7E6IkEi2BEJYm7IEcb3R95krByksesBRxlntI0igoK82DnatWNA8ZZS4JikMuYXCw+RVwt+2zex+q3VXdXf0D22038EUftZyOq7psrPpQVe360viWsL5Lv5d8zwVtjzI2uLNpLFInybtkowfkZgimzZMjYzlb39CCochYztAYrYWWCE4W03UZ33AiEjhVOVYelA8MAGcb+OYEtOCbfFmW3jrlexLfjEzmRiZziYy0/7m2f1SzHh9MRWyuQgcNNEzM3TchQ0gziXuhTyBrQs2CCzGbeDRyXeOTPY5vrL4xJ2+yWHeJZrJt4s2RnN5Oa1VOlQfoAwPA2Qa+OQGt+SZflpdfS1dvj66sP+c+jcynFbJDlYNa5aBWOeQcC9khm2/nsJNUzXAzL+Ob1vKkjT/h1KLlya36RhvB8IKcHbKiy3KeM3axVmVfeZA+MACcbeCbE9Cab1bWncY3Ohnx0qd9dfHJC5J/U9pTSeZN4eV6aU87z8u/MXb3ZFYt7ptvOMtCzvmebCln39DiHm63Y0dFzaGPeRBjrYpXeZA+MACcbeCbE9CCb6Q3q87rNzr3xvu3d2lu9NYuzVvb2lW850lrf+xT32jdK51t8+YbPVPZWJBeay5OJ98sDeAGprnMpwmmgGrDPdP6JdICu37DqIhel1eV+UwgPzAAnG3gmxPg0/1phNlb/R8r1CubZVX3zWZZ9e4bzRaGXjgUCoXC8djJxjfxmHGSSs6XuYvznB58Lm6ac9POUxfyxje0FF1ParaNXtdUigxZTC/QUhXvTAA/MACcbeCbE3DS7mPZ8/dv8mX5zs3LH3aobzZ2qrpvNnaq9r4BwQW+AYAFvjkBvnYf0zcG3pcsUgLZAAAgAElEQVSqZM0mnV0uluh8WrGkkPO89RsQXOAbAFjgmxPga/cxdW2guK0Ut5V3vOPK/SvYPfrUAd8AwALfnABfu48JYVBMRseTUVGIikJ0XNAeiMmomIxOCIM9f/ngpMA3ALDANycA3Qc4EfjAAMAC35wAdB/gROADAwALfHMCvOfVA8DS848uAEEAvjkBPe+2wCml5x9dAIIAfHMCet5tgVNKzz+6AAQB+CYQsPk3PW8MAAD4AXwTCFjfFLJDSzNf6bRXs812YexWMT5xPhKjAQDegW8CAesbtdbQeeUSJt2E2dbMuiNyp33jkDjAvQR8AwCQ8/CNrzz2vH8a6xulVlfUuqI2FLWxtir+4qqchZjBMWzQZ8e2Q2brQWI0AKAV4Bsf8bg/NNmoRvfNsVI/VhpHSv1YqRcLd9dWxVdLowupb2yKGzICNGgiJ3wDAAgK8I2PzMzPPl175px/Q0yTyEiJjHThu0wiIx1W64fHddPx4fRFfg38DDRTchpJt2RCBAzRZPR/mewA9uSY/jgUGcvZ+iZteBovccASxGlqM9sMxjecEAROVY6VAwB6D3zjIyTfU3rrlO9JfDMymRuZzCUy0v7n2v5RzXp8MBXhX8Ulc5PEwzT7X33cw8/61EuxIWmm/5K9jm94iWphWxNYr8gk3MSbL5DTfqYN0AwAwQa+8RHim3xZXn4tXb09urL+nPs0Mp9WyA5VDmqVg1rlkHMsZIf4+0Pb+sYxGVrvnRf0UDVmbMGpsxO+0UYwvPsUHBKjy3KeM3axVmVfOQAgGMA3PkJ8s7LuNL7RyYiXPu2ri09ekPyb0p5KMm8KL9dLe9p5Xv7NidZveL6x6srFN5ZFGvp8Z9/Q4mYxOPhGHgvrQx/zIMZaFa9yAEAwgG98ZGZ+Vnqz6rx+o3NvvH97l+ZGb+3SvLWtXcUh3zOX6nO+P01PUM6l+njzaVQec3HrybSQWjQ5htbTfHJzKsxlPk0wGctwz7Tpis1SjIrY9lurMp/p9W8fAGACvvERj/enEWZv9X+sUK9sllXdN5tl1SVP2vn7N/GYcTLKOFDgrcYzJ42r8c2ufy5unIJrtoQ+jTe+oaWIAtmvAZmvyKzfRJoXisfCdlXxzgAAAgV84yPLnr9/ky/Ld25e/rBDfbOxU9V9s7FTdfHNScHqOgCg68A3QWH6xsD7UpWs2aSzy8USnU8rlhRynrd+0wq5VB/vLgMAAPAR+CYoTF0bKG4rxW3lHe+4cv8K//60k6LdkIbBDQCg28A3QWFCGBST0fFkVBSiohAdF7QHYjIqJqMTwmDPWwgAAO0A3wAAAOgG8A0AAIBuAN8AAADoBvANAACAbgDfBAVy+1kH7kADAIBAAt8EAjb/pueNAQAAP4BvAgHrm0J2aGnmK51uN4a/4bSftBVu7b1yxL4B0GPgm0DA+katNXReuYZJM9uLsfubtU5nfGNJeHOgRd84xCJwK4dvAOgx8I2PPPa8fxrrG6VWV9S6ojYUtbG2Kv7iohzDdshz8bZ3q+yAb9jNnheFSGeTrdmrINYagNMEfOMjHveHJrcJ6L45VurHSuNIqR8r9WLh7tqq+GppdCH1jU1xY9+6EOu9b7jjDPgGgHMPfOMjM/OzT9eeOeffENMkMlIiI134LpPISIfV+uFx3XR8OH3RpgZzEhpNB+AEDaSHQ31CKmbJEaDTX8ZJOfY8G3jTJyxolQ8v0JDQZoXWCDimnshYTmtzepiTXODcvD4hpevQzjfGa/FiESxpofymhtkYHv77yanKsXIAzjXwjY+QfE/prVO+J/HNyGRuZDKXyEj7n2v7RzXr8cFUxOYq7PqNMfkm3tQGjftMD4es2TOmyLUQ06Eznb6pEvIcYhpaYbOH5ewKavYiL4zHtXmLQiTk5hvZNfbNPovB+JLZUtz301oVgh4AsAe+8RHim3xZXn4tXb09urL+nPs0Mp9WyA5VDmqVg1rlkHMsZIdsvp1D+1br4o3lb222j14UIn2CbJlA0/9pnljTL8RWYveYubrWJPtEatP4xmPzWvaNNoLh3aHgEGtt+36aqrKvHIBzD3zjI8Q3K+tO4xudjHjp0766+OQFyb8p7akk86bwcr20p53n5d+wfTczFJDHwvqf6q116Bzf6AMOT74xNqnjvrEs0nD/izefprfBLAYH3/DfT7uqeJUDcO6Bb3xkZn5WerPqvH6jc2+8f3uX5kZv7dK8ta1dxT7f09Dt0iA1puvMpfqcxjdOE1bG+TTOwIL3WB4L02GW/oRWfWPbPPZ1mVrrMp8mmJrBn7tLC+z6Dff95FVlPtPrDyEAwQG+8RGP96cRZm/1f6xQr2yWVd03m2XVo2+0HjmeZtd1wvGYY4dOF/yNC/Ky0/0CjuMbZt7JsrRO7xdottnFN+xCval58lycto9dd6HX4o1vaCnzWhF7LVMp7vtpqYp3BgBAgG98ZNnz92/yZfnOzcsfdqhvNnaqum82dqr2vjlndH/7AwBAh4BvgsL0jYH3pSpZs0lnl4slOp9WLCnkPG/95syjf2NU5t0/BgA4NcA3QWHq2kBxWyluK+94x5X7V87v7tHMF18gGwBOL/BNUJgQBsVkdDwZFYWoKETHBe2BmIyKyeiEMNjzFgIAQDvANwAAALoBfAMAAKAbwDcAAAC6AXwDAACgG8A3QYHcfnZO70ADAJwD4JtAwObf9LwxAADgB/BNIGB9U8gOLc18pePXRV1SnNl9Klvdd7Kdst2k8+1EShsAHOCbQMD6Rq01dF65hEkT6C5nJ9ggMri+YRN9Qt1ILYNvAOgK8I2PPPa8fxrrG6VWV9S6ojYUtbG2Kv7iohzT9smd6uZa7jHb3xe5Ozsr+3oV+AYADvCNj3jcH5rcJqD75lipHyuNI6V+rNSLhbtrq+KrpdGF1Df84jRkrLPANz159wA4y8A3PjIzP/t07Zlz/g0xTSIjJTLShe8yiYx0WK0fHtdNx4fTF21qMKRBm84b9xwjPWwzDZoNDWM2KGOi2wyRyWzEgHEnf7Ygk19guoRDtEEqxmun4eWwUTdMjKn1NTq+6g630+HdZnzDeW+tOaGcMwCcPeAbHyH5ntJbp3xP4puRydzIZC6RkfY/1/aPatbjg6mI7YW09Bq2nzIFydCEzZChH2wmu8SbI6SFmDn3xZxlaYzR5BS0yzozRrexeczmEBrj+g2TKxNOLRpj30xdv4dX3cl2ste1tsT+vbW+pdYzAJxF4BsfIb7Jl+Xl19LV26Mr68+5TyPzaYXsUOWgVjmoVQ45x0J2yPnbOdofyKRPpPlp7B/ddilnTHHqLRvfWHpGS0FeP86JptbHGdaANbuZLjKGYDLiTBOJXl610UPttZO5rl0Kte17GzKmTVvPAHAGgW98hPhmZd1pfKOTES992lcXn7wg+TelPZVk3hRerpf2tPNu+TfNuTV+KJmNb+SxsP7nOS992TjXxPSJ/IIe+3E9v7mjvnF91Sf2jUM7Ha7LvnvWt4i2xOgY6xkAzhTwjY/MzM9Kb1ad12907o33b+/S3OitXZq3trWr2OZ7ymNhmlusd4uGRZ25uMUEZX4nyyyTWH1j0QC/oLd5Kjon5tU3ZD4tl+pj59P01SZBWzXhv2p9Uq6T7aQTa9yW2L+38phA7ycMDS/wzvT6owuAH8A3PuLx/jTC7K3+jxXqlc2yqvtms6w65EmzK/lGnZhO2s2n0fWScDxmN76ZixvnquJpm4LN9nhfh+f5hvnpE2R5Lh6ii0YR690KDovzi0IkNByPWS7ddjvZhRxzS5j1G95bRN9MZnXKdAaAswd84yPLnr9/ky/Ld25e/rBDfbOxU9V9s7FTdfANcAQjBgCCAnwTFKZvDLwvVcmaTTq7XCzR+bRiSSHn3dZvgBX4BoCgAN8EhalrA8VtpbitvOMdV+5fwe7RLQHfABAU4JugMCEMisnoeDIqClFRiI4L2gMxGRWT0QlhsOctBACAdoBvAAAAdAP4BgAAQDeAbwAAAHQD+AYAAEA3gG+CArn9DHegAQDOKvBNIGDzb3reGAAA8AP4JhCwvilkh5ZmvtLx66LBzZM+aeWthZshEg2AbgPfBALWN2qtofPKJUyaYAoT80ZwfWPchbpsk2EK3wBw2oBvfOSx5/3TWN8otbqi1hW1oaiNtVXxFxflsJsTLwqRTvWhPcyTdvANt3L4BoDTAXzjIx73hya3Cei+OVbqx0rjSKkfK/Vi4e7aqvhqaXQh9Q2/OPdv/w4A3wAAOgx84yMz87NP1545598Q0yQyUiIjXfguk8hIh9X64XHddHw4fdGmBkPoi+m8thO+FuhCOuv0sHUTfs42/uY8Ajb1gG6bby7IbObvfZ//VMzYTjvf2FVOzWFJ0nR4QxjfcF4+pyrHygEA7sA3PkLyPaW3TvmexDcjk7mRyVwiI+1/ru0f1azHB1MR2wtpOcpsJ2jKa6GJlsaomGZGS7w5QlqIueRJl9kMMW5BbzlmbLIyVZc1TLNZj3V84xJFasLYALYU91VYq3KqHADgCfjGR4hv8mV5+bV09fboyvpz7tPIfFohO1Q5qFUOapVDzrGQHXL+do721zfpuxf0eDH2L3q7vDWmOPWWTSdu6XYtBT3mNOvjIWveWqu+MQVOszhEPtu+fFNV9pUDALwB3/gI8c3KutP4RicjXvq0ry4+eUHyb0p7Ksm8KbxcL+1p593yb5pza5zuVbb1jTwW1v/2dxk0GE3AL+jRN1a12OdJsyMqJ9/Ql2kWg4Nv+K/Cripe5QAAb8A3PjIzPyu9WXVev9G5N96/vUtzo7d2ad7a1q5im+8pj4VpArHefRsWdebiFhOU+TLIpfrsxzcOGmALeptP0wpyfcPWZirrMp8mmJKzDXN0dGlKYNdvuK+CV5X5TK8/XQCcOuAbH/F4fxph9lb/xwr1ymZZ1X2zWVYd8qTZlXyjTkwn7ebTyN/soVAoFI7H7MY3c3HjDF08bVOw2R7v9wtYfJM3Xo5dd+FVTsc3tJR5TYh9Q0yl+K/CXBXvDADgRMA3PrLs+fs3+bJ85+blDzvUNxs7Vd03GztVB98AAMCpAL4JCtM3Bt6XqmTNJp1dLpbofFqxpJDzbus3AAAQXOCboDB1baC4rRS3lXe848r9K9g9GgBwqoFvgsKEMCgmo+PJqChERSE6LmgPxGRUTEYnhMGetxAAANoBvgEAANAN4BsAAADdAL4BAADQDeAbAAAA3QC+CQrk9jPcgQYAOKvAN4GAzb/peWMAAMAP4JtAwPqmkB1amvlKp8PXaicfOsggXhqAwAPfBALWN2qtofPKJUyaQLcmc99HskXf0E3GjBugdQGHeALu64JvAAgo8I2PPPa8fxrrG6VWV9S6ojYUtbG2Kv7iohx25+NFIWKzl3O79HBTZMRLA3BGgG98xOP+0OQ2Ad03x0r9WGkcKfVjpV4s3F1bFV8tjS6kvuEX5/6xD9+0chX4BgB/gW98ZGZ+9unaM+f8G2KaREZKZKQL32USGemwWj88rpuOD6cv2tRgiLrRz2g/kbGc1imnhznb+PcJqZhlz3+9eJ+Q4gWdMVhiMQ1XZ0LMuMkI3GlAS3Fb3xhfJi+egNc8uwsxvuE0mFOVY+UAAA7wjY+QfE/prVO+J/HNyGRuZDKXyEj7n2v7RzXr8cFUxPZCWnq0OZiS7dxDhs6UiUw258SYZudCrG/oDy1l6mqNuWqkYLw5/FqIhQyRM82y9LwpDseaOd18CV7iPjnNc2gnE4djbbC1KqfKAQB84BsfIb7Jl+Xl19LV26Mr68+5TyPzaYXsUOWgVjmoVQ45x0J2yPnbOdqf21oUmNk3vJg1XtaZKXeZG+RMIUMERgb8HGvrUMBUW/OfmjjpT3Pk0ZJvrM3jvC72tVB/WBpsrcq+cgCADfCNjxDfrKw7jW90MuKlT/vq4pMXJP+mtKeSzJvCy/XSnnbeLf9GH510xze0fq3ntfbj8ljYMLHm5hsva1HcVvHm08zN49TAvnX6UMbaYLuqeJUDAGyAb3xkZn5WerPqvH6jc2+8f3uX5kZv7dK8ta1dxTbfUx4L03hjXSGt+sZxPs3sG3lMMF+CLZ4WUotsz55L9Rnm05rNZs4b1qLm4uxKiWF9qDkV5jKfZm4ef9owLbDrN9wG86qyvHYAgAvwjY94vD+NMHur/2OFemWzrOq+2SyrDnnSzOSPZX2b3i/QfL6Lb9jVcvP9AsyP9uS5uHFFx1CcXaoJhUKhcDxmGN/E9dkzZgzBW6s3XMi47kJfJm98Y24e+90jczuZ9RtOgzmvlPPaAQCOwDc+suz5+zf5snzn5uUPO9Q3GztV3TcbO1UH3/iIzXpM22BMAMB5BL4JCtM3Bt6XqmTNJp1dLpbofFqxpJDzbus37aN/Y1Tm3cTVwavANwCcO+CboDB1baC4rRS3lXe848r9K13aPZqZ0fJHNjJ8A8D5BL4JChPCoJiMjiejohAVhei4oD0Qk1ExGZ0QBnveQgAAaAf4pl3q//qv4GzT888YAGcD+KZdet4bAr/p+WcMgLMBfNMuPe8Ngd/0/DMGwNkAvmkX9EpnFfxmAegs8E27dKpXIrefdeMONOAN+AaAzgLftEtHeiU2/6bnrwgQ4BsAOgt80y4d900hO7Q085VOhxvcYp70SSs/C6Fn8A0AnQW+aZeO+0atNXReuYRJE7jBZTa06BuHUABu5fANAMAMfNMuDr3SY8/7p7G+UWp1Ra0rakNRG2ur4i8uyjHt6Mzd8L99zmOoM3wDQGeBb9rFoVfyuD80uU1A982xUj9WGkdK/VipFwt311bFV0ujC6lv+MW54wz4xuffLACgBeCbdnH2zdO1Z875N8Q0iYyUyEgXvsskMtJhtX54XDcdH05ftKnBkBmjn9F+aB5Bepizb3+fkIpZtkrTi7N5BHa+MV6LFwpgycrkNzXMhtCU+cEE1qocK/fxNwsAaAH4pl2cfZMvy9Jbp3xP4puRydzIZC6RkfY/1/aPatbjg6mIbRu0GGZzEqUhNs3QjzMZyeZgGLu8tVZDnc0RmSzW/aeZEJp4c9C2EAvZVeVUub+/WQBAC8A37eLqm3xZXn4tXb09urL+nFsDmU8rZIcqB7XKQa1yyDkWskPO387R/tLXsr86nifdqm+0EQzvDgWHUGf2FRki0UxV2Vfu828WANAC8E27uPpmZd1pfKOTES992lcXn7wg+TelPZVk3hRerpf2tPNu+Tf66KTjvrEs0nD/izefprfBLAYH38hjYX3oYx7EWKviVe7zbxYA0ALwTbs4+0Z6s+q8fqNzb7x/e5fmRm/t0ry1rV3FNt9THgvTPGNdIa36xnY+jYw2uFFsLvNpgqkZ/Lm7tMCu3zAqotflVWU+063fLACgBeCbdmn//jTC7K3+jxXqlc2yqvtms6w65Ekz806WpXV6v0Dz+S6+YRfq2fsF5HxZnovr1zGsu9Br8cY3tJR5rYi9lqkUGbKEQqFQOB4L21XFO9Od3ywAoAXgm3Zx6JWWPX//Jl+W79y8/GGH+mZjp6r7ZmOn6uAbH+FMeZ0j4BsAOgt80y6d6pWmbwy8L1XJmk06u1ws0fm0Ykkh593Wb9pH/8aozLt/7HwB3wDQWeCbdulUrzR1baC4rRS3lXe848r9K13aPZr54st5lk0evgGg08A37dKpXmlCGBST0fFkVBSiohAdF7QHYjIqJqMTwmDPX+l5A74BoLPAN+2CXumsgt8sAJ0FvmkX9EpnFfxmAegs8E27oFc6q+A3C0BngW/aRe+VwFml558xAM4G8E279Lw3BH7T888YAGcD+KZdet4bAr/p+WcMgLMBfBMI2Ly1QnZoaeYrnZ63rV3OVsg0AKBl4JtAwPpGrTV0XrmESRNoalnH96x0u65dSIHxJHwDAIBvfOWx5/3TWN8otbqi1hW1oaiNtVXxFxflmHZ09t41t7+n8nkMmQYAtAx84yMe94cmG9XovjlW6sdK40ipHyv1YuHu2qr4aml0IfUNvzh3SOEJ+AYA0FXgGx+ZmZ99uvbMOf+GmCaRkRIZ6cJ3mURGOqzWD4/rpuPD6Ys2NbDjG8KiEGG2Pmvu8WyMy6RTcEyCp2nbtPRwqE9Y0LZTG17Qg6uNT+D4xlg5L6TAkt1pfkXMhRjfMHu7mZMXmKocKwcA9Az4xkdIvqf01infk/hmZDI3MplLZKT9z7X9o5r1+GAqYnshTQNM38rkCMzF9ZQzU+fLDkFMWTjkfHpYtxG5BA2wsSboyNp/eQn95DRGx7opNROKE2+O5BZiIbuqnCoHAPQS+MZHiG/yZXn5tXT19ujK+nPu08h8WiE7VDmoVQ5qlUPOsZAdct4fWvujXosd002gd9Zk0GCOYdaU0By4GOPUWJ1wH7fqG05jmjiETLMv0xDRZqrKvnIAQE+Bb3yE+GZl3Wl8o5MRL33aVxefvCD5N6U9lWTeFF6ul/a08275N3RuLZfqC6cWc6k+Y/Alyc20ZE7zc9VcfWNZpKH1OPvG2hhrDWwz9KFMc+hjHsRYq+JVDgDoKfCNj8zMz0pvVp3Xb3Tujfdv79Lc6K1dmre2tavY5nvKY2FqFMYK8lg4EhtmUqIFeg8bMYFpPo2aYy5unS7jP86l+ph5PHYqzGU+zdwYwz3TtFUCu37DqIhel1eV5ZUCAAIBfOMjHu9PI8ze6v9YoV7ZLKu6bzbLqkOeNDPFZOhe5+IhdqwwF28+qeknrSB5Dmcp3t03hmqN6y60ct74xtwY6hu2JaZSZMgSCoVC4XgsbFcV7wwAIAjANz6y7Pn7N/myfOfm5Q871DcbO1XdNxs7VQff2DEXP+8BnQCAQAHfBIXpGwPvS1WyZpPOLhdLdD6tWFLIebf1GwbcpgUACBjwTVCYujZQ3FaK28o73nHl/hXn+9NYyIQSli4AAIECvgkKE8KgmIyOJ6OiEBWF6LigPRCTUTEZnRAGe95CAABoB/gGAABAN4BvAAAAdAP4BgAAQDeAbwAAAHQD+CYokNvPPN6BBgAApw74JhCw+Tc9bwwAAPgBfBMIWN8UskNLM1/pdPpalk2d24HuaXaSVDT+9qBdgd04p2PvJ75XC4An4JtAwPpGrTV0XrmEScuOoQDent8O7fqGbonWpXg0+AaA3gHf+Mhjz/unsb5RanVFrStqQ1Eba6viLy7KOfW+8X8fBF+vAt8A4BX4xkc87g9NbhPQfXOs1I+VxpFSP1bqxcLdtVXx1dLoQuobm+LwjSvwDQCBAL7xkZn52adrz5zzb4hpEhkpkZEufJdJZKTDav3wuG46Ppy+aFODg2/Sw6E+IRUzhgUYTtId++3yCMzF5WaAZvOH4xv6BLdSHBOwmTpzcTax1FSn9QypjZ6nqdj6RQ3bmLJNYk9yX7VsfSFhNp6H/x5aA0k5ZwA4J8A3PkLyPaW3TvmexDcjk7mRyVwiI+1/ru0f1azHB1MRm6s4+8YaMMM9uSjEm0OihZghqplXnElms/qGbY+uE7tSxvUbJsAmnFo0Dp5MXT/3KqS2ZidOX4hd+BtTp8urZq9rbUnzKtb30LpLN/btBucY+MZHiG/yZXn5tXT19ujK+nPu08h8WiE7VDmoVQ5qlUPOsZAdsvl2jtv4hnbKujCsJ+U85+9u3jNNt5ZZ59MWYiHjj9EcplJ2M11kDNG8uvV+Nu5VzLXxkkz17t5cJ6tG/vvDb4lxPo33HoaMsdbWMwCcF+AbHyG+WVl3Gt/oZMRLn/bVxScvSP5NaU8lmTeFl+ulPe08L//G0mUbHODNN/JYWP+z3TACaMk31tUjP3zDWaNq0zcuPra5Lg3J5r2HtCVGx1jPAHD2gW98ZGZ+Vnqz6rx+o3NvvH97l+ZGb+3SvLWtXcUtT9qwJmFYqvHiG6YbZWqzK6736YtChDufxk6dWU+ypfi+IfNpuVQfO5+mryoJ2qqJ9SqLQsSUln2S+TQHSfOnE/WWmAVGLy2PCcyrHl7gnen1pxSArgHf+IjH+9MIs7f6P1aoVzbLqu6bzbLqnCdNAtYsS9ze59PoOko4HnMa35TZuaw+IcW7P423bG5TyvT9mz5Btqzu0KUU4xo75yqLQiQ0HNcvZJnm8n6/gK1vrC1h1m847yHzq2FWp0xnADgnwDc+suz5+zf5snzn5uUPO9Q3GztV3TcbO1Vn34B8WcaIAYCAA98EhekbA+9LVbJmk84uF0t0Pq1YUsh53voN0IFvAAg08E1QmLo2UNxWitvKO95x5f4V7B7tBnwDQKCBb4LChDAoJqPjyagoREUhOi5oD8RkVExGJ4TBnrcQAADaAb4BAADQDeAbAAAA3QC+AQAA0A3gGwAAAN0AvgkK5PYz3IEGADirwDeBgM2/6XljAADAD+CbQMD6ppAdWpr5SqejF2I3l+RtFsnfB7OjlwYAnFfgm0DA+katNXReuYRJs4lkGsw2l1bgGwBAz4BvfOSx5/3TWN8otbqi1hW1oaiNtVXxF2fl0KAwgvN37N06fRfftPMFfvgGgPMOfOMjHveHJrcJ6L45VurHSuNIqR8r9WLh7tqq+GppdCH1jU1xw878bvGR8A0AoGfANz4yMz/7dO2Zc/4NMU0iIyUy0oXvMomMdFitHx7XTceH0xftamCn1HKpPjq9xtmxn51P427LH6K+MRdnnsbmVZtDEHRM/+sSWGBJxuScAQCcauAbHyH5ntJbp3xP4puRydzIZC6RkfY/1/aPatbjg6mI7YWoPNjxx6IQb5qDzrlZfWMKLmOyZzjF2fpNOTGmcY8xzYy9NLdm67DMZaAGADh9wDc+QnyTL8vLr6Wrt0dX1p9zn0bm0wrZocpBrXJQqxxyjoXskP23c2h2pKmPtgwRLL6xTXrmFme8QvPTeEMch9xl24aFjPnK1jMAgNMNfOMjxDcr607jG52MeOnTvrr45AXJvyntqSTzpvByvbSnnbfLvyHTaNbJNM0BhtGMN2W6LcIAAAnqSURBVN/wixt947DS4+Abfs0EEpHJOsZ6BgBwWoFvfGRmflZ6s+q8fqNzb7x/e5fmRm/t0ry1rV3FJd9THguH+sIRpl9mevxcqs/bfNqiEGnOp/GLm+bT2Ik4023W7P+mBXb9hluzPCawmdALvDO9/m0CANoEvvERj/enEWZv9X+sUK9sllXdN5tl1S1PmlEFe4bMdMVjtuObMjsz1iekYnT9hlO8OQ/GjIEMy/7s13ro/xovbVPzXLxZV3OIZj0DADjVwDc+suz5+zf5snzn5uUPO9Q3GztV3TcbO1U33wAAQNCBb4LC9I2B96UqWbNJZ5eLJTqfViwp5Lzd+g0AAAQf+CYoTF0bKG4rxW3lHe+4cv8Kdo8GAJxq4JugMCEMisnoeDIqClFRiI4L2gMxGRWT0QlhsOctBACAdoBvAAAAdAP4BgAAQDeAbwAAAHQD+AYAAEA3gG+CArn9DHegAQDOKvBNIGDzb3reGAAA8AP4JhCwvilkh5ZmvtLpWatOmi1t2DythSgBBLIBcMaBbwIB6xu11tB55RwmbQxby5P9zUyBAidyBgv1DRt1I+fLcl4eC1urhW8AAI7ANz7y2PP+aaxvlFpdUeuK2lDUxtqq+IuzcgyjEPPu/XNxbvKmNzz5hrt5M3wDAOAA3/iIx/2hyW0Cum+Olfqx0jhS6sdKvVi4u7YqvloaXUh9wy/ObslcTg+HYsNxNl+gjeQY+AYA0FHgGx+ZmZ99uvbMOf+GmCaRkRIZ6cJ3mURGOqzWD4/rpuPD6Ys2NRgz0NjUNUOaGYnLZAMC9LLpYT1iwPC0kJtvmCdHxnLWVDdOjicLLR5mA3LKvKQDXlWOlQMAAgd84yMk31N665TvSXwzMpkbmcwlMtL+59r+Uc16fDAVsbuKLpi5eDNVWs9M05Z20sNs3vNCLGSIojE4iYlQc/WNbLCdQ4ooB2OT2FLlRSHenCHUm2qtyqlyAEAQgW98hPgmX5aXX0tXb4+urD/nPo3MpxWyQ5WDWuWgVjnkHAvZIdtv52i9vz57pj2gizfmO810SRhnw+yypVv2jTaC4c3pOQROl+U8Z+xircq+cgBAIIFvfIT4ZmXdaXyjkxEvfdpXF5+8IPk3pT2VZN4UXq6X9rTzNvk36eFQbI65Z2wuHhpeYBZvOL7RzeTFN5ZFGu5/8ebTmpeziMHBN/JYWB/6mAcx1qp4lQMAAgl84yMz87PSm1Xn9Rude+P927s0N3prl+atbe0qzvmec/HQcDxmmDGLx4Zph26ZT+OLhJ1PMwRU51J9pmm3Zm0u82kCU5s210fvmdavlRbY9RtGRfS6vKrMZ3r96wYAOAPf+IjH+9MIs7f6P1aoVzbLqu6bzbLqkie9EGOX1rW5JuZ7OY73C5jrCZF5qpRhCDIXp+XZdRdt4svmfgFait7C0ByL0JsCTKXIkCUUCoXC8VjYrireGQBAkIFvfGTZ8/dv8mX5zs3LH3aobzZ2qrpvNnaqLr4BAIDAA98EhekbA+9LVbJmk84uF0t0Pq1YUsh5m/UbAAA4BcA3QWHq2kBxWyluK+94x5X7V7B7NADgVAPfBIUJYVBMRseTUVGIikJ0XNAeiMmomIxOCIM9byEAALQDfAMAAKAbwDcAAAC6AXwDAACgG8A3AAAAugF8AwAAoBvANwAAALoBfAMAAKAbwDdB4ad/+1an540BAICOA9/4yGPP+6c9+v6L/2Z+Hn3/Rc8bDwAAnQW+8RGP+0P/lPpW+e1H5bcf9379828//1D8z9u//lX4KfUtS89fCwAAtAl84yMz87NP15655t88S32t7BUceJb62vFCNGugmRSQHiaBAuxJNrvMkB3QJyxo0QDDCzSSwBj2DAAA7QLf+AjJ95TeuuR7Ppv4Wvntrw5k4/9kfxU27FnPs2Hyb/TIGVvfNHPViGloKTZYEwAA2gW+8RHim3xZXn4tXb09urL+nPu0v018rRQf6Dy6/qUD5uI0IY0d4pgk5Owb/Zl2jwEAoAPANz5CfLOy7jK+eXT9X5Rf/0x4dP1Lpfgjl99+/oHvGyaFswl8AwAIHPCNj8zMz0pvVl3Xbx5+/4Xy6w/Krz88uv4leWCFL5uyTCbE9EzoubjVIqxvtJO5VF8IvgEAdBf4xkc83p+Wjf+j8vPtR9e/VH6e5GIvGzlfJiLRfpri4flG00woFAqF4zGMbwAAXQa+8ZFlb9+/uRv7h0fXv1R+vs3FRTYAAHBKgG8CQfbqPzvQ8+YBAED7wDcAAAC6AXwDAACgG8A3AAAAugF8AwAAoBvANwAAALoBfAMAAKAbwDcAAAC6AXwDAACgG8A3AAAAugF802F++rdvdU5ScFGIhEKcLcuYfBrtOfpPbK4sz8VD5h8SYKM/n/7TjL6d2vCCTQPo5tPGS3N2pAYAABfgG3cee9sGLV+WH33/xX8zP4++/8LzVRaFSCgc6TOlampKYDp9fStoI+lhazyaPBaO9DnHps3F9RzPRSESGo4b0w2MvrG5NAAAeAK+ccfjNs8/pb5VfvtR+e3HvV///NvPPxT/8/avfxV+Sn3LYl98UYiEhlOmVM1FIdInpLx0+hzf5FJ94dTiXNzJE2bfLCwKESZJGr4BAHQO+MadmfnZp2vPXGNsnqW+VvYKDjxLfW1fXOvQGQE0u3tPnb7VN80YAn4gm4bFN1q6gXYV+AYA0DngG3dITKf01iWm89nE18pvf3UgG/8n+6s0O/SFWDMJjTnDXUQxLMxYfENLOSXZcHzDprHZXNo06QcAAF6Ab9whvsmX5eXX0tXboyvrz7lP+9vE10rxgc6j6186YCmud/fNGS29r29pfMOOk5jH6WFNGZqBuL6hNxpgfAMA6BzwjTvENyvrLuObR9f/Rfn1z4RH179Uij9ysclPYzr0hVgoMiboJmjFN7pXDDezWQva+KY5qxaHbwAAHQO+cWdmflZ6s+q6fvPw+y+UX39Qfv3h0fUvyQMr9mGdbIdObNE0RAu+oZNytEJuQVvfnODWOAAA8AR8447H+9Oy8X9Ufr796PqXys+TXByToQ0dei7VR5dn7NZvDKsyBt/Mxc1fu7GeyfO+f2M0yqIQgW8AAB0DvnFn2dv3b+7G/uHR9S+Vn29zcZQNAACcfeCbTpK9+s8O9Lx5AADQQ+AbAAAA3QC+AQAA0A3gGwAAAN0AvgEAANAN4BsAAADdAL4BAADQDeAbW14+Ta785Y9S5g9P/+cfnvz7H5bTv//fd3+/NPu7//jT714+Tfa8eQAAcLqAb2xZ+csf/+vvu/9V+/j36v/9+8H/aZSlv/+20Ph//6te/NPKX/7Y8+YBAMDpAr6xxTC+uffFcvr3f7v7u6XZ3/3Hn/4Hxjc8nIIPOoA8Fva1fgCAz3j0zf8HHgCfHWd73WMAAAAASUVORK5CYII=" alt="" />

看出来什么意思了吧，这整个jar包中都是各种操作工具类，什么日期、数学、随机数、文本操作工具都有！这简直是个神器啊，以后不用再重复造*了！

随便举几个例子看看：　

    @Test

    public void test07(){

        System.out.println(RandomStringUtils.randomAlphabetic(14));

        System.out.println(RandomStringUtils.randomAscii(14));

        System.out.println(RandomStringUtils.randomAlphabetic(14));

        System.out.println(NumberUtils.createInteger("45"));

        System.out.println(CharEncoding.isSupported("UTF-8"));

        System.out.println(DateFormatUtils.format(new Date(), "yyyy"));

    }
    

运行结果如下：

　　　　ZkgPhRzhLSprOx
　　　　9MtDmO?horL3C}
　　　　jloAZcKrNFkrcm
　　　　45
　　　　true
　　　　2016

本以为这就没了，然后去网上一查才发现commons没这么简单。去这里看看一个神奇的网站

太多了，好多都没用过，即使用过也不知道，唯一熟悉的就FileUpload、Logging、 Lang

有兴趣的自己看吧，链接放这里了。源码官网都能下载的，可以看看。这里有一篇介绍各种工具包的博客可以看看Apache commons (Java常用工具包)简介

把StringUtils的源码看了一些，贴出来看看，其实StringUtils中方法命名很规范的，可以达到见名知意的，这是中每个方法都有示例的，即使不会英文也能理解意思的。

public class StringUtils {

    // Performance testing notes (JDK 1.4, Jul03, scolebourne)

    // Whitespace:

    // Character.isWhitespace() is faster than WHITESPACE.indexOf()

    // where WHITESPACE is a string of all whitespace characters

    //

    // Character access:

    // String.charAt(n) versus toCharArray(), then array[n]

    // String.charAt(n) is about 15% worse for a 10K string

    // They are about equal for a length 50 string

    // String.charAt(n) is about 4 times better for a length 3 string

    // String.charAt(n) is best bet overall

    //

    // Append:

    // String.concat about twice as fast as StringBuffer.append

    // (not sure who tested this)

    /**

     * The empty String <code>""</code>.

     * @since 2.0

     */

    public static final String EMPTY = "";

    /**

     * Represents a failed index search.

     * @since 2.1

     */

    public static final int INDEX_NOT_FOUND = -1;

    /**

     * <p>The maximum size to which the padding constant(s) can expand.</p>

     */

    private static final int PAD_LIMIT = 8192;

    /**

     * <p><code>StringUtils</code> instances should NOT be constructed in

     * standard programming. Instead, the class should be used as

     * <code>StringUtils.trim(" foo ");</code>.</p>

     *

     * <p>This constructor is public to permit tools that require a JavaBean

     * instance to operate.</p>

     */

    public StringUtils() {

        super();

    }

    /**

     * <p>Checks if a String is empty ("") or null.</p>

     *检查String是否为“”或者null，不在使用trim对String进行处理。

     * <pre>

     * StringUtils.isEmpty(null)      = true

     * StringUtils.isEmpty("")        = true

     * StringUtils.isEmpty(" ")       = false

     * StringUtils.isEmpty("bob")     = false

     * StringUtils.isEmpty("  bob  ") = false

     * </pre>

     * @param str  the String to check, may be null

     * @return <code>true</code> if the String is empty or null

     */

    public static boolean isEmpty(String str) {

        return str == null || str.length() == 0;

    }

    /**

     * <p>Checks if a String is not empty ("") and not null.</p>

     *检查str是否不为“”或者null，看看实现方式就明白了。

     * <pre>

     * StringUtils.isNotEmpty(null)      = false

     * StringUtils.isNotEmpty("")        = false

     * StringUtils.isNotEmpty(" ")       = true

     * StringUtils.isNotEmpty("bob")     = true

     * StringUtils.isNotEmpty("  bob  ") = true

     * </pre>

     *

     * @param str  the String to check, may be null

     * @return <code>true</code> if the String is not empty and not null

     */

    public static boolean isNotEmpty(String str) {

        return !StringUtils.isEmpty(str);

    }

    /**

     * <p>Checks if a String is whitespace, empty ("") or null.</p>

     *检查str是否为空白字符串“  ”、“”、或者null。

     * <pre>

     * StringUtils.isBlank(null)      = true

     * StringUtils.isBlank("")        = true

     * StringUtils.isBlank(" ")       = true

     * StringUtils.isBlank("bob")     = false

     * StringUtils.isBlank("  bob  ") = false

     * </pre>

     */

    public static boolean isBlank(String str) {

        int strLen;

        //为null或者长度为0则返回false

        if (str == null || (strLen = str.length()) == 0) {

            return true;

        }

        //长度大于0时逐个检查字符是否为空格

        for (int i = 0; i < strLen; i++) {

            if ((Character.isWhitespace(str.charAt(i)) == false)) {

                return false;

            }

        }

        return true;

    }

    /**

     * <p>Checks if a String is not empty (""), not null and not whitespace only.</p>

     *检查str是否不为空白字符串“  ”、“”、或者null。

     * <pre>

     * StringUtils.isNotBlank(null)      = false

     * StringUtils.isNotBlank("")        = false

     * StringUtils.isNotBlank(" ")       = false

     * StringUtils.isNotBlank("bob")     = true

     * StringUtils.isNotBlank("  bob  ") = true

     * </pre>

     */

    public static boolean isNotBlank(String str) {

        return !StringUtils.isBlank(str);

    }

    // Trim

    //-----------------------------------------------------------------------

    /**

     * <p>Removes control characters (char &lt;= 32) from both

     * ends of this String, handling <code>null</code> by returning

     * an empty String ("").</p>

     *如同，str.trim()，从str的两端去除控制字符。

     *这里需要明白什么是控制字符：空格  \t ……

     *实际上是调用String的trim来实现的，只是添加了一个null情况的处理

     * <pre>

     * StringUtils.clean(null)          = ""

     * StringUtils.clean("")            = ""

     * StringUtils.clean("abc")         = "abc"

     * StringUtils.clean("    abc    ") = "abc"

     * StringUtils.clean("     ")       = ""

     * StringUtils.clean("\t  f  d   ")       = "f  d"

     * </pre>

     *

     */

    public static String clean(String str) {

        return str == null ? EMPTY : str.trim();

    }

    //String中的trim方法

    public String trim() {

        int len = count;

        int st = 0;

        int off = offset;

        char[] val = value;   

        //从前到后找到第一个不为' '的字符位置

        //注意这里val[off + st] <= ' '，这里比较的是charCode,所有比' '的charCode 32小的值都被过滤掉。

        while ((st < len) && (val[off + st] <= ' ')) {

            st++;

        }

        //从后向前找到最后一个不为' '的字符位置

        while ((st < len) && (val[off + len - 1] <= ' ')) {

            len--;

        }

        //对str进行截取

        return ((st > 0) || (len < count)) ? substring(st, len) : this;

        }

    /**

     *和上面的区别就是当str为null的时候返回的是null，而clean返回的是""

     * <pre>

     * StringUtils.trim(null)          = null

     * StringUtils.trim("")            = ""

     * StringUtils.trim("     ")       = ""

     * StringUtils.trim("abc")         = "abc"

     * StringUtils.trim("    abc    ") = "abc"

     * </pre>

     */

    public static String trim(String str) {

        return str == null ? null : str.trim();

    }

    /**

     * <p>Removes control characters (char &lt;= 32) from both

     * ends of this String returning <code>null</code> if the String is

     * empty ("") after the trim or if it is <code>null</code>.

     *把str经过trim之后判断，返回null或者非空字符串，不会返回"".

     *

     * <pre>

     * StringUtils.trimToNull(null)          = null

     * StringUtils.trimToNull("")            = null

     * StringUtils.trimToNull("     ")       = null

     * StringUtils.trimToNull("abc")         = "abc"

     * StringUtils.trimToNull("    abc    ") = "abc"

     * </pre>

     */

    public static String trimToNull(String str) {

        String ts = trim(str);

        return isEmpty(ts) ? null : ts;

    }

    /**

     * <p>Removes control characters (char &lt;= 32) from both

     * ends of this String returning an empty String ("") if the String

     * is empty ("") after the trim or if it is <code>null</code>.

     *

     *和trimToNull正好相反，返回的为""或者字符串，不会返回null。

     * <pre>

     * StringUtils.trimToEmpty(null)          = ""

     * StringUtils.trimToEmpty("")            = ""

     * StringUtils.trimToEmpty("     ")       = ""

     * StringUtils.trimToEmpty("abc")         = "abc"

     * StringUtils.trimToEmpty("    abc    ") = "abc"

     * </pre>

     *

     */

    public static String trimToEmpty(String str) {

        return str == null ? EMPTY : str.trim();

    }

    // Stripping

    //-----------------------------------------------------------------------

    /**

     * <p>Strips whitespace from the start and end of a String.</p>

     *

     * <p>This is similar to {@link #trim(String)} but removes whitespace.

     * Whitespace is defined by {@link Character#isWhitespace(char)}.</p>

     *

     * <p>A <code>null</code> input String returns <code>null</code>.</p>

     *

     * <pre>

     * StringUtils.strip(null)     = null

     * StringUtils.strip("")       = ""

     * StringUtils.strip("   ")    = ""

     * StringUtils.strip("abc")    = "abc"

     * StringUtils.strip("  abc")  = "abc"

     * StringUtils.strip("abc  ")  = "abc"

     * StringUtils.strip(" abc ")  = "abc"

     * StringUtils.strip(" ab c ") = "ab c"

     * </pre>

     *

     * @param str  the String to remove whitespace from, may be null

     * @return the stripped String, <code>null</code> if null String input

     */

    public static String strip(String str) {

        return strip(str, null);

    }

    /**

     * <p>Strips whitespace from the start and end of a String  returning

     * <code>null</code> if the String is empty ("") after the strip.</p>

     *

     * <p>This is similar to {@link #trimToNull(String)} but removes whitespace.

     * Whitespace is defined by {@link Character#isWhitespace(char)}.</p>

     *

     * <pre>

     * StringUtils.stripToNull(null)     = null

     * StringUtils.stripToNull("")       = null

     * StringUtils.stripToNull("   ")    = null

     * StringUtils.stripToNull("abc")    = "abc"

     * StringUtils.stripToNull("  abc")  = "abc"

     * StringUtils.stripToNull("abc  ")  = "abc"

     * StringUtils.stripToNull(" abc ")  = "abc"

     * StringUtils.stripToNull(" ab c ") = "ab c"

     * </pre>

     *

     * @param str  the String to be stripped, may be null

     * @return the stripped String,

     *  <code>null</code> if whitespace, empty or null String input

     * @since 2.0

     */

    public static String stripToNull(String str) {

        if (str == null) {

            return null;

        }

        str = strip(str, null);

        return str.length() == 0 ? null : str;

    }

    /**

     * <p>Strips whitespace from the start and end of a String  returning

     * an empty String if <code>null</code> input.</p>

     *

     * <p>This is similar to {@link #trimToEmpty(String)} but removes whitespace.

     * Whitespace is defined by {@link Character#isWhitespace(char)}.</p>

     *

     * <pre>

     * StringUtils.stripToEmpty(null)     = ""

     * StringUtils.stripToEmpty("")       = ""

     * StringUtils.stripToEmpty("   ")    = ""

     * StringUtils.stripToEmpty("abc")    = "abc"

     * StringUtils.stripToEmpty("  abc")  = "abc"

     * StringUtils.stripToEmpty("abc  ")  = "abc"

     * StringUtils.stripToEmpty(" abc ")  = "abc"

     * StringUtils.stripToEmpty(" ab c ") = "ab c"

     * </pre>

     *

     * @param str  the String to be stripped, may be null

     * @return the trimmed String, or an empty String if <code>null</code> input

     * @since 2.0

     */

    public static String stripToEmpty(String str) {

        return str == null ? EMPTY : strip(str, null);

    }

    /**

     *找出str不存在于stripChars的字符返回（该定义不严谨，请分析代码理解）

     * <pre>

     * StringUtils.strip(null, *)          = null

     * StringUtils.strip("", *)            = ""

     * StringUtils.strip("abc", null)      = "abc"

     * StringUtils.strip("  abc", null)    = "abc"

     * StringUtils.strip("abc  ", null)    = "abc"

     * StringUtils.strip(" abc ", null)    = "abc"

     * StringUtils.strip("  abcyx", "xyz") = "  abc"

     * </pre>

     *

     */

    public static String strip(String str, String stripChars) {

        if (isEmpty(str)) {

            return str;

        }

        str = stripStart(str, stripChars);

        return stripEnd(str, stripChars);

    }

    /**

     *对str从前向后进行逐个字符查找，找到第一个不存在stripChars的字符，然后把str中从该字符向后的字符串返回。

     * <pre>

     * StringUtils.stripStart(null, *)          = null

     * StringUtils.stripStart("", *)            = ""

     * StringUtils.stripStart("abc", "")        = "abc"

     * StringUtils.stripStart("abc", null)      = "abc"

     * StringUtils.stripStart("  abc", null)    = "abc"

     * StringUtils.stripStart("abc  ", null)    = "abc  "

     * StringUtils.stripStart(" abc ", null)    = "abc "

     * StringUtils.stripStart("yxabc  ", "xyz") = "abc  "  a是第一个在“xyz"中找不到的字符，所以返回"abc"

     * </pre>

     */

    public static String stripStart(String str, String stripChars) {

        int strLen;

        if (str == null || (strLen = str.length()) == 0) {

            return str;

        }

        int start = 0;

        if (stripChars == null) {

            while ((start != strLen) && Character.isWhitespace(str.charAt(start))) {

                start++;

            }

        } else if (stripChars.length() == 0) {

            return str;

        } else {

            while ((start != strLen) && (stripChars.indexOf(str.charAt(start)) != INDEX_NOT_FOUND)) {

                start++;

            }

        }

        return str.substring(start);

    }

    /**

     *对str从后向前进行逐个字符查找，找到第一个不存在stripChars的字符，然后把str中从该字符向后的字符串返回。

     * <pre>

     * StringUtils.stripEnd(null, *)          = null

     * StringUtils.stripEnd("", *)            = ""

     * StringUtils.stripEnd("abc", "")        = "abc"

     * StringUtils.stripEnd("abc", null)      = "abc"

     * StringUtils.stripEnd("  abc", null)    = "  abc"

     * StringUtils.stripEnd("abc  ", null)    = "abc"

     * StringUtils.stripEnd(" abc ", null)    = " abc"

     * StringUtils.stripEnd("  abcyx", "xyz") = "  abc"

     * StringUtils.stripEnd("120.00", ".0")   = "12"

     * </pre>

     *

     * @param str  the String to remove characters from, may be null

     * @param stripChars  the set of characters to remove, null treated as whitespace

     * @return the stripped String, <code>null</code> if null String input

     */

    public static String stripEnd(String str, String stripChars) {

        int end;

        if (str == null || (end = str.length()) == 0) {

            return str;

        }

        if (stripChars == null) {

            while ((end != 0) && Character.isWhitespace(str.charAt(end - 1))) {

                end--;

            }

        } else if (stripChars.length() == 0) {

            return str;

        } else {

            while ((end != 0) && (stripChars.indexOf(str.charAt(end - 1)) != INDEX_NOT_FOUND)) {

                end--;

            }

        }

        return str.substring(0, end);

    }

    // StripAll

    //-----------------------------------------------------------------------

    /**

     *

     * <p>A new array is returned each time, except for length zero.

     * A <code>null</code> array will return <code>null</code>.

     * An empty array will return itself.

     * A <code>null</code> array entry will be ignored.</p>

     *

     *每次返回一个新数组，除非原数组的长度为0

     *如果参数为null则返回null

     *如果一个空的数组返回他自己[]

     *数组中元素为null的不进行处理，依旧为null返回。

     * <pre>

     * StringUtils.stripAll(null)             = null

     * StringUtils.stripAll([])               = []

     * StringUtils.stripAll(["abc", "  abc"]) = ["abc", "abc"]

     * StringUtils.stripAll(["abc  ", null])  = ["abc", null]

     * </pre>

     */

    public static String[] stripAll(String[] strs) {

        return stripAll(strs, null);

    }

    /**

     * 不说了，和上面一样

     * <pre>

     * StringUtils.stripAll(null, *)                = null

     * StringUtils.stripAll([], *)                  = []

     * StringUtils.stripAll(["abc", "  abc"], null) = ["abc", "abc"]

     * StringUtils.stripAll(["abc  ", null], null)  = ["abc", null]

     * StringUtils.stripAll(["abc  ", null], "yz")  = ["abc  ", null]

     * StringUtils.stripAll(["yabcz", null], "yz")  = ["abc", null]

     * </pre>

     */

    public static String[] stripAll(String[] strs, String stripChars) {

        int strsLen;

        if (strs == null || (strsLen = strs.length) == 0) {

            return strs;

        }

        String[] newArr = new String[strsLen];

        for (int i = 0; i < strsLen; i++) {

            //调用strip进行前后循环查找

            newArr[i] = strip(strs[i], stripChars);

        }

        return newArr;

    }

    // Equals

    //-----------------------------------------------------------------------

    /**

     * <p>Compares two Strings, returning <code>true</code> if they are equal.</p>

     *

     * <p><code>null</code>s are handled without exceptions. Two <code>null</code>

     * references are considered to be equal. The comparison is case sensitive.</p>

     *

     * <pre>

     * StringUtils.equals(null, null)   = true

     * StringUtils.equals(null, "abc")  = false

     * StringUtils.equals("abc", null)  = false

     * StringUtils.equals("abc", "abc") = true

     * StringUtils.equals("abc", "ABC") = false

     * </pre>

     *

     * @see java.lang.String#equals(Object)

     * @param str1  the first String, may be null

     * @param str2  the second String, may be null

     * @return <code>true</code> if the Strings are equal, case sensitive, or

     *  both <code>null</code>

     */

    public static boolean equals(String str1, String str2) {

        //如果连个参数都为null则返回true，否则调用String的equals进行内容判断。

        /*java.lang.String.equals(Object anObject)：

         * Compares this string to the specified object.

            The result is true if and only if

            the argument is not null and is a String object that represents the same sequence of characters as this object.

            把String和指定的String 对象进行比较

            当且仅当参数不为null且字 符 串 序 列(注意是相同的字符串序列)相同时返回true

        */

        return str1 == null ? str2 == null : str1.equals(str2);

    }

    /**

     * <p>Compares two Strings, returning <code>true</code> if they are equal ignoring

     * the case.</p>

     *忽略大小写进行比较

     *

     * <pre>

     * StringUtils.equalsIgnoreCase(null, null)   = true

     * StringUtils.equalsIgnoreCase(null, "abc")  = false

     * StringUtils.equalsIgnoreCase("abc", null)  = false

     * StringUtils.equalsIgnoreCase("abc", "abc") = true

     * StringUtils.equalsIgnoreCase("abc", "ABC") = true

     * </pre>

     */

    public static boolean equalsIgnoreCase(String str1, String str2) {

        return str1 == null ? str2 == null : str1.equalsIgnoreCase(str2);

    }

    // IndexOf

    //-----------------------------------------------------------------------

    /**

     * <p>Finds the first index within a String, handling <code>null</code>.

     * This method uses {@link String#indexOf(int)}.</p>

     *返回指定字符串的起始位置，如果被查找字符串为“”或者null则返回-1。找不到时也返回-1

     *

     * <p>A <code>null</code> or empty ("") String will return <code>INDEX_NOT_FOUND (-1)</code>.</p>

     *

     * <pre>

     * StringUtils.indexOf(null, *)         = -1

     * StringUtils.indexOf("", *)           = -1

     * StringUtils.indexOf("aabaabaa", 'a') = 0

     * StringUtils.indexOf("aabaabaa", 'b') = 2

     * </pre>

     */

    public static int indexOf(String str, char searchChar) {

        if (isEmpty(str)) {

            return INDEX_NOT_FOUND;

        }

        return str.indexOf(searchChar);

    }

    /**

     * <p>Finds the first index within a String from a start position,

     * handling <code>null</code>.

     * This method uses {@link String#indexOf(int, int)}.</p>

     *

     * <p>A <code>null</code> or empty ("") String will return <code>(INDEX_NOT_FOUND) -1</code>.

     * A negative start position is treated as zero.

     * A start position greater than the string length returns <code>-1</code>.</p>

     *指定查找的起始位置

     *当起始位置为0时不进行处理

     *起始位置大于字符串长度时返回-1

     *

     * <pre>

     * StringUtils.indexOf(null, *, *)          = -1

     * StringUtils.indexOf("", *, *)            = -1

     * StringUtils.indexOf("aabaabaa", 'b', 0)  = 2

     * StringUtils.indexOf("aabaabaa", 'b', 3)  = 5

     * StringUtils.indexOf("aabaabaa", 'b', 9)  = -1

     * StringUtils.indexOf("aabaabaa", 'b', -1) = 2

     * </pre>

     *

     * @param str  the String to check, may be null

     * @param searchChar  the character to find

     * @param startPos  the start position, negative treated as zero

     * @return the first index of the search character,

     *  -1 if no match or <code>null</code> string input

     * @since 2.0

     */

    public static int indexOf(String str, char searchChar, int startPos) {

        if (isEmpty(str)) {

            return INDEX_NOT_FOUND;

        }

        return str.indexOf(searchChar, startPos);

    }

    /**

     * <p>Finds the first index within a String, handling <code>null</code>.

     * This method uses {@link String#indexOf(String)}.</p>

     *

     * <p>A <code>null</code> String will return <code>-1</code>.</p>

     *

     * <pre>

     * StringUtils.indexOf(null, *)          = -1

     * StringUtils.indexOf(*, null)          = -1

     * StringUtils.indexOf("", "")           = 0

     * StringUtils.indexOf("", *)            = -1 (except when * = "")

     * StringUtils.indexOf("aabaabaa", "a")  = 0

     * StringUtils.indexOf("aabaabaa", "b")  = 2

     * StringUtils.indexOf("aabaabaa", "ab") = 1

     * StringUtils.indexOf("aabaabaa", "")   = 0

     * </pre>

     *

     * @param str  the String to check, may be null

     * @param searchStr  the String to find, may be null

     * @return the first index of the search String,

     *  -1 if no match or <code>null</code> string input

     * @since 2.0

     */

    public static int indexOf(String str, String searchStr) {

        if (str == null || searchStr == null) {

            return INDEX_NOT_FOUND;

        }

        return str.indexOf(searchStr);

    }

    /**

     * <p>Finds the n-th index within a String, handling <code>null</code>.

     * This method uses {@link String#indexOf(String)}.</p>

     *

     * <p>A <code>null</code> String will return <code>-1</code>.</p>

     *

     * <pre>

     * StringUtils.ordinalIndexOf(null, *, *)          = -1

     * StringUtils.ordinalIndexOf(*, null, *)          = -1

     * StringUtils.ordinalIndexOf("", "", *)           = 0

     * StringUtils.ordinalIndexOf("aabaabaa", "a", 1)  = 0

     * StringUtils.ordinalIndexOf("aabaabaa", "a", 2)  = 1

     * StringUtils.ordinalIndexOf("aabaabaa", "b", 1)  = 2

     * StringUtils.ordinalIndexOf("aabaabaa", "b", 2)  = 5

     * StringUtils.ordinalIndexOf("aabaabaa", "ab", 1) = 1

     * StringUtils.ordinalIndexOf("aabaabaa", "ab", 2) = 4

     * StringUtils.ordinalIndexOf("aabaabaa", "", 1)   = 0

     * StringUtils.ordinalIndexOf("aabaabaa", "", 2)   = 0

     * </pre>

     *

     * <p>Note that 'head(String str, int n)' may be implemented as: </p>

     *

     * <pre>

     *   str.substring(0, lastOrdinalIndexOf(str, "\n", n))

     * </pre>

     *

     * @param str  the String to check, may be null

     * @param searchStr  the String to find, may be null

     * @param ordinal  the n-th <code>searchStr</code> to find

     * @return the n-th index of the search String,

     *  <code>-1</code> (<code>INDEX_NOT_FOUND</code>) if no match or <code>null</code> string input

     * @since 2.1

     */

    public static int ordinalIndexOf(String str, String searchStr, int ordinal) {

        return ordinalIndexOf(str, searchStr, ordinal, false);

    }

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