在《Spring Boot事务管理（下）》中，已经介绍了如果在 protected、private 或者默认可见性的方法上使用@Transactional，事务将是摆设，也不会抛出任何异常，并简单的给出了一些使用时的注意事项。本文在此基础上进一步解释如何正确使用Spring声明式事务。

一、关于目标对象内部方法自我调用的不同情形和存在的问题

1、情形1：只给b方法上加事务注解，a方法上不加

目标类的接口和实现代码示例：

public interface AService {

    public void a();

    public void b();

} 

@Service()

public class AServiceImpl implements AService{

    public void a() {

        this.b();

   }

   @Transactional(rollbackFor={Exception.class})

   public void b() {

      insert();

      update();

   }

}

只要给目标类AServiceImpl的某个方法加上注解@Transactional，Spring就会为目标类生成对应的代理类，以后调用AServiceImpl中的所有方法都会先走代理类（即使调用未加事务注解的方法a，也走），即在通过getBean("AServiceImpl")获得业务类时，实际上得到的是一个代理类，假设这个类叫做AServiceImplProxy，Spring为AServiceImpl生成的代理类类似于如下代码：

public class AServiceImplProxy implements AService{

    public void a() {

        //反射调用目标类的a方法

   }

   public void b() {

      //启动事务的代码

      //反射调用目标类的b方法

      //事务提交的代码

   }

}

由于目标类中只有b方法加入了事务管理，所以代理类中只为b方法加入了横切事务逻辑，Spring事务管理的本质是通过aop为目标类生成动态代理类，并在需要进行事务管理的方法中加入事务管理的横切逻辑代码，如AServiceImplProxy中的b方法所示。

调用getBean("AServiceImpl").a()时，实际上执行的是AServiceImplProxy.a()，代理类的a方法会通过反射调用目标类的a方法，再在目标类的a方法中调用b方法，故最终a中调用的b方法是来自于AServiceImpl中的b方法，AServiceImpl的b方法并没有横切事务逻辑代码（切记：事务逻辑代码在代理类中，@Transactional只是标记此方法在代理类中要加入事务逻辑代码）。所以调用a方法时，b方法的事务会失效。

其实，在proxy对象与目标对象之间还有一个InvocationHandler对象（以jdk动态代理为例），真正的横切逻辑是放到InvocationHandler对象中的，调用逻辑分离到InvocationHandler中主要是为了构造出具有通用性和简单性的代理类，此处为了简化处理过程，统一放到代理对象中来说明，动态代理简化的调用关系图如下：

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" 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AOP中存在方法嵌套调用时，相应的调用过程序列图如下：

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Ahc19UdtlyzcDzH9j4izMGDt9nYNE+By9Yr3acX7nmkIuaNq4685Bj9z3kuH0PvW0D6QM1IkoSvzrvm5c19TARU/evJnzrhP2+deJ+5b9KsDreot5HJx528v6Hnbz/Yafsf/gp8zYx8+6m6efd+Dt6/bbzD7ihnXjrtUdetbRXKbv3l55TdsBRpx1w1GkHzGjtUfuCv7nu6LlLtzw1cdCEAwdNOHDQtct2KmX6wbLaZbRo1f0T9Ap5yv0ro/TY40t3Kq32h8vOUwdqB53/bLc6/ttWM7xu2Zbnpgw/Z+DwcwcW3bhsJxN/uOzCufO30xuLrxm4YBszE+15sPKCg4svPLj4woMvWtdDzMQ9q2475KK2XmLijx+86HuH3BZ78OIf/ngHvXnHjw5Z+JZ2sfVL7W82NYeYNm54mL43v3n6d994Ptatv97Nz68c/dPrTtdGUcfMu+EiWrlxg3rr7Wyaety+hx6376Hf2XfaqoS6z86msy5terB+v28dv9+3vj8hesJ+P3xVHwVu+NGo/X70GtFr8w67vKknSczU+9jEw8fsf/iY/ac/3m3MRe1eOuO7BxwZOeDIyAEznuxWG2hlBXKSdj418eg5S3++5MBBZx44aMKBN73Om382QJkcuvm3xEz02+sG1yzb/MykwVMHDJk6YEjDBvO8FAtXIsnMdGbFnaPfXbP5Q+I9yy68cdkvlg0sqhhYdPOyXUnmPcsuPG9g+PyDi88/uPKFHmbiZM+qBQdf1NZDzPTRgxddfMitOzbeeskht76lN0q9q+ptao4fBiTqaFitGElipg0vPkyX3Nx89rg3XmjrYS0ovPzcylE/vW68FpsHz6urpFUvGXUjevx+UqORJNrdVH55U/Md+x9+yv6HXzFx+tgD6rbqIebFusgBdb8h+s21R13d1MtETL2tE48+48BBEw4896keNdkk0YfLZk4ZMHjKgCFTB8x8Rq11rOV957OTh9Ut+0XTQKURWPA7ennZwKKZA8MzBy7YzsxE22uLf/zgKy9MHVF58IiLDh7x841iudjMduSvXEz1m7tdUohV66445u5+ZfWbJ50/5RhtzyRRkibO//sfH543NKlex6TQZ+QPmmZc/PSMx/72wct/+2DL2zNePqHi6R41zc6bZu26cdf6v+6MPf29zpuvX9vNR8xZ3XLnaBp760N/WXyS3u1INb3PrFRTn9xgWTPN6m+ee+KikU/v/L+/9v7jL73PzqaHL/jxevWCbL/hgvj8z+L/+KzrnTveO/fgW9Wbk3bcUJmY/+fOr/7c2fHfXeceunCDXteT+p3AxK/NO/WekU/s+Pv/PnsPL7mqeTdRkvjX8079Wcnjb/79j2988fEbay6jFd+780U6+prnW+85hcbVt36x5FRhRPR+04yLbzxuyd8+fPVvH77yzHEPnHDOUz3qJNs7N1228+b3N33+/qZn/uudm2pX9zDTztdXbys5f8KR2swBMyf5zGv/uvOnc4cw8Z5l5/3g5mMX/bX3+b/0PP/0sT8fdcGzPWqhvzv/yt03dq/5S2LN0xe/N7/u+R46Ys6TTXeOorG3PPDZT04i3vNg5bVryhs/63ri064ntpf/ZvRFbb2UHPb9itk7Hrn/FaZd29bQpdvrp855/Kd3jKIx85f8edHxlm6x39m8H7T++ce+e1fVtOETzx+7/an1O7WJ0KHHjd1+w/0vGwFsyu1ffVo/jZl4V9O0aU/PXP/lJ+98+UlHR8X60rN+2a1en7fqnh3e8afff/mnlVt+dAE9skWLu79+7hG6IhoRhl/t88bdW/LYb7/4+Ol76L6q5t3ESaLdS2dUPjPjiS/2/PqLPa+9ffbmE2Y82S0VQZLonZviZZ+/v+nzR6bTo/MHbCj7fPdLn786Z+yjv1q2UwkDnTfN3nnzrvV/3RnbcVvvBUPvf1EID/rpTcVaMvQIYiZ6b37boB2J1Z/F75gzeM+DlfPmH/vjz7paP+tqfWrEytEXreshHjZr5uwdq+5/NUk7t6+hy7bffuKUyRPpyd9tVGf1P1ofi8+aZK05vnifyJRnjr3w2Lg7q84afuYFY7c/vb5Xm3If/J0xO25ofEVteznJk2778pPb1LoRPXv1uc9/+ae3vvzTjj+cs+H48ke71Tv07RufHfr2x7/94uOfb7q+gn75yovqiX7z/K/oimmnal2yJPFvrjutaeQjmz9//5G7adlVyz8gZqIPl82ctfrsFZ8rJXv2K6POW9ttrP9XHrw7P3HqX7rX/mX5VHr8JwM3jv0svvqzly4f+0TrgzuV0uma/4MPb+h6/NOux7b/eHfliIc3khazxI5a3t/sOQn8lmgqhnnhQqhhvqf7dQoXD9eDsbS/1LkmIkry5kdv2nb2zT84UjnRsCtvupuWNWxRb8XLV143lZmIp045i7bv7jauuH0elK4fG+MDVudwtLkKn9xgWTLdn2cu+2vv0ilqrT3r7Eu0DjIT0ZWtt0/jJDMXzZlzJT353Ebl05t05ZMLpzIzJ4uurrqSnnpe2y60U0natGU5nT9jYpJo0Ly2322uGkTMRJGmP77xwATldMmp0Zna6bS86TNmxNy7dfW2Gc/cPVbp3U+9+64rtjXdt1mddbv8keunMBMnp0ydTtt2djNTz643aGjxUOWdQhbeLEwSM+367TPbz3r6v09WXumU/144e/vDjVvU081ePmeKsn3KFNr+fsKY/mHiJL363Pwdk2+YdbjSXxw2a84d9Mj9rzDRiff9fOLKl97auPxXI+dMGyZOCerBxqhdfmdu2al7xR2/GH3+tMFEg8tnjn59fvN6fYi/4eErV/5gn4NH7HvIiH2nrurW12dsfPiGNy+8uXqQUjRF1YuX0N33vaTWt3Hnji9SemwTT7+CVj+3iYmYNr28gs47ZyIb2dj88gqaOWNCkvioa55v31R1NDHTpkdv/N05N111tNIUDb/qlrvpgYbN+pVPqtVm2lgipjPLLie6fOoYoiQNGTSSOt/tUePr5b+4bjIniZJFl19yOcXWbVHGBsR62YpX4OU187cfe+xQtbaMjY4ephT3rm1rdkx+6vYTlQZt8k9unr1j1f2vKhVm0sqNb21c/suRc6cNY6bxo2fT5rZXmZl511trdkyYPt5Sc/I7kGikQSB3L79z5egLzhpMPLh85qjX5/98vdoCD563oeXKVVX7HvqdfQ8t2e+sR7R2O0kvrax784KbqwcpM4hF1fX30M/u26Re23HnlBUp6U8cfwWtfX5Tkohp86sraMbZE1mvnLz51yto+owJTHzU3DUbN11xFDHT5tabtkVvvPxIVkv2hruo5f6XTXP7NHvyKGKmM8bOJpo9+SQipiFHllDXe7u0VuLhK6cwE/OwWTNn0+a2V9S6IXSFfXCz5/DjfEKItY77xaeIxGBvs7+eJhET93T3EL1z3qAXxHOO7Xmfz1QWYWp9DiVZfcjO5jxIJ9J2M+U5MCN+1oYupI5eiIm2XDPwyofVHS4m9UqN+k5YvyuGfGcMPZ3YxZOSRCcdV6RvH3zcGFqd2EWTWJ/oU55LxON0ypQiIYKycd72a4+4foV6ugrhymtdMSKiJPXsfOPkIWH1LmLmo489mVb3fEAT9HpCpmOJKKntb36ZPbvfGH1MkfHNE0ccO5rW9O6hM8TAoA3v9NEAMRH39O4m6qoc8ZJ4Hcf0fkzjD6fx5Xcsu6FyxA1/Hq/PzZIle4VRr8yXtHv9C6+Pnb5iOBNz0Zy5P5j/g+c33j5tsrLP+KWfvruUiejVaw6tGnnoHTTroS/vPa07ESd6q+KbT4npjkvspklERCVFR2vXMHLOZVTR9uumiZEX256hyxqnqD/STZRMdscTdMrEIqPJZiLq7u4h6ph51HNiymO7P6Bhan6JmGjkcUP1EinRHquNCXOS6Lhjh+s15KhjR9MzPXv4DCUxNQCvvOLclcYZjr1z0x1zBjNzkphKhh2uNvo7P3hj1NFFRlQ4fMQoWtPzMY0/jE6ffseyH1aOqPt0vHIlTyivpMqXfn/v+BN6X/7tm5XnTLapOX6oP3rIZyLi7vXrXh9bvmJYkoiHX33NlfN/8NzG+mmTlRdyWtMn7zQRE70675tzS791N31/6Zc/K+tOdBG9XfHtp8VUx8Xf5wlMRCVFR2kN/rgZl9LM9b+5f8K4F9c/R5feM1Ufs3Gyp6eXTj6jyGgEmIgTPTuJOi8YGhNTHtuzh4bqLUmSSO3AMZP6WGy7iImKRwzWkz1sxChas/NjHm9EHL/c7Dn7OJ9jmLdEXx42dBy92NWbnDpUDMDvd/ccXTTMmFJj/WoT0cnX/H7tecPNaX6g7SnGe33ILq8NVkI8sbiF9SbD3C0odGzcnESkh/xxd770jzmD+cVb962UO2H6/UxCOEyK4Zb0B+obK0TG0jwynU4N+ePqW7+oOpo23X3ApUk9S0nz+5pqP0ArF/FmJqHRV+M9DztmLL2a2MVTB+unY+aPenYdMXyI+PLlREzbhXjPyitSNo66bPsTZw2TzktESeaP39tBtGPbS4tKJxvVR5jNUrORZjHlIUvNuXf+dqLtJQN/Yuxzz8rrJ88qkormtKZP3mnqfWTCKQ81XVsWZaIxN3bELi2SLiMz75aHXzy1/Dy65OUNS+j5X9IVj40j0iei9Mqp9whJPerka99+9vzhRGKt451adTKypN/o+vovPSdGTdB6oMK9QExEs5evaTyDpVMbkkIS4rm0CsxMtKdrB9GO321cdPxkYiKafOX3xkzb/tKiwxPrE7OuLrWrOb6oPeLN+7JaNw5ebDy/ZNUPJ18mtOREdFrT//t9U/ejE05tbromchYTnfKjP7RdUiQUARET71b+1C/LlGnn0GWvvng3v/AruuKXY9Q3EZR91H+N4lYmF2l01Y7V5xQZyRIRk1Q39DI3FvmzVHBkanOEAa25yerDy5y13Czus4/6xpjbWOLHnKRhp513ytvPvPi+vj9zknpeq4p899pNatjWFgMyUXL48KHqLK6yvzw3wNqJjMJgoTxYzJjr9L7ySb+8n6LJCeO9KKV0Xtz48NhbOj/revnqwUZ9Va/Pjv/p1qfNe999k0YWHUPMRG+926NPoe96900aGR7EnDS1kkXhMP2uN2G6lza9suKUmrc/2rrpqqP1+RUtS6Tuo8/NDh0ydtvObr1k+YN3t9HIYUfqd6n2+R8lmSQNHnve6Hef2bRH+uDWrjeqJ5xTs4Vp6KCx23d3G9Vgz3vbqWToEXanVnbSKgPzsKHH0I4PE2KlUnPNvY882zn/nm3z31/yyB+VSktM8ueI9A9D+ptNzaGLn/2s66tPu7769L2vPn3vq9aL6M1YrCdJG2/b99Db1otvuAwdMpLeejfBReEwvdmTED6oJnyEj6TWc8IZV9Ca51t2dqqz+kmjahUNp9/1dmtFoOw/vGgobetNEAsf3xJjvNBd0IpDbX+kxv3dd3v0IlNriDg20JPSTpGUa47WHg05asyODxNGbfmoaweNHHoYEfc+8uw785dsm//Bkkc+VtM85sSZo7as++WONTtOn34a29Sc/A4kCmmstXHjw3TRs0qt+PO7X/35f75qraQ3Y209SXpp0X7frN+gvy5mGj64hN7+n56k0mJ0s3h52Xjt4gK6ieOvoOdf+PmuDjr77DOFQMs8fNgQ2rar22gckkTJomFDafvublOyQu/K0mPQuwN6QCGieNdOvXZ9/N4OKhl6mHac6XODeV1eOfkcf1L/T169L72LL3QIBs1r+iHdOnNi8/vaxvZrI42vX/rTByYa3S79cvOEyrtPXnfezNU9SvqbGw4aUrtsV1LrB2tv4ur7kykRfRxv9ODMY0o9e3lfYDkiNlVMxPRGIq689t5VZ1Y+SdQV71UvxfJKZeFecsP1c5aPufH6ydr2i3+iLOjb8KN5y0+5oXaisExG64TxhNOvoDXPb04SJ7ubrzrghq1qT0u7t6m3dcKlzxH1xHcKja9yLBEx09BTzz953XnqimveOP+WX5w8p/ZMLYiKn/lWS/OIufdeRbdfNXnFHm3jtpoJD79xyW2NZyZp8DRFf+sAACAASURBVMkzR794wS3blPvzxQWLV466/LozjAUl2jyGlqBCyerp0+8Ytbny4vW9SvZeXXHIcT95aDfT7g1X3zmo7rJvD7tsRsmdP39oV5L43+phLNc0P7TdqUg1Z/26J2j25Gnia5x8xU/H7Hh6wy6edPmSMa0VZz3SrTXu3Q+1LKcLZkximjRryZinK8ofVT/l8dJP9j9sdlOPfn3EgHdqbf3xK2677/VLT5uqpqNkQ3mX97nnNzFRsufncw+88TfESZpw8d0nv3DeuU+rtWvLvQOOuW5Zr7UI9K5G0og96nZiopVXNCkLtjfesmjl6CtrztRqiNHO2HwTgP6c+t/gUTNHbaq87S3l1BtvW7Jy1KXXnc68a331HYPqvn/YsO/PKLmz5aFdSmX+9rRp4VV3Pv7mhaMmm3stPmqX9LqRVOuG1uoSMU+6fMmYt1Zv2EWTZi0Z81RF9Fd6bE481KKu4Zh42T2nPFMx/fGEcnk33XnAET9Y2mu7gG5M7aKRKxYtfeO/yqYIzTsR05nfvZzant+cZE52r7j+oPlvEjOdef6do9dfcP6zPUqJb1mqfXhHT1bKv/pyxK4eJ4loZdWKjcxE/NLCn60a9b3rxgsdPr0jmPc3ex9M9ZvDvNKIi2vmmYZetPnjwfOOOP+A29QkxtU/8cUPjjbqupqIEqaPmrtmJc2cfeKQB4mI6Li7Xv7ZHGNoapoTSxIdPq18xPz/vvbgxM2f3X4SCwkqyalhyTm3ubgm+c0YsBIR0+Tbn5197LmHPElERJXP/rn5uUOr/yeR5KFJIrpyFlV8s5RImZ79L/0N+yu/zxXfPolImZq7WJ+a05JVHo97oL12UmTcAURE56zZM46YaeKNay49TXsjdsYzH97zwtE3vtfDNOTI6IyRNy269MD4nZ/fpeWTj5y7ZhXNnDVgMBERnXz17585dzgJ0wN6P085gIkGz9jYc3TN8Gp9+nnsrcv+MutItVvQ2kQXzhsYJiKiUbO3PxkdLow1xbSIk0SHnRUt/vEdPzyk+4ZP60+c8/gSuqRu9HG/IiKi8B3rF1x9TPKlRY+9WXn9ZGLi0ukX3le54u2rF5VOnTb8x3fd8s3u6z5ZOFLrBhUEseb0rrxz5aifbh9P+j1FTHTMWRUn3fDj5RuqF85b/4fi648v/ebd6rFjbuz40/eKKEk06Jp1z3L5uccftoSIiE645/Xl84YZfXflTMq5iqZMHLfwDyVnjRM6Z8SUZD71/q3XTiw7/UAiorOf+UD5koYj5659hCq+f+IxS4mIqOTuVxvmDmXqJe1YJaPC1ItQWfXHsy+hC4afS0Q0+oodrWcPZyNvLGdPSELvjOqN/rfnPP4zuuRHhxxLRESj/mvbY1OGMr+0/NE3K384mZNEx0+vvLdyxdtXLywl4mFnnDLmrkTJxFLhFCT3PvOeMrLS68a28aSN3YmYaFD03JPqbvnFhupb57X9vvhHJ5Z++x71wFN+9Ic/XlxETHT0NS+sprPPP+GIe4mIqPSerc3XDNWqnNRK87BJZ45d9M7IaWOkdpuZaEzjK9WTz4geRER01tO9JxMx8+Fzn26mC6pHDVcWMh1756Y75w5R3gYiaTk5kU2XS20raVYlVX5nFhHRqO9te3TyMHUH/f1Ncco5f4U4y/zVh/6vpsslzJs6BN43ihGanfZ0C976gWJrZXdSqaiYiA9dPYcW5nWxZaU+9H+1XVo1Jrl9MQXU1+Z9ay498XbTZNM+r8077Dp6fFvTJOvh2rGkX0+nfcjSabPPknP2nNLUH3vNnnaru5/aaR8jS47Z0O6yQ5/xc9VKo+ak3Mf6lHYs9W/N2VZTdDstX9t45l6vObtfOqt8zw0dl062qzlEfOgzc/O68tSH/lHTJV8isckl0wPrU8ZFlhpqMnbWrrwxl26TiEuyZJcs6Slro0ShiKUx0u+v/87PqHnlfeOlTFrSV0stn2/2HIz4XcK8bTDe/4hTsz+pR5++96jWU/PS/yDhQSEzDSn2PfQ7bntffMJy2+2XnLzCdjsIPnn7Qe1hIVSs9GqOf11ZsbKfznxR6WvKA0vN8UX1MdrSgq0b1bNXOTzzyR8eMroUey9Dmeibj/NZxv3GDsRffPQb60YvXQfPkwekddyEfpwa/V07JZT/5ZUj4oiK6MtP3nEYkfx63revoSd2NE0SutjExFvnHV5Dj7/ZNNFxECamY9mH5J6y9bwkZo89JWv/2HGMSOkea/sSXHYT65KPGu5UvNYc0u8pb8WXPzVnW014MS1f3XC6ffb6pObsfums8tY3T6r83S8nDtNPYj6dHwgD/S8/6ZBqgmnsrm0xz8JKiZD8lO3YnfQz2p2ILMlaz6hfZNtkxTz84fqSe+mh5cqI3yZ9fZCZ90WWs8Cfu+l99SI6dghSzSiwUMyOJxVOJJe0+qjQCRVXfvny48gD/7tduKm0K0SRpj++wSxu99LCssN2+8dpzurr5WbazZw9oSXNrOF230c7g/lc4nZf81hz5H2I7C5v3tQcKXujGuKr93bNOWbi+j9M1COHn2tOsrDm9k2JjLzvnYeNb/sQi9goOH+UWk6n+in9CG0TjG32l/8ku43WdMhb/4Ok/ZU/C5380Slybj1TNm0eWliSW0/HllFLR7zJvbaqqbMntKRynE59Co8vQbzV/dtwp4Ca0381xwe1yBSthSDKclnbhnzHp+RorT+wGXi4djssyZK4RUpfHs1b+x+2Id+0Ja/lcqqfiJ2m98WA7RbmTX+mMXlAUppqt4DIOWX5zlT39kWZ5YJcdzNpPT3uQ/JdZ95fPlbf3z1ZL/sY2WOHNL2lb3oJtruJ1cbfDbcHqDmoOS6Mj/LKQdTYYplpJyHAk/yU7bCbtKfY7kRkSdZ6RjHkW5M159/c/5DSV/cwbcn/IsvJx/mS6URopzBP7j2A1BuJtM6Hw0mlA0m8A8XDc3FB8p79N9oaTZXUNok3A4lXybYFNO/jueFOq1X1lD2hJc2s4XbfR7rPhXOJ24nE7QVQu1Bz+qvm+KLuaMMw5arm2dy++n1N5uJ262Q4PUVG+uaycyrK/JKbEX96EdohGJv2Nx+uVAZLmubupLlK2fY/SNqf9P+XS66QZdB66hfHyz7Wp6yP5dvba6uaOntCS2o91v0UcouQbcNt7CMd62+oOag5zmyaZdK2kLYl9VPmuX1zsuIWMqXmlqy10FmuS6bYkSLkm7Zofxrp568cf5xP+VeI6GS3MUWY9xa8Wf2fqVyV4nHvf6i50m5oudHJ/zLLAa2i53Ru1r3JswYMEorDKVmnwx1OTekea0qH5LudLNmTbnLhdCRXG6EhEI5lEvfxpzyqOe7JetkHNSfnWCsj1q9MkOb2jVLL8yLL8Xv8HsO2EIzJ+SkPG7WzO55UOpAsBSPfwGS6CQuW8SVTLk0bCTXefjfzPp4bbpc03Y91zJ7QkmbWcLvvI93hwrlMFUZ+LBye562Ad641R9tOqDn642DVHOG7+kl5II/dWXtg0xuwThLIiZi2mPcx9waI+2Nun7Uz5rvcBX7yFLbdw7z5cNauI5tKRa5D5lpl2/8gaX/S/9/82BfFljU2vXy52eL09iFiuysp3VHGjW3eJ+2GWzi10JI6HuuQPbktyFnD7dxqF0ifEjUHNceF8Dsd+uVyC9usbZHLyNzUi1vIlJpbstail7odJOTNKX39+guFKJSsnL5WcHlfZDld3GcqNr9N7xu1pODZNFvm5sy19XRv8kzH6ldVbhbTa7jN2RNaUo+NvuklkHyfkyV70u0tnM50VwtNgHC4bxvuVFBztCzt9Zrjh1okhVWhxG3CqnWL+YFf5/b9cL/nenGf/sB1cK+Ule1TqTdqxzqeVDqQLGVj7tTbdQgKnv4dFCRchHRaT8eWUTzWPU33Yx2zJ7SkmTXc7vtI97ZwLlPdEO5/lrb4u+FODTUndzWHSDy8IGrOXpjbF9MXzsj6LzCZap1tIiRnxpo+GekbqalPCDvoZyT7ffJVThb3pQjbLj0AIvOfRhhmU8HI1chcsWxOpOVOLBv7G97SIShw5ok188t3niCVLpHtxRRvafM+aTfc4qkprWPNWeqzkM/iHx729zfUnP6rOT6oPWwOBCSXvqk9J6OkzO28uIVMqbkla60AUreDhLw5pa+XglCU5ohu9A9cuwX5Kycj/qRYfqYxt0uY9xa8Wf2fqXTl6mI9kVhgctnYPWVT6oVNGsG4tp7uTZ7pWOEKm9P0cjjJpWO5/VIfa93HyJKHVtt0OvNTwtUz/iykhtsD1Bz9MWqOhc3iPtK2sGWL+BRp1cDYYonWxoN8nds3VZ78lZP3+D2Gef36OsTpfp7eN+1W0Oy/hoXsW0/HllE8lh22ezlW3C6UUQ4abvd9pDtWOJe4XdhoqR7pNtws7eNPqDkknMF8LtQcoxHu47l9IVlz3bNNhOTM9NHcvhB38rvI+urX+UwR2qVDYFQU00ZzB9DcdbBNWcmQFNcd7nybDoHUdhQ0x6ZNvwLWJo8s11C8mcl0MTNquPUbL91j9eyJ979LNqQ7VjiduF3YKB9buK22B6g5qDku7MOqskWuKuZG3vZY8wObZK01UOp2GMk6p6+XhVCgNhFdLkSXboEfSq1PFve5hHnTns4bic2lZVOQ1r6CtoOpeOyeMhe8qTEqbOINQObW06HFlFtP4cLat6ruh5NcKJYbL42G23Lne2u1ta3Wp5xegl5zPO9vv4+voeaYToeaIxJ/uY7lSyoGcrEyGFuc5/ZtQ741WdJ2tpQss3A6U/pEYoHahHzSmgv7ZkTOv7g9f+X+m/vkMG+UnH2cdpveV6+4t74CWUpIvrfVnGiFZ9P6yG1KQTPuN5JbT8eWkYR92GG7l2PF7UJrSyRc9rQabo8vQbpXpdOl22p7PMRpH59Dzem3muOHumOehDeaaLI0tuan5NBO4gO/ze2zlEhe6pupftOflg6BsYN+4YziYbHAWE/fdKBcFfTiZEt5SGUj1QnjKEuNKXhJD6McvZUz3cbm3TJquPVbLt1jTdnjVLtJ96pwOnG7sFE+NruBmuNufoaag5rjwtSSC9fZpoUnuRbZ9g/0LdrhUmUw0s+PuX27WpSXcra4zyXMexuys/o/c9URytK2AyGUilxC7k+51JgA0JZoeWt5heuZulW1Hk5yWVhuuQwa7tSxR7pRhXOZnnLKdpYNt/0+hVC7UHOEP+yyHeyaw0mp4IwHYpUwthTg3L7Yx81jufk4n12YJ/lPKcw7btQuure+AlkKybZfr5WfTTNk1xnM7wLLkXyYm9UfejyFfANn0HCn22p7PKSQGu7UUHNQcxwFfW7fmmC+ysV7/M4R3RzgjegulWLfTe87PGW6/60NRIHT7iuyb4WNMjU/lVHDrd9s6R5rSiflbtJdKpzOVKb2LWyOBmqWLAlPWaZz/Qc1x3osao5AKDib5p20LWRueG2e0g43FaUemy0nsgv5JOyj/5+4RftTSz/TkC88Vo/O6yLLQeA/cMXk7BOBvenA5ZP6OwvgS6g54ALVwy9Ced4xMdSHaKFPsgp9CjUBMoOaEwQoZQ/+o78zAAAAAHuPf0b8AAAAkDWM+AEAAAIEgR8AACBA/BP460P9nQPID6gJkBnUnCBAKXvgn8APAAAAWUPgBwAACBCs6gcAAAgQjPgBAAACBIEfAAAgQPwT+LFWExSoCZAZ1JwgQCl74J/ADwAAAFlD4AcAAAgQrOoHAAAIEIz4AQAAAgSBHwAAIED8E/ixVhMUqAmQGdScIEApe+CfwA8AAABZQ+AHAAAIEKzqBwAACBCM+AEAAAIEgR8AACBA/BP4sVYTFKgJkBnUnCBAKXvgn8APAAAAWUPgBwAACBCs6gcAAAgQjPgBAAACBIEfAAAgQPwT+LFWExSoCZAZ1JwgQCl74J/ADwAAAFlD4AcAAAgQrOoHAAAIEIz4AQAAAgSBHwAAIED8E/ixVhMUqAmQGdScIEApe+CfwL8QaxEAAACy5Z/ADwAAAFnDqn4biUQiHA73dy4AAAByzy8j/kRjWag6tpdONGud8jhWHTLpqyzEqkPVMaJYdaisMUGJxrJQWWNCypPduaX85SZrag7Sk4PC0c5rvgIZ5QcAAJz5IvAnGsuKa9v759xVbaxrq2op74MwlGgsK6e25qjT87Elte2RSKRlsXTqWHWonPTMxRs6ynMR+6PNvLUmjyY7os3xytZZCP0AADmT74E/0VgWChXXUlVVJOM09IFxWWNjtTA0VgbS6jMJdUtxbTu11xbbBtFoRRW1d8YdDzdvFsbhsepQWWNMf0o8ILaktlQO++ERpVQ6Qgu/sbUtVLVgVWWkvXWdcNTalkhDnX5UuGZBFbWsdX5pykblCoRCobKyMmmSIKZeGGGErach9XUcXrXxpH6KUKg6Zlx79Vym6+DUVRGuQLhmQWmtFPqxahcyg5oTBChlD/I98BNVtjHz1rqSDA+PVYfKOxrizMzxytbaFm17orGsuLUyro6XK1uLyxoTFK7ZGm+IUKQhznYD8Njalio1RNseTkSx6uLa0jZ9hoBayvXY1l5b3rlA3d6uh7JE4+KWqgr1ZMUlkdIRYaLikqqSYuOkkYa6aHi6HPmLSyLttUuEuBltZnbPGxG117aWxJmZt26VOgqxtS2k54KkFxJvICGzjinr2ms7K/QXH1pbocxHCPMVxnWwmaawuwLRiiqpzwMAANlgf4g3RKRZd0Xql9BWRZGGuJiKkkxblTyLr6evBX71YDP1KcfDLWdXN8sHGH+Jp3N63erzRuaFVORsmRJ3eWnyflI+Iw1xayKuKUtn0PcQ99Yfm5IQt7tcBvnZRX6ptJBnUHOCAKXsQf6P+LOS6OoQJs0pPKLU2E4t5caUfHFtO3V02YwqTYFOGaqnOlyb4C5vsSYoi3e2ixm05H9da3ukcro25y0O0pUxPjMrMwjF2sS5e96Ec0UrtOSs4/1EVwdF9CG3sDH1RRMPsyRh3lhcErG/7LLikojxFgu+0QEyhJoTBChlD/wd+JW4l+HBlhFmylVt4ZoFxpv89ocrIV97c8FmysAmH3bRURFboq44MPoRpiV+RKT2AMTpdG8vTYv81rjvktm0L1queOgfAABAav4O/CmFR5SKESPR1WFsF8aQmSRre3hsbUukIZ5eOHTOR2xti2m+va2KlLe7Y9XmlXFantJ4aUrkb+zqsMR920SyvGgaMYkUEx4ij7sBAIA7fwd+ZSDstke0TlibFluifygwWtcQET6bF6u2W6RulmhcrC6ldzlcj2uJxrLyllQjVbe5bpuReLSuQVniZ8qAkjdl7zReWrSuIdJSW9tuHe8b7wMIn9LP6KJZ6QseY9Xl0kcTHMU724V5Eazahcyg5gQBStmDr/d3BvpauGZrW2eoOFRLRJGGhipqVSJIuGZrnMqKlSeIIg1xZZQenl4Zqa0tDnW2cTMRUUt5SHijvqqNa8Iuh4eb26pC2hFVbdy2NlTeGSdyHKyGp1dGam33UHoZ8ajN/rVLYjXNNVt5RHVIy4AyCe+aN8fTt5fazPNHm+MNZcVKr6qqjaPaxbRLOc3YX1VF5UrCblkTxNa2RCrjGPADAORCwL6yN1YdWlziKdjsPfmYpz6jfu2Q87cV2R8jXaD6ENbvQCZQc4IApeyBv6f6U5OmoxONi1u0NfL5I1rXQNIn8kGUaFzc0bBK7BbhrobMoOYEAUrZg0IP/NHmeANpy+KLWyvzcWQdrlnV0FG+V36JwHdi1cWtlavyr8wAAHwrYFP90N/qHRZjLkQ9BADYK/wz4sdazYJWHwqJ/7nvurcyBYUFNScIUMoe+GlVf4p4AAVEKetFtMjuyUW0qN60iXlhn+cJAKAg+CnwYza4AHjsvSllvShUz8lbmJmIiZNETJQkZuYkUVLdwsmv7busj3MNAFA4/BP4sVazoDn16tTN2v8RERNrD/XtAB6gDQkClLIH/gn8UFjSmb8xoj4xq9Ff/U9/FgAAPEHgh70q/fdr2O5fRH0AgAxhVT/kPfM8P6tbmJUfaOzPvIGPoA0JApSyB/4J/BBQ1nl+fTsG/QAAaUPgh/wnz/OzMejHcB8AIF3+CfxYqxlM1nl+81gfFQO8QRsSBChlD/wT+CG4tCG+NL5H1AcAyAQCP+Q5lj++b5nnx2w/AEA6/BP4sVYzoNw/yIeoD56hDQkClLIH/gn8EFzKm/tOUR+xHwAgDQj8kOfsv6YX8/wAAJnxT+DHWs3gcp/nR8UAb9CGBAFK2QP/BH4IKMzzAwDkEgI/5LsU8/yY7QcASId/Aj/WagaT48/xifP/AB6gDQkClLIH/gn8EFx2UV/4QD8AAHiHwA95zeHn+PA2PwBAhvwT+LFWM5gcf44PUR/ShDYkCFDKHvgn8ENA2f0cn/AvfqAPACAtCPyQ59w/yIeoDwCQHv8EfqzVDDrEfsgO2pAgQCl74J/AD8GEeX4AgJwq+MAfqw7pqmOZppJoLLM9Xkw9i+RNSZY1JjLIX5an188rvaZcvrIMpZznR+wHAEiDfwJ/Jms1Y9Wh8o6GODMzc7yhozzDEBZbUtseiURaFksROVYdKqc25qyTl0SbeWtNOOtkslOlvyxmbqtqKU+/L5IzKaM+Aj94g/XeQYBS9sA/gT8DsbUtVLVAi6LhmgVV1NGVQQBT0llVGWlvXZcQt0Ya6qLan+GaBVXUslaL/MocQSgUCgkD+ERjWVljozKiLisrk4bSsWrlT2HEr6chhV3blMUn9VOEQtUxYwCvnitWHSprjOlpeOiqROsa1Fcu5b8xYZ8ZJQsJPavVMe2lCXlMq4fkNs+P7/ABAEhPQQf+aDNzsx6ZKdHVkVEyaoQPT5cjf3FJpL12iRDAjNMlGsuKWyu1mYbK1mIjQrfXtpbEmZm3bpU6CrG1LVRVYWSWKFZdXFvaxszxBqqdZURVp5R17bWdFcpInVrKQ2srlPkIYb6ivba8c0Ga0xSlI8Km/NeEE41lahaZua20VslMuGZBlXJhEutaqSHeHI1WSF2ida3t8it1hxl+AICcYr9YlGVW4w0R0xQ2e7oC8YYIRZS3CyxJtFXp1zGivaOgbhZ3izdElL+FtEz7GQ/bqpRdzIm4piydQd9D3Ft/bEpC3K5kzXLitirt5cn5109q+3Kq2tqq7HJiPsoN0aJ//+P//fur//33V3/815cf/evLPf/6+wf/+vv7//pi17++2PnPv/X88/PEPz/vIlrkLT0ItmzbEPADlLIHBT3iN2hj02bvA03tyHWt7ZHK6WEiy2y+MsZnZua2qvbaYm3iPNHVQdRSbqyNK65tN95j0IbORGSMhK3j/URXB0VKik2ZcU1ZIx5mScK8sbgkYvP+h3iOUHlHQ9xYdmDkP97ZLiUvJBWta+goL6c27XobrzTd8b7DPD+z9EO9AADgVQACf6KxLFTcWhm3Rn0laLseHFtS205KUA+FQqHyFiLTEj8iUnsA4nS6OAHAzGy/YE+Lh9a478xbylmSh+QZnCHe2U5iHyla1xBpWRtLP+4TkcNqPoR8AIBM+CfwZ7ZWM1atBP0Mo2NsbYspCLZVkfJGv2nFGhGFR5RSe2dc/38PlMjf2NVhifu2iaSRshsxiXhnuzgJkY7ikoiUGSOpROPijoZ4vKHD6COFp1dGWtY2ZhD3bX6OT5gAwKAfPMN67yBAKXvgn8CfgURjmTxNbaKM4l0SsBmJ60vco3UNEeljbonGxerepqdi1Xbr743kWmprbaKhsCLOWAafRspuWsr1Jf7l0kcT0hKeXhnRUxKSSjTOqi1dUBMO1ywo1VclKnvbvtIU9Fl9wgf5AACyV8iBP7GuVZymT/u7aBKNi22iYnh6pbKaP1yzldtKjeSFtxPCNVvjDaQ95dr5CE+vjJDtPH+0Od7QUa68k1+qvVueRsouqqqoPKsEyMhMR7kpL7ElenSPVlQZH3xwfqUpOUV9BH4AgLSFUr3JnTfqQ5jDyQX1a4fSX+aYtURjWXHngnTOHArV/+vLq4mYOKn/y8bjpBL7/3PA48wL+y7jUCDQhgQBStmDr/d3BnKvPhQiooV+6dAERmJdKzWsyqi/4T7Pj4IGAEhDgQT+euGteoT8vJNoLCuubY80xLdm8K4C5vkBAHLJP1P9Fgj2BS8Uqv/Xl9Xu8/zM/I2DnsBUPwCARz4b8SPYB0/KeX5UAwCANPgm8Osh3xrv610/kucE6fghnUVf368lg5MCAIAT/0z114doIbuEfwgKrNqFzKDmBAFK2QPfjPgVerxHDwAAACADPgv8OvQAAAAAMuCfqf5U0AMAAABIqXACv64+FELsBwAAsFWAgR8AAACc+OdHeuoz+SwZFCDUBMgMak4QoJQ98E/gBwAAgKwh8AMAAAQI3uMHAAAIEIz4AQAAAgSBHwAAIED8E/ixVhMUqAmQGdScIEApe+CfwA8AAABZQ+AHAAAIEKzqBwAACBCM+AEAAAIEgR8AACBA/BP4sVYTFKgJkBnUnCBAKXvgn8APAAAAWUPgBwAACBCs6gcAAAgQjPgBAAACBIEfAAAgQPwT+LFWExSoCZAZ1JwgQCl74J/ADwAAAFlD4AcAAAgQrOoHAAAIEIz4AQAAAgSBHwAAIED8E/ixVhMUqAmQGdScIEApe+CfwA8AAABZQ+AHAAAIEKzqBwAACBCM+AEAAAIEgR8AACBA/BP4sVYTFKgJkBnUnCBAKXvgn8APAAAAWUPgBwAACBCs6gcAAAgQjPgBAAACBIEfAAAgQPwT+LFWExSoCZAZ1JwgQCl74J/ADwAAAFlD4AcAAAgQrOoHAAAIEIz4AQAAAgSBHwAAIED8E/ixVhMAsoE2JAhQyh74J/ADAABA1hD4AQAAAsQ/gX8hPn1Q2BKNZSFVdSznqceqlVRj1aGyxkTOkwc/QBsSBChlD/wT+KGgxaqLa0vbmJk53tBRntvgnGgsK6e2b8lrMQAAEh1JREFU5igRRZvjla2zEPoBILgQ+CEPJBoXt0Qa6qJERBSeXhlpb12XdmwWpgzkWYPYktpSJewTEYVrFpTWIvQDQGD5J/BjrWYBC9ds5a01YeWPxLrW9kjl9HB6SQhTBsxtVdRSrob+ROPilqqKqLBrtKIqk44F+B3akCBAKXvgn8APhU8ZsxfXUsOqGinuK4N412Ojzcz6qD5aUaWnua61PVJSLO+LyA8AwYXAD/kjXLOVmZkXdBZnuMAvVq30EcpbtC3xznYqHWGaPiguibR3xrPLLACAP/kn8GOtZnBE6xoiLWuFyK9M4Lseo4T88o6GuDrXbzAP+BUdXRjyBwzakCBAKXvgn8APBSxWLX+GL97Znm4Ka1siDXE2VgoI7Af3lmkAAIBAQOCHPGAa4sfWGmv8icjTe/xCfE80lpW3aEP64pKIdXAf77S87w8AEBD+CfxYq1nIwjVb4yWLtY/iLS6J243c3USb26paypXDizsXcFuV2hEIT6+0vJ8fW9uS/scGwPfQhgQBStmDUKq3TvNGfQhv3kBGYtVyV8L8NwQE2pAgQCl74J8RP0CGonUNVLtEeyMh0bi4w/xxQQCA4PDPiB8gc4nGsuLOBdwcxWjfx+q1dR4LA9tqJRrLilsrc12BY9WhtRW4OwIEgR8A/KHeYYFnYPoBicay4tr2SENOY7PeKVb/mEWrEPoLHab6AcDf6kMh/b/+zksfSjTOai2timR6MH7JAnT+GfHXh+oX9XceIA8sXESoCeBuES3yvjPzwj7LSO4oY/FVNCuTqf5Ydaic2tRRfaw6VN5SpfwlDff1fX0934/FfR58vb8zkIbATOiBq/oQakIweRzQL2ReFKrn5AJmJmLiJBETJYmYOUmsbEkqT31t32V9ne1cSDTOaq1ctTVMjdbnlK+4cB3CRZuFZ6MVVaR+pbXyg1iWX7IoX7wuUePbyA+p+SnwAwDYcu4LOodD/3Qf9bBPWc3Bx6qNH7FQvtM63tlOpQscfskCgb9w+ec9fszegAI1ATQLmZX/7J5kIeqz/K+vqpAS9p0H4PglCwnaBw8w4gcAP8n8jR4p4otdgbyWWNfa3t5eHKrVt7QXhzrbpPflU1B+ycL+bXv7wT1+yaKw+WfEDwDB5jy4d8eWf/1E+7FqZmaON0Qo0hCXoj5+yQLS5Z/Aj29gBgVqAnjg3ENg/3YCMhSoX7JA++ABpvoBoHCxEeO5ACJ9uGYr15i2eflIdrSZuVn4UzskXLOgKrS4sS5q/JLF2pZIZdy/cR+88M+IHwAge2pPgMlbyCx0+CWLIPJP4MdaTVCgJoBX1nf3/bakv++Fa1Y1dJRXx4goVl3s+vkBX0D74AGm+gGgILHzXwF7jz+FcM1W5VJEm9n7RwX6Cn6KaS9A4AeAAibEeMQRXzF9USP6ATnkn8CPb2AGBWoCZMj6lT7gG177AWgfPPBP4AcASAvbTumz6XFh/6ZfoVJKze7XmBbRonrr/v74Kaa9BYEfAAofi7P98mARc8h5xftPMRGR9mtMyk8usf7bS6w8Vn6Niflr+y7t41z7jH8CP2ZvQIGaAJ6kWMGHz/L5i4ffYbJ+fAOrOO355+N8AAAZsgYDyHf6LzCl81XNwjc12c3u5EyisSwkKGtM80eNYtWhUHXM7Wn1A5bpJ+2Ff0b8AADpYeP/ze0/xoJ5Kt13Xtg+wPfxQs54Z3tVWj+UlIZEY1k5tXGUiKLN8a6yWY3T7X9gKXP+GfHjG5hBgZoA6UGML3jyJL/5NxhzL7a2paoi66jfpU8biIP/2JLa0ja9SxGuWVBaOyvXo37/BH4AgKyw5W1gKADWqN/Xb/AnujoiHYsznudXtdR2LlB/c7GjXIv9icbFpj5FtKKqvXVdbiM/pvoBoBBZf54HgT5ohF9kyNWHNhcyE8U729upIc5bw0REicayssZVwmy88ivJKVePVmnj+nDNgqra8rWx5mg0sa61PVIp/yhytKKqfPG6RE0Op/v9E/ixlhsUqAmQDfHnebCwvzB46OTl9EOb0WYxtfCI0vbyJbGaNN/xj5QY8b24JEKtXQmKxjvbqXSBKcIXlyg/npy7wI+pfgAoVPh5niBw+immvfaGTnFJRM4QcxYfFhU7BIaOrlxO9iPwA0BBkyI+3uMvaGyaxembgjZ/Fi/e2W4frV21d8bFFKh0RNiy3aA9mxv+CfxYyw0K1ATwBNE9OExl3cezO9G6hkjLWj3yx9a2RCqnC3FZWfOXMpmWcrX3EKsub4k01EVJmTywDO4z61i48U/gBwDIkHXuFx2CQuH0Br+4mCPHwjVb26hcW9W/uCSeyefsIw1tJconA8o7GrQUwtMrI+Yhv6VjkT3/LO4DAEhPykYf4b8wuL/B3xelHG1mbnbKTereRrSZo0RUwzWmJ8I1C6pCixvronpXIra2JVIZD+oX+GAtNyhQEyAde+MLXCEf2E/w+67Eo3UNVLtEeyMh0bi4o2FVjr+4z0eBHwAgDdZFXtof+CxfQSm03+YJ16xq6ChXv6u/uLUy52EfU/0AUNCsC778Gg/Amesb/PnUw6sPhTx8o0C4Zquyj/qOQM75Z8SPtdygQE0A7xzXd6MTUJCwitMT/wR+AID0oOkPAm1Yj3L2DIEfAAqe7SgQgaJguK/nR0Gb+SfwYy03KFATwBP8PE+A+OIN/vzhn8APAJANxIPClPIL+1DWZgj8AFCoUv08D8J/gXD6fn6Urz3/BH6s5QYFagJ4hJ/nCQR2/W0elLUN/wR+AIA0pGz3ERIKjNHRk97QyZt5HW8f4t8bEPgBoLDhg90FDt/KnC7/BH6s5QYFagJ44/rJbnQCCgY+y5c2fGUvABQ060e8oJCY127mJvbXh9S1RLmanM+feX5C4AeAAuW8pD/P3vqFrLF9QadDj/R9Ia+iPvkp8NeHMMcLRKgJ4I3jKBAKSoqv7nEOt30a6U2nyKuoT34K/AAAaUn98zz51RxDppiIv7bPAy57hEL1+uNFtMh70tn0D/It3usQ+AGgUInTv3naBEO2hIJN/vsWoiQxEyWJmDjJymNOav/y1/Z9UInHHiN63gbvbPgn8GN2FxSoCZAefLVLYZPX87P+p/KDfWq8V7aLqztNEX0vzPznD/8EfgAAz/DZ7gCRvp9R+4+lToAW9R1rQqD6AQj8ABAI+fltbpA1IZyzJcyL/6az8r8gZ/h1/vkCH3xDOyhQE8CrFG09PtZfQKSv8bFGfWEL+CjwAwB4Z27h8e5+oTIt4dQn+ZPqEj9x8h9FT0QI/ABQoFI28YgBBYSNET+Tw3A/6y/5KRj+CfxYyw0K1ATwiu0G+qg/hUX+piZmYVmfeZIfU/0q/wR+AIC0uDXy6AQUDHlxnzq4lyf5MdUvQ+AHgIJm/RpXKEBM6mc42fLB/UxW9Rc2/wR+rOUGBWoCeOLcyuOX+gqKUI6pJvlR6Ar/BH4AgLTh3f0AMMK5ZXrf5j9A4AeAYEFXoMAIRek0yS+t7QcfBX6s5QYFagJ4YrukHwqb+xf4KN/bDz4K/AAA2UJXoCAJU/3Mlrl9TPWbIfADQCFSg7t7Q48w4H/mT23g+3pT80/gx1puUKAmQJqsP88ThNXdseqQpqwx0d+56VuWxX1Oa/vR1SMiPwV+AIA0mN7jd9ilQMWqQ4tL4qxoK60tro71d5b2CtO38+r/Kd/bDyr8LC8ABIH13f3CHf8lGhe3RCrjYfXPaHNBT3AYZZpqkr9wSzxN/hnxYy03KFATANzFO9sjldPDqXcsDMIbN9JUv3WSv6A7QGnAiB8ACpLtEJ+CMOZLdHUQlcQby4pr24mIqKqNm6P9nKm94ev7Nfd3FvwBgR8AAqjQw3977eLKOHOYSFnmV124sV/tz/3r71cRJYmZKCl8ap+J+D8HPM68sJ+zmU/8M9WPtdygQE0Aj1L8PE9Bv+MbaVhVo7/HX9cQaVlbyKv7nBZwFG75Zsc/gR8AIEtSV6Cf89J3wiNK+zsLe4/jZzXV8i3cYs4CAj8AFKRgva8vidY1UO0SfYgfW1LbXlVRoBP9DjDcd+OfwI+13KBATYAMBeOzfERE4Zqt8ZLF2vf3lFPhvsGvcO/kFXBBZwiL+wCgUAVyuK8K12zlmv7OxF6BN/jT5p8RPwBA5rKa+a8PhepDWFXqA9Y3+PHZfSv/jPjrQ5jjBSLUBPAmxXfypx4RipF+IaJHPjN/cAPD/RT8E/gBADKTzs/z6PEewd4nUr7Bj3I0Q+AHgEKV8ud51P/D4N7nAvwJjoz4J/BjdhcUqAmQnhQ/z5PyzfvM3t23diCQTh+ks+jr+7VkcPaACwXhd6mhAMWqQ+XmGz4o30gOqYRC9f/+aq72My3q17i6fJkrpvchUPwz4gcQRZuZjR/kiFWHyjsa6hD1wczTJLAe79EDgCDwz8f58A3toLDWhFh1eUtV29aawPwMKWTD7UPeC5mV//D5Pb9CpPAAI37wu0Tj4pZIQxyjfTCxfou7d8qIHxMAUJAQ+MHnYktq26vatmK0D6ml+/Mt4lsAiP1QMLC4D3wt0VhW3FoZxzQ/iEKh+n9/Nceyso+Zk8YWYiLCL7VDAPnnPX4Aq8S61vZI5XREffCCLQ8AggiBH/ws3om4D87wjS4ANvwT+LFWExRCTYitbaHSEYj74IFtJwB9goKDSOGBfwI/gJ1ISXF/ZwHyETsu5seXt0PQYVU/+Fi0mfEpPkhN/HkeBH0IPP+M+D1/Qzu+eaPA4bv6wSuXqoJfai9QaB88KJARP35cCwAcOP48D0Aw+TjwI9gDgDO0CQD2/BP460O0kBHsQakJ/Z0J8AuXH+nB6L8QoX3wwD+B3/KtmQXxY9JIJ+10Mksq/18X0slpOou+vl9z6r0AAsk/X9krj/gx3A8u9OghM6g5QYBS9sA/gV+GHgAAAEAG/Br4degBAAAAeOf7wK9DDwAAACAl/3yBT6pvYF7IrPyHb+8pcPgubsgMak4QoJQ98E/g9wwjfgAAACcFGPgBAADASeG8xw8AAAApYcQPAAAQIAj8AAAAAeKfwI+1mqBATYDMoOYEAUrZA/8EfgAAAMgaAj8AAECAYFU/AABAgGDEDwAAECAI/AAAAAHin8CPtZqgQE2AzKDmBAFK2QP/BH4AAADIGgI/AABAgGBVPwAAQIBgxA8AABAgCPwAAAAB4p/Aj7WaoEBNgMyg5gQBStkD/wR+AAAAyBoCPwAAQIBgVT8AAECAYMQPAAAQIAj8AAAAAeKfwI+1mqBATYDMoOYEAUrZA/8EfgAAAMgaAj8AAECAYFU/AABAgGDEDwAAECAI/AAAAAHin8CPtZqgQE2AzKDmBAFK2QP/BH4AAADIGgI/AABAgGBVPwAAQIBgxA8AABAgCPwAAAAB4p/Aj7WaoEBNgMyg5gQBStkD/wR+AAAAyBoCPwAAQIBgVT8AAECAYMQPAAAQIAj8AAAAAeKfwI+1mqBATYDMoOYEAUrZA/8EfgAAAMgaAj8AAECAYFU/AABAgGDEDwAAECAI/AAAAAHin8CPtZqgQE2AzKDmBAFK2QP/BH4AAADIGgI/AABAgGBVPwAAQIBgxA8AABAgCPwAAAAB4p/Aj7WaoEBNgMyg5gQBStkD/wR+AAAAyBoCPwAAQIBgVT8AAECAYMQPAAAQIAj8AAAAAeKfwI+1mqBATYDMoOYEAUrZA/8EfgAAAMgaAj8AAECAYFU/AABAgGDEDwAAECAI/AAAAAHin8CPtZqgQE2AzKDmBAFK2QP/BH4AAADIGgI/AABAgGBVPwAAQIBgxA8AABAgCPwAAAAB4p/Aj7WaoEBNgMyg5gQBStkD/wR+AAAAyBoCPwAAQIBgVT8AAECAYMQPAAAQIAj8AAAAAeKfwI+1mqBATYDMoOYEAUrZA/8EfgAAAMgaAj8AAECAYFU/AABAgGDEDwAAECAI/AAAAAHin8CPtZqgQE2AzKDmBAFK2QP/BH4AAADIGgI/AABAgGBVPwAAQIBgxA8AABAgCPwAAAAB4p/Aj7WaoEBNgMyg5gQBStkD/wR+AAAAyBoCPwAAQIBgVT8AAECAYMQPAAAQIAj8AAAAAYLADwAAECAI/AAAAAGCwA8AABAgCPwAAAABgsAPAAAQIAj8AAAAAYLADwAAECAI/AAAAAGCwA8AABAgCPwAAAABgsAPAAAQIAj8AAAAAYLADwAAECD/HzceDB/hDoVAAAAAAElFTkSuQmCC" alt="" width="648" height="429" />

2、情形2：给a方法加事务注解，b方法上加或不加

对1中的代码做修改，为a方法也加上事务注解：

@Service()

public class AServiceImpl implements AService{

    @Transactional(rollbackFor={Exception.class})

        public void a() {

        this.b();

    }

    @Transactional(rollbackFor={Exception.class})

        public void b() {

        insert();

        update();

    }

}

此时生成的代理类类似如下代码：

public class AServiceImplProxy implements AService{

    public void a() {

        //启动事务的代码

        //反射调用目标类的a方法

        //事务提交的代码

    }

    public void b() {

        //启动事务的代码

        //反射调用目标类的b方法

        //事务提交的代码

    }

}

即为a和b都加入了事务横切逻辑。在这种情况下，调用顺序还和1中情形类似，区别在于在反射调用目标对象的a方法前，会对a方法开启事务管理，虽然调用的b方法还是目标对象中没有加事务逻辑的代码，spring却会把b合并到a的事务中去，此时相当于只有一个事务。如果再将目标类代码改为：

@Service()

public class AServiceImpl implements AService{

    @Transactional(rollbackFor={Exception.class})

    public void a() {

        this.b();

    }

     public void b() {

        insert();

        update();

    }

 }

即只在a上加事务控制，由于b会合并到a的事务中，所以b中的逻辑也可以被事务管理。

由于a和b都合并到了a的事务中，所以这种情形下事务传递规则不适用。代理类中加了事务逻辑的b方法永远不会被调用。那么问题来了，如果我想让b也执行自己的事务逻辑，即调用b时执行代理类中b方法的事务逻辑，该怎么办？修改目标类中的a方法：

@Transactional(rollbackFor={Exception.class})

public void a() {

    ((AService) AopContext.currentProxy()).b();

    //即调用AOP代理对象的b方法即可执行事务切面进行事务增强

}

这时，就会强制要求调用代理类中的b方法，从而开启b上的事务，此时b事务上标注的事务传递规则也就可以生效了，详情参见：http://jinnianshilongnian.iteye.com/blog/1487235

个人觉得这种方法不太好，会污染业务逻辑代码，使代码变复杂，而且不符合低侵入的开发理念。还有一种办法就是接口下沉，把b方法分离到另一个接口中，从根源上避免目标对象内部方法自我调用。

二、try catch的问题

有时需要在业务逻辑代码中显式try catch包裹事务代码，以便在出现异常时进行一些别的处理。目标类的接口和实现示例代码如下：

public interface AService {

    public void a();

}

@Service()

public class AServiceImpl implements AService{

    @Transactional(rollbackFor={Exception.class})

    public void a() {

        try{

            insert();

            update();

        }catch(Exception e){

            // to do something

        }

    }

}

自己在代码中显式捕获异常会导致spring事务回滚失效，原因：spring事务是通过aop捕获到异常后再执行回滚，如果业务代码中显式捕获了异常，会导致spring捕获不到，回滚自然失败。

有如下几种解决办法：

（1）业务代码catch住异常后重新抛出，如：

public void a() throws Exception{

    try{

        insert();

        update();

    }catch(Exception e){

        throw new Exception(e);

    }

}

不足是本方法的调用端也必须显式捕获异常。

（2）使用编程式事务显式回滚：

public void a() {

    try{

        insert();

        update();

    }catch(Exception e){

        //显式回滚

        TransactionAspectSupport.currentTransactionStatus().setRollbackOnly();

    }

}

不足是事务控制代码会侵入业务代码，也正是因为编程式事务管理会侵入业务逻辑代码，所以才有了申明式事务管理。

（3）接口下沉

将需要事务控制的代码分到另一个接口方法中，如：

public interface BService {

    public void a();

    public void b();

} 

@Service()

public class BServiceImpl implements BService{

    @Transactional(rollbackFor={Exception.class})

    public void b() {

        insert();

        update();

    }

}

相应的调用端a方法中变为：

public void a() throws Exception{

    try{

        bService.b();

    }catch(Exception e){

        throw new Exception(e);

    }

}

Reference

https://blog.csdn.net/liujinye/article/details/78286721

巴特西

Spring事务管理的一些注意点

一、关于目标对象内部方法自我调用的不同情形和存在的问题

1、情形1：只给b方法上加事务注解，a方法上不加

2、情形2：给a方法加事务注解，b方法上加或不加

二、try catch的问题

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