Python 异常处理

  程序出错时,会抛出异常,这想必在之前学习过程中已经见过不少。 这边具体说明下Python 的标准异常、如何捕捉异常、抛出异常 以及自定义异常。

  python 标准异常

    我们先来制造一个标准异常 如 print (1/0) 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" alt="" />

    显然,这边报了一个 ZeroDivisionError,具体报错为 ZeroDivisionError,错误信息为 integer division or modulo by zero ;这就是 python 中的标准异常之一。

    Python 标准异常的相关参考,参见:http://www.cnblogs.com/feeland/p/4453574.html

  

  捕捉异常

    类似于 java、C# 中的 try catch,Python 使用 try except 语句来捕捉异常。具体方式如下:

      try:        下的代码段 即为 需要捕捉异常的代码段;

      except:  捕获某一模块的异常,须带异常模块名称,可带原因参数;except 下代码为该异常发生时,所执行的代码;一个try可对应多个except子句

                (异常模块名称参见上方的介绍,也可以是自定义的异常模块,这在后面会详细介绍)

                  注意:Python 2 和 3 在异常原因这边的处理比较不同 ,Python2 语句为:, 后面带原因变量名;Python3 的语句为 异常模块名 as 原因变量名

    Python 中处理异常也可加入 else 及 finally 语句,具体功能如下:

      else:     else 只可在所有 except 子句之后,且只有一个;其语句为所有 except 子句均没有发生异常时执行的代码 (若有其他异常,则报错而不执行)

      finally: 无论异常发生还是不发生,捕获还是不捕获都会执行的代码段;try ... finally 可做定义清理行为,在真实场景的应用程序中, finally 子句用于释放外部资源(文件或网络连接之类的),无论它们的使用过程中是否出错。

    举些例子来具体说明下异常捕捉:

      1. 简单的 try ... except  可见,Python2 和 3 处理 except 子句的语法有点不同,需要注意;

      后续的例子以python2为主,python3 的请适当更改处理

        Python2

try:
print (1/0)
except ZeroDivisionError, err:      # , 加原因参数名称
print ('Exception: ', err)

        Python3

try:
print (1/0)
except ZeroDivisionError as err: # as 加原因参数名称
print ('Exception: ', err)

      2. 有关异常名称,如果能明确判断需要捕捉的异常模块,如文件读写,可捕捉 IOError;算数相关,捕捉ArithmeticError 等。但若不清楚当前代码可能发生的异常模块,可使用较大范围的异常父类模块,如 StandardError < Exception < BaseException ;具体查  http://www.cnblogs.com/feeland/p/4453574.html

      如下代码中,所有except子句其实均可单独使用,越下范围越广,可试着注释部分except子句来运行查看效果

 try:
print (1/0)
except ZeroDivisionError as err: # 除数为0报错
print ('Exception: ', err)
except ArithmeticError as err: # 算数错误
print ('Exception: ', err)
except StandardError as err: # 所有的内建标准异常的基类 包含上述类
print ('Exception: ', err)
except Exception as err: # 常规错误的基类
print ('Exception: ', err)
except BaseException as err: # 所有异常的基类
print ('Exception: ', err)
else:
print ("no errors")
finally:
print ("no matter what, it will always be here.")

      这边 else 下的代码没有执行,因为其中 except 子句捕捉到了异常;finally 语句下的代码无论何种情况均会执行;

        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" 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      3.  若try下的代码无异常,则会正常执行,else语句也会执行

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" 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      4. 若try下的代码有异常,但所有except子句均未捕捉到异常,仍会报错,else语句不执行;finally语句始终执行

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" alt="" />

  抛出异常

    当程序出现错误,python会自动引发异常,也可以通过 raise 强制引发异常。一旦执行了raise 语句,raise后面的语句将不能执行。

     raise [Exception [, args [, traceback]]]

    Exception是异常的类型(例如,NameError)参数是一个异常参数值。该参数是可选的,如果不提供,异常的参数是"None"。举例如下

    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" alt="" />

    强制引发的异常,也可以被 try... except... 捕获,这边由于raise的参数未带原因参数,故输出为空,如下

    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" alt="" />

  自定义异常

    通过创建一个新的异常类,用户可以自定义异常。异常应该是典型的继承自Exception类,通过直接或间接的方式,比如  class exception_name(Exception):  。自定义异常使用 raise 语句引发,而且只能通过人工方式触发。

    如果要抛出自定义异常,首先根据需要,可以定义一个异常的class,选择好继承关系,然后,用raise语句抛出一个异常的实例。

    如改写上方示例,raise 自定义 Exception levelError

    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LaHF3mjDmiromPo8Z9E9F/JhZN5DRFezVR08Su5TxF73XEUABTPVERBAX/PmfXEUMBRReYILahFDJy0trZWB1OCgWsvoJcBTkdZmdGM7E/Jb/JKK0WZPgdSqVtSGoXg5gRmZ7Q8ygKWoG9h49r2JqlgqjvpHkf8T3C99dSjjRrIr6BMRtGHdFU3dTymCxVy4/PzrqVtBPQVtXNgCNasThiu92uVCqSJCUSibdv325ubv7617/+53/+Z8MRSZr405/fS54VafH//f8/w//96c/vZaqjbG2cq4/P6mOpMZaaF7/8G+z/G769ftSeFNUYF1Pr3xKEb/5OKrbHaqTWvyV857MkpoOvfviJ8AMRPU6uf0PL9I3f5QutcaG1//em/zH5wdPm6KI5yjdHklkTUTUxUezFC73YZff0onuS7xxJ8tvzNtLEvWxrN9vU74BoLx/a1BBFbTtZe5WovUrUtpP1VwnU2NhONcOp5ut063W69TrT3tE08U2u8ybXfXPW3T3v7Z713pz1drXVZC47zFoXl/nPO+S8FbaH+2B7W1l2u+JMvMx5tU5MXElThBXnZTmiZ1NUj6FtxdmuiSieqvfZNmkiQxb1/66JZyjaa4rkOiLxahVTHVFSAubCYdCpjog8Ug9dYEzFSGwTWjsbi8OxThg0TpEzNnI8wdChjkhwRILSENqteW0r2JQlbHtpjVxHNB0OfJ6kbgrxQKgTsDiqhImhC0eUrH3FoPq66RW9VQWWm3nRHXEymaA7I5ZKJXTBysHBgSiKn3/++fe//32TI9o08ac/v3d0csoZP/35vUx1nKuNz+rj88ZEao7zzYtf/Y3wjd/lC+2rQvvi878RhE8PSvIExcannwiCIAg/3NDFMXX/W8J3PkvqHjkpbv/oE+GHG+1xMbX+TUH47ivkjvnPvo3Ecf/vBeHv1cZRoTW6bI4um9qic0NddEalRH3FOVroRvRS4nn78Ky9rzpiC/2Air2C6CiIrxK1V4n6y0TtVbL+KlF/lWyEU81wuhVOt15n2q8z8uuMvJOVd7KdnVwXxZuz3puz3k6u9+as/+asxzj1cLYryzP8lZRZ1Q7ZpUT8xtrEFeeZVxP95IjLKiXeEVOcvSZi1UQ0hH79Cu6IuiY+jcvmn2OxaiKjrPgcBUUTdVP0Wke0OaIFqyNKSgCrC+J1RKO/fRma3k4f1+6INHHBSnimJVPWSXUO5yPynZ1IaHd0RMqk6I5Im73FeimOSG1XGLIHjrg66I6oX9SMfqM5Fovt7+8/ffr0s88++/TTTxmOGC2Nfvrze/b/ZaLx05/fy9Z0Rxznm+OLFnLEC7TQjIRvU56U5UlZPvjHT4R/CB/8wyfCd8OqNZbS978lfOfzFO6IP/xE+MFGe1zc/oGAHphi/7uC8N3tcbGtlx51RxxqjjjMVQeZyiCNnZUYUe+2Lb+VNEfMtXazrV3bhcwUO6xb7TBee5movUzUXsZrLxOqJm6nmtup5na6FU63w5opvs52MFPs7eR6O2e9nbMe+8IUb9csr+ZJh/yaqJ+YeGtWnJmmeKtXnMERPZuiW0e8f1RfNx/DhycmR7Rooi6LT02/xeJsimo1ETNFoix6Px8xFLCW/XCpsDqiqAiCImKP1c6SEtDb8W60dieIa83UipwYROf5mVdVWRW8eTmi41ozzb5Ia824V+nGhemvGMRqieYrjo2haFcio+Voe34F10fbjElrzeRyJssRYa2ZG4Yj7u3tPXny5Fe/+tX3vvc9qyNqmhj17Ij1EVpozjcnuiMWWpNie1IKY46oPd78/idGcVFzRPVpe1za/uEnwg82tTriN/8zT3PEYmtcRKcqNkeXzVG+Mco3RrojZiuDVLmfLPWNK1cuOsd5WfvxlfZetmkUEVVBbNDsUBdEVQrjtZeJ2la8uhWvbsVrW/Hay3j9ZaL+MtF4lWy8SjW3U63tdGs73Q5nZBSvs53X2e7rXO91rvc6pz/oOV+2vBA7XMyystsTE32w4nyrS4mw4rwAR8Q1cf2odl8bQvtBZ0I1US8lIk003z1xBqY41XXNpuVg7DxCwRzagq6xcKxuGLRdmKLXJmntVPALTRC4BZGajZcINT1bf2J+4tI0tpbNGNPeblrfNVX6KP0RptIaaULaWYz6E9vFL/hG+LEwJ9PXmgPBIH41C3HXzJZNOjyWuVrW+onzhGtW+LE7YrFYzOVy0WjUwRHL42jZ6ogoJ/4uWp4KqiMalzPnm5OL5sVnfyN843cXRfmq2D74x08E4dO35c5VuXP5H/+PIHx6WO5clcM/+kT4zuepSVmelDVHLGvr0aXwDwXhB5vyuCSPS+EfCIIgCD/YbI9Laux/F5/B9/aL7YmmieOL5kiqD89qw6xRR+wn1DoiugOOfCTJh+fofER0MqIhiLgj2suHLzFB3IrXtuJV9OBFrPoihlpqW/H6FjLFVPNVqrWdbm+n29tpeTvdDmc64UwnnO2+znZfZ7thzRfD2R7RDmdbO5z5svLMBVHXROuKs3b+/gJWnFft+hUHU1yII7rSxKWr24o44lTVxOP6fZMjNr84bX5x0iCWEnFNFBMd0fhPyWqKFll8xjTF2d8fEVgwdHOaC4yl7DkDC80u8OaI0fJIDcwRFU0H0QP8X4sj5mpjuyMafPq20rkud67KmQffEoR/eH1V7lyVO4f/+Inwzf/M445YMhzxR4LwQ9UR5XFJHm9+quqg7ojf3R6XjMqi4Yj5xkiqjyyOGC92o4Vu5ALd/kZ1xH29jphR7VB3RMwO6/rislE+jKvlwxex6la89iJWex6tvoihqL2I17fi9Rfx+stk82Wy+SrVepVqv0q3XyFTzHRQhLPdcLarSyFhcdnTVSnzWlaeZ+3QsZRoPzFxRVecmZo4l5/pW9Q1zmCKi3REXRPvH9cfYJr46JS84sw0RWpZ0fKZYDFF+J0VH2DcQ3ve4HfnWcR4OHAPbTcgR7y5uaE54i9/+ct/+qd/wh3REEQtLI5oqSNa2pEjnmkXNecbk4umea1ZvirJV2X56vT3/6813bfXj+VJSTafntienPznfxO+ff/Ychoiun5lG1trbpnWmi8ao3zdWGtGjpgq99HNtKOXhiMenrcPztv7Z+3dbGsn09IriPi9Dy1nH2J2WNuKV7dimBTGqs+j1eex6vNo9Rl6EKu9iNdfxBtbicZWsrmVbL1MtV4mWy9T7Vdp+RUyxWx3O9PdznS3s73tbNfpwpQZ1g6XfNKhxxXn0wbnTzkv+azEORQUV+HERFh09maKHlackSNaNPHBSeOL0yb6NWf1B53pmogc0dEUiQsLz7Vw+L1mJIXwe80AcLtw64h2QWTXEe3uiM5HPNOua843xqoj/la7ZqU9KclXZfnwHz8RhE8PyrK2phz+0SeC8N3wpChPNr7/iSD8cENG16wc/MMnwjf/86KIrln53j7miN/5PDUutvHrmtVrVvQ7aaObaedUR+wny8b9ESMXnZO8ttB81t7Ltd6YHRG/OTa7fIjieRRFBT3YjFSeRVVTfBatPY/VnsfqL+KNF4nmVgKZYnsr2X6Zar9My6/SnVeZ7qtM91VGf9BdgB16KxwuzA55Vpxv74mJcCscX8ZcV5yNauJp8yFacUaOiH7NGTsxkeiINlnkNUVrHdHyr764DIIIALcIfke8ev8lURDZ5yPiyogeWO99gxzx28I3fovufTMptidF+aoU/tEnwn/7PHVlXLyMbovzvQPjscY3f5dHfQrt8dHvvqO3//2rUaE1KrT2zPdH/M6vEsYFK1J9eF4bnlUH2eoghe6hrV6w0lEvWEELzbn2brb1JtPayTQtdogvMdPsUBfEZ9HKs0gFeeFmpIICOeJmtPosWnsWqz+PN54jU0y2X6baW6n2y5S8lZJfpjsoXmW66N7X87HDqZaVF2+HxFKi5VY4jprIWU28RScmroIjgiZ6NsWZaeJJ46FFE6PU5Wa6KZpkcZNkilBHBAAfMpUjTnFds34P7fPGWGpM8s3JZWty2boqtK+KMu6FhCi0x4U24VdVyD+10hwR46I5zjf1X+TTFppLvUSxFy90owX1t/iOJPmtJKMiIrp79k6mESZdp/IqUVfvbkMvHyJBRFK4GalsnJY3I5WN08rGaWUzUt2MVDejtc1IbVM1xeaLRPNFsvU80XqRbG+l5C3dFJEjpru6IC6ndrgCakjTROJPOVtWnPGfcl6mIy5lxRmqicuO+Z2eiK84I1NUT0/ENTHafhqTHauJtJrips0UoY4IAD7EoyOWTOHaEavjXM1USpSaJk0stCZF+aqAh/Nv8alh/XHnJiHUCiJ2JmK2qt4Z0XRFc15+e44Esb2bbb7Jot9ZbqAf09u2C2JCPfvQZodq+fCZVjjcPK1sRiobkYp4Wt44rYinZfG0Ip5WNiLVjUh1I1rbjNY3Y41nscbzePNZvPk80XqeaL9Itl+k5K10ZyvV0V3QXj5cRO1wxeyQVk18HGnaf8p5ylLibXFELk1cvRtrL13dfOCIFk1E1URdEx9pmvg0JqsPnKqJ9priJhZQRwQA3+LFEUsER3T3e82VUbY6Nv8i30S7xhmZ4uSyfYWF1qjFRXPMjrwejZE9pMbovD46qw9z1YFWQTRui2gRxP2cWkTcSRuOuK05IrJDJIgv47Ut2+IyXj5EdrhxWkYhnpTF04p4Un6K4rQinlafnlbESFWM1DaiddUU481n8ZZqisn286T8ItXBY3o7XKl72cxKE9GK85NYW3dEuyYiR1yJy5xXb8V5VqYIjujZFD07Iq6J+oqzUU2Mth/jjhiTUbAdEZfFzURn02yKUEcEAB/i2hFtgsiIWGkUK4/i5XGsPI6Xx/HyMFEeJSujVGWUqozSuibq687q0vNYak6wGKvRsMTIEudYnNXNURvikasNc7VhtjLMVAap8gDdEDFe6EUv0W+rdI8lXRBbe7nWm0xzJ2MWxFQDLx+qgmjc+5BkhxGTHSIvRA+eHJceH5eeHJefnJSfnlaenlZRIFPciDaexZsbscZmrPks3nqWaD9Pyih0TXye6rDt8Fbc6XDmpUTaivOKXr+ylDsmQjXRL46omyK5lGiuJiJNfIytO6uaGOfSRLspQh0RAHyIO0d0I4iqJpaRLKqamCiPE+VhsjJKllVNTFdGmeooUx1nq6NsbZSrjdBtcbSwqJ4pclhk7VEd4pGpDPRIlwfpslo7TJT68WIvWughO1TPQTyXDymCiBzxVbKOAgniliGIqiNaF5c1QRQNQSw9OS4hU3x8VHp8VHp8jP4tPzmpqHFafXpaEyP1jVhjI9rYiDU3463NeOtZov0soWri81TnearzPNl5nuwswA6XroDz00TdEXk0cSm3wlmWJs7EEUETPTji9GclEjURrTjrmqiXFQ1N5DZF7ZMB6ogA4Efm7YiRIlZTLI3j5VG8NIyXh/HSKFFGpjhUy4qVUboy1JRxlK2OstVRpjqkRVqLVIUS5YEeydIgWerrkSj2E8V+rNCLFXpR9Tf3THaIlpi1i1Sar9PNsE0QXybRL+nV7YL4PFrFBdFWPiw9OVZDt8NHR8XHR6VHR6VHR+VHR+XHx+XHJ5UnJ9Unp7WnkZoYqYvRxkasuRFrbsQ0TUzKz5IyssPnyc6zZGeuK8tLNz8PmogvOs/2xtpsR1y13+i7jaXEu2OK8zsr0fHERNwRn8TkJ7gj8pnihlZQhDoiAPiQ+TlipGhEVDXFYaw0ipWGsdIwrv2bKI8S5SGKJBap8jBVHibLA1OU1EgY0Y9TIlbsx4r9aEGPXvRSjcilWjU8veicXKDrlzuqHeba+7n2fra1m23tZNRzEHVBNMqHyfrLRH0LBfqhFGSH2p2xLWcfijZBfKwJ4qOj4qO3xUdHpS/Uf0tfvC1+gWTxuPL4pPrkFJliXYw2nkYaYrS5EWtuxFubifazhPwsIW8m5GdmR7yzakirJhq/v8J3Y204MXEemgiO6E0TPS83G7/mjDkiccXZpInxzlNcE5myqEN/Qd4AACAASURBVP/nBnVEAPAhc3JEXBAjxVGkOIyiKA2jJfVxrDSMFoex4jBWGkSLgxh6XByQoo+HSfsKSPiscXrZRXFyYY589zjfPc53jvOdI0k+Un9nTz48kw/O5P1cay/bQvdBfJNuqXZoFkSjfKgJ4ot47UW8ht0Bsarf2oZdPnykCeIXWjw8LD48LDxED96Wvjgq66b4+LT2NIIcsSHGmhux1kastRlvbybkTUwTNxMd7xcs+8UO7Y5oWXFe9Rtrr+SJibDivCxHnNIUeVacn8RkXBM9mOJK1hElJSAogqAERSUUUARBEQRF/xE2Mai2CIIiBBTJtpUaQad2APAv83DECApMEPXQTTFSHEaKg2hxGCkMIsVBpDCIFAanl4PI5SBy2Y9c9k8LluidFnonl3h01bjoHuOR7x7lO3q8lUxxKHUOzzuH5/LhufrrKWrhMNfezbV3s+3dTHsn3dpJaxXEVDOcamwnSYIYNwTxeaym26FeRES3tkF2SCsfYmpYfHBQeHBYeHBYeHhYfHBYfPi29OCw+MVR+dFx5dFx9fFJ7clp/Umk/iRSfxptiNGmGGuJsdaGpokbcRm5HdghURN5VpxnXk1cqVvhwIrzKsdCT0wkrTjTNJHHFDdWuY4YFJRAQAlJiqIoUkgRBPUxTiig6L8bHBQU/TeLpZChj7R2APAxs3XECB42QcTjtDCMFIaR4gAp4Mll/+Syf3o5OLkYnFwMji/69jjK96whdfF4K3XfnncPzzt4HJx3Ds5lFPsozuT9M3k/197Ltvey7d1s+40arTeZ1k669TrVfJ1S7VAXxJfE9WVkh7Ha81jtWaxmEsTTysZpBd3axlY+JNQOdTu8f1B4cFi8f1C8f1B8cFh88Lb08Kj8xVHl0XH10Un18SkyxcaTSONptIkcUYy3N+K4I3LboU/V0K6J+omJt2bFmWmKsOLsy1jciYmaIzJOTLSbIkMWN3jqiBYWpolBwfA/BddBESsKYn30iqOlWEhrBwAfM70j1vvvWkMv0RzocaNG/6ahRdMSvZtm76bRu2ZHvXdFjq41qh1CVFDIExRlI8YoSvK41DaiaMSo2EK/+zcqtEaFJophoTm8bA4vm8OL5vCiYUQeRR3FQDLF0PZ0KDWG+cYo3xzlmyN0A0jjbpHtqwIe6l3HryGMaF8V9Htttq4uWpOL1iTfnKA7aEpN9T5K5/Xhufa7O2e14VltgCLHEWcOMZxt6FP1FCNWNBzCdguqhUTzzsQijiH64zfionWF4rJtPMDi2hIFS8jXBfnaoY5I/Hcx4PU/RXdESQlg7XgdEWGsRJvrhbR2APAlUzpivf/ul7/9838P/g8ICAgIiDsbDnXEJWpiED8NUdTWmkVro+qIkhLAzlk0utHaAcDXTOmIreG7/x78H/w/xAcAAAD4kBWvIwa1ZWL9ZESjIhjU1pGDtgtT9P60dgDwNeCIAAAAwLSsch0xCBU/APDENI4YAUcEAAAAhNWsI5qLfyCKAOAWz44YAUcEAAAAECtbRwQAwDMeHBG/wQ1yxLCNxXwozWq4afIscn/vILQ/Krd/bPP+44Q/A+Cus4p1RAAApsOtI0YojihgX5OL/LKc1XeztzxzNYPb4hwLmCftOLs9/rP6P4r5JQeA2wrUEQHAf7hyxEiR7IjoI2Ip35FLdMR5C+KtEI7FzHN1HJGdgfjqXOuXALAqQB0RAPyHa0csunBE/NvR8moYg7iJh/bp89N2xA7bBqacDyMPYzLhuR1nnp3imaeH+eCv8rezR/c8H579ZaTinycA3D6gjggA/sOLIxZd1BH1Rto3Jd7o9jH7JW95OL/OHXeWltPDfvFAPM7THNt5zJORh53QVWfOCXDOze3+up0SAPgEqCMCgP9YjCPSlAV/lZbB3pn2ne05v6U/z+chY2cFbkd03GWemVjmbx+X/zjw9OecP2OS7PmzDyx/Qs4J0Mb1PKLbKQGAT4A6IgD4j4XVEWmN/O5C/Fwibu42P21bNjThENw4omMqTvgP/pTtlj6u5ukhv7cJc05g5u8LI4mreQLA7QPqiADgPzw6omaK83NEnse0l2aVxxFaEss0ppkP52TmepxnNU8P+RmNnIMy+s92f9mTdDVPALh9QB0RAPzHVI5YNBwxjKF/aBAbLS8JpK9k2hcw+wubODRPfkuLq290xoae94s4K8c5sJNwjss4PsR9dDVPnnGJw9m3orXzjEvMwxiXlsreyHMEAMCfQB0RAPzHrBwRAAAAuLtAHREA/Ac4IgAAADAtUEcEAP8BjggAAABMC9QRAcB/uHLE0+LoFBwR8MSqna7naj6rNnkAWDmgjggA/sODI56CI94x7Bd8MGDnmWYUD7PyPBlvPQHg7gJ1RADwH+CIgDcczWl6p5x+AowWnpnMY9oA4E+gjggA/gMcEfAAjyRZhMzVtjOZg6MjuhpiHrsAAP4B6ogA4D+8OaIeTU+O6FiYobVMX8LBM+iPZ1Ui8pzBsY7leUrzgHM+i3FE4t+S/hLnlNhD2J/y7wLtT8vt39us/v4t2abPMM1+0ZKsGqs/Q8Q8/kJcZIM6IgD4j6U4okBxNeKrPO3Tj6s/5v96c8zvbVYzSegZxlhhJ9z2n/6tdNshzOeIPDO37AIxm2Uf9aeWDXl2hNHf22HkPP5z3S/ath6Y8m/JMdWU02Mnn2GqmczTw/soCFBHBAA/sqx739i/ZjxsNeW4PI8FzBh4ZjKr75L5JfQ8HHsa9ldp7y+xJz+c88E7eMvPGIK2C4xGYn7aho55XG3umNNtN9p+MebJk9/zvky5LU+eeeefVZ6Z5Pf4pkAdEQD8xyo4ov07j/8TkN2fNjRtXOIotPyMRvsmtHnytBMnRsxvecze1tV+CfN0RLdjWfqEbfAkcTuE47a0N1Ggv8vErXgy4+3EHSc+tm9CHILx0mz3izGu20lyzpOdKmyDlsrSzmjkOTKrOU/abGndoI4IAD5kuY7I/zFKbCd+gHrDWyp7T8c8PI20JIzkxJc85GE3CnTY/cNmGHkcB7J3s78FPHncTkM/pIxtaW+K/e0QsGPCnga7s2Mj5/vO/pNwtV+0WTH2y57W7fx5Zu45rWA+/nd5nkTUblBHBAD/MaUjzup8RM7PJkt72IaHmRDnw5+KOCXaY9o8XSXh38RDHtqU7Ltgx57BnpYHzg3DlL8fWrulhbaV4xzY07MfW+LbQezvCO1NcZwD+zH7Jbf75XmPLAkto/BMkn+/pklL3HH/zZM2BJFwGOqIAOBH3DliaYTHrK5Z4X+V8cE6JYyPy7CG220dP6OJGXgScm7i7buBMStiN9qr+BzscObh6UnbhDYl9mO8kQ1jYpZ9t7QTOzNgJHHMyfOY/ZKr/eLZHcepOk6APZDb3Xe177R5ejggqzxPxrSpQB0RAPyHN0ec7XXN/K8yPsi8fKiRMtvzhDXcbu74GU3cEUZ/dp4wxjR5aBNzPAK0FsZLPO2OncM2iBvSnvLk59/KPiVLo+Dm+Nv7uM3J/74T5zzX/XI7f85Jck6Jf19oeXjmzHM8V22e/PM39YE6IgD4Dw+OONv7IzJesn9UsdvdToM26JRJLI9prxKHtrfT+guUj2+ece0J2ftlecDu5viUloeRn/gSbWLEdloGnkGJedhHQ+9AfHMt7ew8jv2J7bS/E1q7ZUNv+xW2wb9TtPl7mKHjPNnZ7J2Ju8mYJ63zbZln2AZj/sZeQB0RAPyHW0ec1f0RgXnA+YHuOTn/q/bO7O8b+9eS4xeV454yOvAcKPwrk93oG+b697MU2Hu0Ovt7W+bJAuqIAOA/lnVdMzBDXP0f/0xGYTtcmFTwoD2lbeX4Kvs7lbYJpx3yw051K/DZ7ujQ9mvV9ve2zNMBqCMCgP8ARwQ48eBwjK83t19+xPyc/W/TFy0A3FKgjggA/sONI34VKY4t0Rq+B0cEAAC460AdEQD8hztHLI0tAY4IAAAAQB0RAHyIK0eMlsaWAEcEAAAAoI4IAD5kGkeEOiIAAAAgCFBHBAA/4tkRV2StGb8WYZrrEtiXEM71igfauDO80mKG859JKv5dc3tpJ1ybAgDLAeqIAOA/PDjiSp2POCtHZGeYn3ksZsTb7prz6wwAwGyAOiIA+A9+R7x+/1WMcD7iku99sxhHnBOLV9JpWKK2uh16NQ8gAPgZqCMCgP9w5YjR8tgUJeP+iMQ1wbAZxw8ZvRstlf2xMNOfvrDP0+1+edtfznYPzOR9oU0pbIM9Lm1o2mPG6I7zn+ExBADAGagjAoD/cLfWjNkhCuSIPN/3nN/ZM0zlAVpmogBNP0miMDHaPcM5f87N7e36v5YHUz6ecv6zOnoAADgDdUQA8B/u1prL41h5HCuN9GiDI9oe4/APN9ed9eZYjAyWRv1fy4MpH7Pnzz7OMzluAADwAnVEAPAfrh0RE8QY1BGnm9jCdpZz/q6SCMt2RFdTBQBgvkAdEQD8hytHjJfHeqCaYnv43rMjhjXsjcRNwhg8H1muOtMmyZgJ/2Oe4aY8bvwDeZinYx79X8uDKR97m7/bgwMAwAyAOiIA+A9vjhgzO6JAETgPrhM2Y/8g4jcARhJGZ8tWxHbGfrEnzx6Xp30m+8WYP2dC4ra040abPLE/Iw9/fv7dAQBgNkAdEQD8hwdHjGHVxPas74/I/o5360YzmtQK4df9AgDgdgN1RADwH57XmufhiI7FJ9AjAACAVcRSR1xzYtnffQAAOOPOEStjS7RH8HvNAAAAdx5LHXFtbW1MZ21tjVBHFBVBUARBETm+usSg2lkQFCE4+69GJagooSk2FxVFwGIehLTk1HlmgsJaUDuaUiiA3qlASJrHdKj5xXVBWOd5T4EVxJUjJipjS8x8rRkAAAC4fdjriGxHJH8jiXyOyNltYQQo7UFFmYuPYYSojiiF7tnlTAoF5uSI9PyZoLAWCMnzGxSYH64cMVkZ45Eoj2VwRAAAAGCaOmIQlQMDimSWv6BgFAv1xlAAqyA61h0DWqVNL+lJtpdC5mofsT6HGoO20qBkrhcKimk2REfENwlgPfVBRfOrxP74xMiOSDYzgsPpBUBBEAJqLjGoN0j4E1p/Vn6KrSqKoihyKLAmBHbmLdKAZ1w44oevktWxHqiOKMNaMwAAAOC5jhgUFNU0JCWgO5+kBAQFWydVBEEx3MNVHTFgUzodERMv0ax3dvcKmT0Sf9VVHTGANYawbfGcoqIEnfrT5qlmWBeEe/aKod3h8AYpFNC1z9RTDAram0HrT8uvKIoi7QSwVW8McMRVx5UjpqqTVHWSrBgBjggAAACQ64jEq1XwOqIUUoQA5lGa/CEptIQhGW4d0SJ/WB7qyXxER6RtyO+I9roj7qz6Y90L2f2J80TbUUp3VofDi4Iq+mE2xNDYiNWflF8FlptvK24dMWmOFXfEKS+FXsD11I5DWF4i3izQ3g0AAGCheKsjsh2RaoFuHRGXlmU5or45rbPeBy8isvsT56koCr8jKmLQtl6Mdw6KpiIiuz8pPwIc8bbC74g3Wh1RD585IrHnYtyLNgpbBEETAQBYFTyej2heU0bnGuprzcYFy+J0dcSA+anODB1R0trxOh/REdlXTAdsUsvuP/VasxhkXOksBgMhyxbM/rDW7Dc8rDXjseKOyA+npS1ydNp9IvHHjA4AAACLw/t1zdppiIKghLQlZqQZ+DUrerkxaFmDDjhdOhwwX2uiGxXtWhPi2m4I6ybaUom2hWCRlEcfIsBcO7bfyofYn70GbS3d6Ree6BjOZl4/tq4dCza5I/Vn5YdrVm4vruqI6doERUoLebwIR9TVxyJG+FPGmiyxkdHOU5xz7MwzH8YoxJ7248DoAwAAsDhmcH/EORGwnRR4N6Cb2YKBheZbjCtHzGiOqEdnIY4o0PXLrk20rRhJ7E/Z7Y6T4XzMGMXREflTAQAAzJ0V/Z0VvQLHPqvPn5juob004B7atxm3jojH6jgizZlm7ohhs4/io/NM0tKfMTqjG2N/GTsCAAAwR9i/14ykEH6vGQBuF+4csX6lR7p2la5drYgj8mzF3pDHEdly5nmStA40cWSkBUEEAGA5WOqIln/1xWUQRAC4RbhyxGz9CkWmdoVKif5zRJ5NHPPwj8veC0Yex6cAAACLA+qIAOA/XDlirnGlaeIExYId0aJfRCEj9nd0O8FWpSMm4R+aMR/HeTKy0ToTtwUAAFgQUEcEAP/hzhHrV7n6Va4+QZGtT7rLqCMCAAAAqwXUEQHAf7itI+KRbVx1Jx8Wdu8b0EQAAIAVBeqIAOA/XDniWeNKD6SJi3FEAAAAYKWBOiIA+A9+R3z34auz5pUR4IiAG1atBuxqPqs2eQBYOVb0/ogAAEyBK0eUmlfnKLRqYg8c8Q5AvHaHBjvPNKN4mJXnyXjrCQB3l9X9nRVFURQlKCgB0u8ai0HsZ/3sP4JHxnRvakn7ZTrGrxhPw7zzK1LIwyGYxbC3/Lgp2u9CWvL7657hLhzx41dS8wppol5NBEe8szia0/ROOf0EGC08M5nHtAHAn3j/veYlIiqCoLj9Oif+xp0UCszRRfjzSzsBtz98J4WU5f0Yy6ocN+tW9wTHn6gJBZSgqIhBqyP667cH3Tli60rXRBTgiHcTHkmyCJmrbWcyB0dHdDXEPHYBAPzDytYRjTKZuUYWCmDlM4FfFskGQHARvZAlCIJWwxSDeoOEP6H1Z+WnIa4Lwpqz4mCp3TqicegCxk9hB7WDrJdmuZx2dY6bOpLLo0dwRMYvZcuhwJoQ2LlFvx/uyhEvWtf51nW+dS2haF57c0THwgytZfoSDp5BfzyrEpHnDI51LM9Tmgec81mMIxL/lvSXOKfEHsL+lH8XaH9abv/eZvX3b8k2fYZp9ouWZNVY/Rki5vEX4iLbitcRxSBpHdVDHVFcF4R7duuwuwjeIIUCur6YeopBQZMRWn9afjaoEsblOi7XmoNYL6SD+gi6HYooK8fC9QodN80O3ZUASY6IqrmkI+93R2xfWzSxd+Wxjoh/+tg/iWifTdN/AtLG1R/zf7055vc2q5kk9AxjrLATbvtP/1a67RDmc0SemVt2gZjNso/6U8uGPDvC6O/tMHIe/7nuF21bD0z5t+SYasrpsZPPMNVM5unhfRQESh2ReLXKUs5HnJUj0kpEVhfBi1squjMYgmNsxOpPys+HGFwThDWi1NI2cKgp2o5YUFCwHfNwPFfguEk7AWFNENaEYMbN3NVJkeql/lludu2I7euLlmGK/Vk4ouCmNDXlJyDt44/xsRjW4JnJrL5L5pfQ83Dsadhfpb2/xJ78cM4H7+AtP2MI2i4wGon5aRs65nG1uWNOt91o+8WYJ09+z/sy5bY8eeadf1Z5ZpLf45tyR+qIvI6oiEHiNTJa56BoKoax+5Py88xzzcWaqTYN8qU92OsOjujyopcVOm4zrCPeSUd8//Grgnx9KV9ftq8vkSy2Z+OI9u88/k9Adn/a0LRxiaPQ8jMa7ZvQ5snTTpwYMb/lMXtbV/slzNMR3Y5l6RO2wZPE7RCO29LeRIH+LhO34smMtxN3nPjYvglxCMZLs90vxrhuJ8k5T3aqsA1aKks7o5HnyKzmPGmzpXVb3fMREYtfaxaDjCtqxWAgZNmC2d+F67i2wwB25iC6DoOJw1rztI64tOOmpXNpirDWbHLEm4J8c6nG9WX7ejCdI/J/jBLbiR+g3vCWyt7TMQ9PIy0JIznxJQ952I0CHXb/sBlGHseB7N3sbwFPHrfT0A8pY1vam2J/OwTsmLCnwe7s2Mj5vrP/JFztF21WjP2yp3U7f56Ze04rmI//XZ4nEbXbKtcRg9iFKfoXetB8wQp++QUTS4lIv4BCx3AD8zqodQ1UsEkEqT8rPwEP1zUrihLQjgK7iGjMk3Shj2g0cqRZseNmhuu6ZssfELbPd/Oalfcf/1Lq3BTVuC7I1wV5WkfUHzNeZbSHbXiYCXE+/KmIU6I9ps3TVRL+TTzkoU3Jvgt27BnsaXng3DBM+fuhtVtaaFs5zoE9PfuxJb4dxP6O0N4UxzmwH7NfcrtfnvfIktAyCs8k+fdrmrTEHfffPGlDEAmHV76OOEPoBgAAip8WmhW3jti9KXVvMFO8GV59nMn5iJyvMj5Yp4TxcRnWcLut42c0MQNPQs5NvH03MGZF7EZ7FZ+DHc48PD1pm9CmxH6MN7JhTMyy75Z2YmcGjCSOOXkes19ytV88u+M4VccJsAdyu/uu9p02Tw8HZJXnyZg2lbv0Oyume2gDgIm7eg/t9x+/Kndvyt2bUsfQxNVxRC8faqTM9jxhDbebO35GE3eE0Z+dJ4wxTR7axByPAK2F8RJPu2PnsA3ihrSnPPn5t7JPydIouDn+9j5uc/K/78Q5z3W/3M6fc5KcU+LfF1oenjnzHM9Vmyf//E194PeaAcB/uHLESvem3Lkpda5Lneti57rYuR5eT3t/RMZL9o8qdrvbadAGnTKJ5THtVeLQ9nZaf4Hy8c0zrj0he78sD9jdHJ/S8jDyE1+iTYzYTsvAMygxD/to6B2Ib66lnZ3HsT+xnfZ3Qmu3bOhtv8I2+HeKNn8PM3ScJzubvTNxNxnzpHW+LfMM22DM39gLSx3R8q++uAyCCAC3CNeOiKKjxvDaYx0RmAecH+iek/O/au/M/r6xfy05flE57imjA8+Bwr8y2Y2+Ya5/P0uBvUers7+3ZZ4soI4IAP6D3xE/fPlVtXdT6d1UujcVzRTBEVcBV//HP5NR2A4XJhU8aE9pWzm+yv5OpW3CaYf8sFPdCny2Ozq0/Vq1/b0t83QA6ogA4D9cOWK9/67Wf4eb4ggc8c7gweEYX29uv/yI+Tn736YvWgC4paxsHTEcDi9mIADwH24c8S/13ruaFtXeTbV3M7oBRwQAALjzQB0RAPyHO0fsv8Oj1ns3BkcEAAAAoI4IAP7DlSM2BmZH7IMjAgAAAFBHBAA/4soRm4N3DT367xrgiAAAAIAAdUSXBHl/9841kvbLdO5+p3i6/JL55/DQy/MYHVgw/I748cu/tIbvWsN3zYERk3dLdkT8WoRprktgX0I41yseFnBJ47Ku2Jhy3AVc13nLLh0FgJUF6ogrhRQKzMkRaflNLVIoAI7oCzw4Iq6JvnFEdob5OQQx82x3alZJ5j3u4u18waMAgJ+5s3XEoKAIgiIEFTGoCIIiCAoyJf2pIChCQNF9SgppjUFzIkkJCNgmQdsQgiIICuePvBEcEa/1aQInBvUGCX9C68/Ir7WIQXNnlCUQkrR86q8Y0tr1l4iNxP7A/HDhiF/9RR5/kEcf2lhcvfvyLjjinOAZ7o7oy+LtfPGjAICfuct1RF0HRaSAQWuHUMC6siwGrd2CgqJbjxTStFJSApZ2zUHZ2B3OUubTtc/UUwzq6kXrT8tvKKW9gojsE7WLQUPuSO2hgGCaD56NlgeYG67qiPLofVuP4fv28P2VVkckrtmFzTh+yOjdaKnsj4WZ/vSFfZ5u98vb/k7Zx3HzOb0v+FPGEI7jhm3Yh+bfL+KG7P3lPA4AAFBxrCNa8E0dUdEc0WosIlYUtJ19aHfEUIBQRDSKjljwuJHV4QgnDOppDDE0NmL1J+Wn1xHRCOSFb3u7FAqYd8/UhZYHmBtuHREP3RFp382M72waM0zlAU6HmNUkaWJkedXdPtAHIj6d1ftCnC3/uJxHnnMynI8dRwcAgJe7XkckLRzrtsNTRzTaseVp5Ige6mU2hyOpG9Y5KJqKiOz+pPzMMyDBEW8trtaaO+P38tikieCI9sc4/MO5kiS3cM6fMwNxl4mp+MflP/IC/Th7fl9mcpAB4E5zZ89HVIjCJ2JuJ3LUESUlgLugvjk6STFoavdSR1SXbWmCJQYDIcsWzP7OjmhyPX5HNK9xW1UVHHHhuHVEFLopgiNOMzGebWeys5zz58zAvzn/uDy7rz921dlxkjwdAABw4O7WEUXygrJREQxq68ia6uHXoGhru+YLVswnHeL98ctfiLMJWt8Z4rUggn3t2H4RCKk/OT9haZrSXxuE1m7N5dwfmCfeHFGP6/feHTGsYW8kbhLGsP01EnDVmTZJxkz4H/MMN+Vx4x/IwzxdTc/buPpTnk0c87jdX7fHEwAAK3e5jggAfsWVI3YnH7qT912bIwqevpvt/S15iF/b/F/njCSMzpatiO1uHYVzXJ72mewXY/6cefgnyT+uPZU9Cf/QjPk4zhMAANfc3ToiAPgXfkf8UnfEyYfuWI3r9zO+9w37e5r/W9yv3/fL2i+/Hk8AAGYD1BEBwH+4csTe5ENv8qGLYg6OyFPsmdVYAD9w/AEAcADqiADgPzw4Im6KM68jAgAAALcPqCMCgP9w5Yj9q4969K4+9q4+3oAjAgAAAFBHBAD/4eoe2u3Re3n0Qf13+L41fHe17N9rBgAAAJbPytYRAQDwDL8jXr//KlGZJCqTRGUcr4zj5VGsPGoP34EjAgAA3HWgjggA/oPfEcc3X4Zz/XCuv53rb2d729nudrZb7l6DIwIAANx1oI4IAP6D3xFHN19uZ/uvsv1X2d7LTO9lpreV6ZY6K+2I87sUd96X+hLz22/mBxcaAwCwEkAdEQD8hytHxAXxZaa3lendWUdcVn67Nc5vdAAAAF58VkcM2n5hmYEUsv1eMxeZoLBm/KZcZn1tbW1tPSPv3FtbW7u3IxuNKusZD4M4gYYzRpxFOksqfQjLHmTWSTtFPA5O4D/VtzI/02d6f/WfGJzTT05T84vrgrBOOCS0djNuHREXxK1Mr9S5WWVHnDdLd0QAAICV4C7XEcWgF0eUQvdMX9K6XdnUKbM+G39jIO/cm8kYhDyZ9bV7O/pDixLaWxjHgYoUCvAb/ewIBVg6an1/1cbAnByRnj8TFNYCIfubS2s34c4RzYK4lV6QI+LrqozlV+ImU7bzTMwxD/6Uc/7s/PpjSxLiWPzHjdEfAACAxSrWu8htegAACv9JREFUESUlICiCoARFJRRQBEERBEX/zg4KiiAoQlARg+pL6LtVCqlPce1TG4PGq/oXsZpHIGzFxPYNLe/cQ0qUWbeUz8iOaFTn1nAJM4qC2BNafzwZaQytpse5T6Q8psnLO/fMyWwNrONABK8gCoIgYLKoVdYEvLaIGgMhSSu8BUX0KBAIoqdqRm0TbABDvyQst2UAbb+JBkZwODyVNnl9zEBIwp/Q+rPyU2yV0Y7jyhEtgrgwRxQwZaEZFU8jzdUYDsc5K2/5Hce1N4bN2HtaXiK2M8al5QEAAGCxsnXEoKAEAib/079DdTsUbevF9tKgGFSEgBIMaXkCikTv7Iy4Lgj3zN/mmXWkRPLOPbOWER0RlzF5556ufSZLw8p0tP6ErUxTmrUj2sYlLTaTjwMVUh0xFMCUTgyadApZF2oRg0FRFa+giF5SG1TtE0XcL3EXZNURCe+vPlNTK94ghQL6PE09xaA+MK0/Lb+iKIq0E8DPanBsx3DriLggvli4I9IUhyY0NMeiJXcrRkTBsudhP/Y8f+LQtCEEm/+xd4E4OgAAABnHOqKFhWmi5czCUMB4ihyR+BVJc0T161c0bejBEXlKODoER8SLgtZz/QwxNISN1V99ffq1ZlT4Y03e5oi81UI2dkeUrP4mBjF3Mj0xZ9BszEhgLhlyOiK9dGd2OFs9EhvBEENjI1Z/Un4V78vNbhzxo0UQF++IjEZOxyK2e5YhzjxsR+TPzzmEY7ujIzKmBAAAQIBdRyT+uxiCgmL+Xjc7IsXtyI6otyzPEbXCW2bdZmM6ah/TuX6s/so8z0c0zYJnrdkDc3REMWheYZ6xIypikH4mpTocVkRk9yflRyzaEV/cTkfkcTVXksSZX8Dqc5z9aY32DOxpgyMCALAI2HXEJWpiED8NUbStNc/CEfF1atxBWVDWIomQHFFfkaVuYbE1Zv85rjUr8s661mK/QsWlI8qhwJoQ2LGfcEdaa8ZlyaxW/I6IZ9bXo+1DaCvU2BC8a80mCbUiBgMhyxbM/stda/5oEcQX6V5RXug1KzTdCTutQRPbOYdwnBJPfoGpa+z5WHaQ3c65U8SX3B4EAAAAlRWvI+pXlmDFJONCE4tg4JehEC5k0S6FwU9JNDbBGplwXVVqvveNdZHYvH5sXTu2qx2pv30A8xXV0zsiPi7p3MMpHZF68Qh5jdh6iYt+MqL6RAwK2BUtQRFPEwgGA/gIWDK7aFneX+u49stoiKkkyymQ1P6s/Iu6ZuXjVrqLO+LzVK8or/T9EQEAAIBFsMp1xJW5YZ4JV8vNtwbS/RFp8N/c5jayMu/vwu5983Er3X2R7oIjAgAAACZWsY6oF/wE6rUpS8V8D23Ab6zG+7u4e2h/fKE6YhcJ4vNUFxwRAAAAWN06IgAAnvHmiEgQwREBAAAAQVjNOiIAANPB74hDkyN2wREBAAAAFagjAoD/8OCImiB2noEjAgAAAALUEQHAj7h1RL2C+DzVeZbqgCMCAAAAUEcEAB/iyhEtgrh4R1z8rfvmfctAx/sUwg0LAQC4BUAdEQD8hwtHvP5oEcS74IiLGZd2+2v86fxGBwAAmBaoIwKA/3DliM+SJkG8O2vNS3dEAACAlQbqiADgP9w64rPkDByRsZBKW13lWZP1+tnGO2HO+RA3Yc+T7YiWnGH6Dw9yjsvoDwAA4AWoIwKA/3DpiJ3N2TmioNkPUVN4GhlONls4x3X7mJZfoOuvxe3saWn+x5kHAADAC1BHBAD/4coRN+fviDQ3smxofzpX0SGOa58n+zH/ftk3tw9NG0Kw+R97F4ijAwAAuAPqiADgPzw4omGKyRk7IsNpiI2O/WcFY1xaN1dzYzui53ZHR2RMCQAAwAVQRwQA/+HZETcTfnPEsAZjwo7jhjH45+noiI67CY4IAMAygToiAPiPKR2xMJ0j2p/igkVsZ3fw+vFmHdreaHnV3kLbO3Z/xn6x23mS015i9AcAAPAC1BEBwH94dMREZzPR2dQckeg0DOb9YbVq8wEAAPA5UEcEAP/hxRETnc1EZyPR2Uh4rCMCAAAAvgLqiADgP1w7IiaI4IgAAACAIEAdEQD8iDtHTLh2RPZKLvH8OfYHEbEDz3qxt8zsl9xOxvPkAQAAVhqoIwKA//DgiBskR3RlUexXXW3COK3Q7WmI0zhi2HxFiKs84IgAANx6oI4IAP7DrSNuUBxRsN2fxbOW8TgiI6djNobw6QktD4hj0bzQUSgtw/HvCwAAwIoCdUQA8B+uHHGDzxFxeIRP4NZKfuGj9WH0d1RAdgd8X9gJHXcKAADglgF1RADwHzN0RBy27dnb+Wtv7A6M0dkOSszM0x+fv/1f4jwddwoAAOCWAXVEAPAfc3JEHbYA2XWK7VKcjugBtrNaGtmK6aib9hZ7QgAAgNsE1BEBwH/MxBHtwsTpQK6cz4MjupoG0fPYAue4y65my9MBAABgFYE6IgD4j3mfj8hGFylHmXPsxpA/4riMRnsqdn/GY/ag9r0jbggAALDqQB0RAPzHnByRs6jGUDriY4ZmEeFXSftLYZKV0sZl+CV7nmCHAAD4AagjAoD/mJ8jWj5A7AZp78bO4JiWpz9PcvvcHJ2S9i+xv2N+AACAW8aC64hiUAiEpKm2NwiK00yFghQKoOz0eWaCwppp7FBAEQRFEBS8VVwXhPV5zBAAHFliHdG+Ce0lRqOjI9JgJNcdjrGhfbb2lxwtkJYNAADglrHKdcRQgGyBYnAqz+RBCgVoY0iheyb5E4NKIKQ+DgqK8UImKKwFQvI8pwkAZJZSR6Q1Emts7CScdsXTza2wcm5L6+8orwydZeecU38AAAAq3uqIoYAgCIFQSK/qGUKFynCBkKQV5FTPI9bnUGMwqOfRpFDvbX1BUWiOiG+iSZtedgyEJPwJrT+ejOKINvMLBhTJ2AwvJVptEgAWxcwdkVGEs3+q8DfSXmLbpCtttcyfcxSegSz9GeM6dmYAjggAwNLwXEdEdocpXRAvrQmCJl5iENc7u3tJoQDukfirruqI+KZSKKBrnymnGNSnSetPm6eWYV0Q7plesTginkfaCVhWpQFgIczWEXXh4JQ5Wje2+TmmJeYhPrY0MjTRktxiV44yymPJoGsAANxWPJ+PaLZCRcKFjr4YTHRE2oYuHNFWd8Qqj4YYGoOz+pPnqbXbSoMMR4TlZmBJLGCtmVGZY5TrGEYVpmPZ1tE12fPkGYLRk9Gf1giaCADArWSKOqJJopbliNrmYtC2XmwdAisisvsT56m12x0ROwfRvNYMjggsi/n9Fh/jqb2RWGabiUKx1W1Z0Oaw9IkBAAB4YZo6Ir4+a/K5mTmi9kwMCgK5l74584ppMRgIWUZmX2HtYq1ZCin6c9M1K7DWDCyNef8WHwAAAOB/pqkjBoP4VR+GzeFohmRtR6/oS75qnc+UCt+IngaTR/P6sXXt2H6rHFJ/8jwxSKXBgEC49w1cswIsD3BEAAAAYFqmqCPO/QY0qwm3+cFCM7A0wBEBAACAafFWRzQqcMyz+nyK7R7aROAe2sDyAEcEAAAApgV+rxkA/Ac4IgAAADAtq/w7KwAAeAMcEQAAAJgWqCMCgP8ARwQAAACmBeqIAOA/wBEBAACAaYE6IgD4D3BEAAAAYFqgjggA/gMcEQAAAJgWqCMCgP8ARwQAAACmBeqIAOA/+B1xcP1RBEcEAAAA7EAdEQD8BzgiAAAAMC1QRwQA/+HWEfUARwQAAABUoI4IAP4DHBEAAACYkv8NHdDpCjEkjo4AAAAASUVORK5CYII=" alt="" />

    如自定义 Exception 继承 RuntimeError,可定义 __init__ 带一参数,并做 try... except 捕获改异常,参考如下代码

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" 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