概述


先吐个槽,.NET的TPL框架,以及这篇文章想要表述的async await关键字,都是.NET语言层面本身支持的一种异步框架,代表其在编译时是可以最大化的被优化,作为内部DSL来说,.NET一直是非常优秀的一个平台,有的语言只是在设计模式层面提供了内部DSL的框架,在优化上肯定是不及这种语言层面支持的机制。期待它在未来的升级,例如和Go语言中的Goroutine一样,包装了线程、协程的机制自动调度。

目前有很多流行的开源框架,在架构的运行视图中,都是采用了线程池做异步的实现,是粒度的变更,例如原来ASP.NET是单线程处理一个请求,发展到了现在可以由开发人员通过async await自己来定义线程池处理的粒度,通过细粒度或者说是开发人员自定义粒度的线程池中线程切换做到自定义的并行计算与吞吐量的上升。

测试async await的场景


代码如下

 class Program
{
static void Main(string[] args)
{ Master(); Console.ReadKey();
} private static void Master()
{
Task task1 = SlaveWebContent1("http://www.163.com"); Task task2 = SlaveWebContent2("http://www.sina.com"); Task task3 = SlaveWebContent3("http://www.tencent.com"); Task.WaitAll(task1, task2, task3);
} private static async Task<string> SlaveWebContent1(string url)
{
WebClient webClient = new WebClient();
string webContent=await webClient.DownloadStringTaskAsync(url); return webContent;
} private static async Task<string> SlaveWebContent2(string url)
{
WebClient webClient = new WebClient();
string webContent = await webClient.DownloadStringTaskAsync(url); return webContent;
} private static async Task<string> SlaveWebContent3(string url)
{
WebClient webClient = new WebClient();
string webContent = await webClient.DownloadStringTaskAsync(url); return webContent;
}

在并行计算中,我们并不总是能恰到好处的全部采用并行的方式,所以粒度是需要可以自我定义的,async await这对关键字以方法作为载体实现了粒度的掌控。

在代码中SlaveWebContent方法应该是1个,不过为了我们来看看线程的运行模式,所以写了3个。

让我们来运行吧。

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8Mh7qAyU7G2iHJ04lC4yCtc7Q+G4gKybj4eRckYwCouxok4/zAqnHXndl8XK9kbEVbLQ13GtPpc9zaC3rDcZaMJ9K2ilw4NgdotfiVxrpQj2dZkjM6DIyNVUnGxg1sWl7Qeh5cx5Yu44ehcZTq5TiO9c36gZ32tQ05VjR3a3T22s+DiKLY7Lo2mrGLMq7Wrm0fc++1svMfpJuiKBk7n01hRMmClon+B4zV9n2RdpGo6SEuoFhjwPqPkWp4MK6JdY75HhJzThaCB0/Grn/dAIBaGfdknH/070Szo92mZufC+iRjrWtCjQ1nzdNzU2fmkrPTTnai2dFXVD9abRUy56WNw/Lv+UGQPrGsxz16WU412oQHj8f52/y0LWq32BnHJrLljFzh2JZrsfxQbW7FOAxD/fY797L6y2q2fo+iNd6e/qCuvL3r/tZyXfPiQeOsF1aGv+y+ukikDbgyw2nT+s15KjLmoqFzd0XzeyTRTS6gHZs6X09raYhyc7Jb5QrO0fEAOG0j8l3O9uWHqmU5jNWSrtzr/qMCAKBGxj0ZD6o+yRjo1xCfBtbzmWtFjzkb5ePPdgrtTzDkYgCoKZIxMPYKvrrkvvsGrg/eLbyfKFvg7h8Sd39wgPm7tvLSPByHAbkYAOqKZAzUwZC+fDh//5n5cr8Pa4ONb4cGgB2BZAzsFtnzjIm5AAA4kYwBAAAAIUjGAAAAgEQyBgAAAIQgGQMAAAASyRgAAAAQohbJWH0NnvVNb0KI1YWJI615bQbJGAAAANWMfTJut6bacqrTmLa+C1p+T/JcY1XNIhkDAACgmvFPxktqSLjd0oeNF5utRnthgmQMAACAYRj7ZKxrt9SY8erCVLMjVknGAAAAGI4aJeNOY1qF4PnmwqIQJGMAAAAMS22S8WJzLm041pqPScYAAAAYkpok43ZrotlJf1iaOpI+rSKrtMuCZAwAAIBqapCMF5tz5iMpNIwZAwAAYEjGPRmrhxmnlQ4ey0e2WTNJxgAAAKho3JPxoEjGAAAAqIZkDAAAAAhBMgYAAAAkkjEAAAAgBMkYAAAAkEjGAAAAgBAkYwAAAEAiGQMAAABCkIwBAAAAqQbJWH0N3vTCYjJvacr4YrzWfLpwLZJx/ov9zLPrQ7tV+I3Z1USBF0T5eQk/jAffZBz6npffQhRU2ppzy+mW4tA3pj3P8/Lnk77sfkE73apnPASF1zwKgkgIMfvix46tidkX73roTTk/Fn4wuoMRfjjA/F3MfF+SNwsAUD9jn4zbram2nOo0pmfSONhpNN25sB7JuJmE4MXmXM8zykm+Fjv7QuwcPSb2I4mS9irqt3sc+kU5s3Sj+hbjMAjjZE/DSA1x6KvNy+2qzRal38L9x6HvWYfrVzjMQa98bq2ia65OSCaw73/3oWNrQoS+8DzhuZJx6Kvwqk8PJPCE8xoUzd8GkfB8sT0fYgzG+yKG8vkPALAdxj8ZL82r6VY6sFrvZJzRkvFg5s/0SMaDprooyCfjKCp7uVzhMVSLnO4NqRQZhJG+3ZIhO9f+nYG2yrBf9TydrFVwzbWYNfviQ7PCSGDu1Bv6IjsSfXqQw3Jn7qL5u5v9vjj/CAMAGH9jn4x1qoWg02i2soYKPSPWPhmvLkwk5zXXWE3mad0XyUyVjNutvUdm0mF1IYweBj+M9Z/1hga7a0DFsChwjKrmf80brQdevn0heT0XOI3waB+b0QiRbEEunO1O7SM7pjgMwtjIl4GxlLGiXCzdUXaFSkKMdqb6Zv1sCDx39MmM/DH3s1b+mhvH9/3vHpsVQrx5zEjGcSg8T3hekpKzHz1PBIGaDuOk+8JaXkTC8+z0HPrC+WFIn58MWqfrBnL4NhZ+uvHNL2C+Fea5yCWzMePIcSmEtjW1linwHFdDP6ps4/Jo/VDbZuB+X7T3Lwq2rzkHADCoGiXjTmM6C4tLjemFZCy53dJDZM2T8dJU2m08fyZtHdFbilcXppodkSXjdkvvsU7pSUqNNkaBljK1bBqEsciSsVrI2uDQGo2NAJs/NuvgcwesTaZHFYehGSDTGc4V5TH56Ul7QVSajM3DkSk3S7xqK/kMm9t1X2sZO9auTvHll2FRRrooUK0FzjHjLFmWBOJ0uwUDw7n5akf61mIRhENbwLHrWARhejqB49Tkj3JLQXpNoiB3UrHws86QSASRPUceTxbfk48WXnKdZQoveG+G9tcRAMBWqk0yXmzO6SOjmk5jWg0b1zwZi6yNeO+RNBnLUWRzsfkzMxPTcwU37Vm/krV8qpKYHYCjwPN9d5Osu2m315hx/pDUEKnREJxbWY21hdoodi5ipwuqHJxs2gjGuRWN/cvMWdIdbF3KLKMaYVXlerW485h7ruW85uUJy+imiFQcLOqmsNJhyT12zn3m52fNFVEo4kjl1Gh4C6TLCT/XVK23dhRdCqGNbVur50/f6hXJFtCXDLI0bO7FMnALEgBgDNQkGbdbxW21nca0aieodzJeXZhIWyMWm2bwbbdkXJavyhFlNa5s0KKUdh+Xnf/S7KaSXBA5hoyHdCeRozWg8NiS4dI0GBcMZCfLRVkOTrYdJqPgBSvayTiISvbQdzLODYg7t9hzreyl/m8GtONg6ZixyCU/dwuy3qLQc74cZE2HeOXNeWE41AWMEzb6HMqSsdaYoRY2jz8/ijxwMi6+/49kDAB1VINknB9Y1cePrVfrlYytaKul4U5jOn2OW3tBbzjOkvFE2laRC8fmAK0Wv9JYF+rxLEtyRodBtqGqfw82bmDTMoLW8+A6tnQZPwyNo1Qvx3Gsb9YP7LSvbcixorlbffzZHvSOoyg2u66NZuyijKu1a9vH3Hst5zXv1U1RlIydz6Yw0mFBy0T/A8Zq+75Iu0jU9BAXkEerXbx+k7F+vqGfC7L5fhJzThaCB0/Grn/pAICxN+7JOP/o34lmR3+esTWWXJ9krHVNOJ7TPDd1Zi5pqFD35MmTVSuqH622Cpnz0sZh+ff8IEifWNbjHr0kp4a5dokBf7vnb/PT9qTdYmccm8iWM/bm2JZrsfxQbW7FOAxD/fY797L6y7knDKsZRudENvps34BnvRMla7mvefEHFKtJILv5LBLp2KrMbdq0fnOeisW5OOjcXdH8ODQjaS5tb2qB7Ni0G+n0ZmJ5amFgnlSkLkV2g12Q9SVH5qizdb+ddgeefMez6+yHamthrJZ0/Zfh/gMDAGDMjXsyHlR9kjHQryE+AaznM9eMkNrHfLhpf44hFwNAjZCMgbFX8NUl9903cH3wbuH9RNkCd/+QuPuDA8yn7rvP8Y6leTgOA3IxANQJyRiogyF94bDjyWXGy/0+rA1l+HZoAKgtkjGwW0RBrsMYAABoSMYAAACAECRjAAAAQCIZAwAAAEKQjAEAAACJZAwAAAAIUYtkrL4Gz/qmNyHk98PpX4NHMgYAAEA1Y5+M262ptpzqNKZn9p5Zyl6ZP+PIyiRjAAAAVDP+yXhpXk23sii82JxLE7OBZAwAAIBqxj4Z69qtZMx4dWHiSGu+3ZJdFnRTAAAAYPNqlIw7jem5xqoQQgiZiVVKnsnGj0nGAAAAqMZKxt1ud0yTsd4+sdic0xqOO41pNWxMMgYAAEA1NUnG7ZbeMrHYnNPuves0phkzBgAAwGbVIBmbI8RCCLODQrstT5CMAQAAUNW4J2P1MOO0ksHj9Pa7vUda89ryJGMAAABUM+7JeFAkYwAAAFRDMgYAAACEIBkDAAAAEskYAAAAEIJkDAAAAEgkYwAAAEAIkjEAAAAgkYwBAAAAIUjGAAAAgFSDZKy+Bi/7Fmj1BXjqJflKLZJx/ov9jLPrR7tlf2P2JkWBF0TWvDj0PckP48E3qVY3thAFlbbm3HK6pTj0jWnP87z8+aQvu18QUeC5jndrFV7zKAgiIcTsix87tiZmX7zroTeTFYQfjOpgokD44QDzMQjzrUzeXwDANhv7ZNxuTbXlVKcxPZPEQTVTCCEWm63GajJdj2TcTELwYnMuDbidRrPPpNtpTGvfku2gx8R+JGHMXiUOA0fuHGSj+jpxGIRxsqdhRIA49NXm5XbVZovSb+H+49D3rMP1KxxmlQtlrFV0zdUJyTj1/e8+dGxNiNAXnic8VzIOfRVe9emBBJ5wXoOi+aNW+UTGco/GWymG8pERALBp45+Ml+bVdCsZWG0vZFFYrC5MaKOntUjGGS0ZD2b+TI9kPGiqiwI70sVhqCfNAX9pFx5Dtcjp3lC6nTgMwkjfbsn4m2v/zkBbZQyvep6WaxVdcy0zzb740Kww4pQ7uoW+yI5Enx7ksNyZu2j+Fqh2IuO6R/utdP7dBgCwxcY+GetcLQTzZ1rz2o+1T8arCxNJf8Vclv617otkpkrG7dbeIzP6CLrWw+CHsfvP81rfQDJTJeMoyI2qukKi0Xrg5dsXktdzgdMIj/axGY0QyRbkwtnu1D6yHCEHWrUN68drrygXS3eUXaGSRKKdqb5ZPxsCzx19MiN/zP2slb/mxvF9/7vHZoUQbx4zknEcCs8Tnpek5OxHzxNBoKbDOOm+sJYXkfA8OwKGvnB+GtLnJ4PW6bqBL2IhRCz8dOObXyCjn1QYJ8dsDJlHjkshBZ7jfHuua+9R9LFB/TJG6gT9UJ1UulP7rdT+SUfB9vXzAMAuV6Nk3GlMq7CYaLesodOaJ+OlqbTbeP6Mah1Ry6wuTDU7IkvG7dbeI8YHAyGEmaTUaGMUaClTS13yz/dJMlYLiWwlR+ztk6vR2Aiw+WOzDj53wNpkOqiaDrRma6qRV8eK8pj89KS9ICpNxubhyMuQXRS1lSyjaydn7bqvtbLd6Nc8P56viQKVz6JAeDJZFowZR4Ejz7lPPSoYGM7NVzvStxaLIBzaAu59pYcRBSKI7FOTP0YiyaPpOyGCaJB1nWPG+Q2ac+QpZIk/+TTiJW+NTNsFb+fQ/qACAKisNsl4sTmnj4wKIYRYmsrlwponY5G1Ee89kiZjOYpsLjZ/ZmZieq7gpj3r96uWT1USyw8Le75f3CQbh761Rq8x4/z6aojUaAjOrawGzkJtFDsXsdMFVQ5ONm0E49yKxv5l5izpDs6HVl//IKF2Y2dc5zH3XMt5zcvjktFNEbkjnT4dBUa0LbnHzrnP/PysuSIKRZyGzigQ0fAWyOQjvpVo85cif4L9rytcyTi/Qau9JFtAXzLI0rC28bzSD0EAgK1Qk2ScGxsWBb229U7GqwsTaWvEYtMMvunjOOSrckRZjSsbtCilJVo7/6XZTSW5INKHjNNcmttmJVrrg68HdNexJYPB2QHYA9lCXy4yW3O9IMxuYnOuaCfjICrZQ9/JODcg7txi77Vc13ywZFw6ZixyMc7dRxsLP91O7/lyxDQd4pU354XhUBfIHa2V70suRX7J/tcVBcnYWn3gZOy8tsm6JGMA2GY1SMbu29TcjQQ1S8ZWtNXScKcxPZO/3XD+jErGE2lbRe7imAO0WvxKY12oxzPrL/ZZpDPuuhv83iCjN1n7ha/1PLiOLV3GD0PjKNXLcRzrm/UDO+1rG3KsaO5WH3+2B73jKIrNrmujGbso42rt2vYx91zLfc17dVMURTrnsyniUEtmBS0T/Q8Yq+37Iu0iUdNDXMA+kcjoSUgvr+tS5DtG+l/X+WyKgg1mc7IQPHgydv3HAQDYWuOejPOP/p1odoRYmip4bFl9krHWNaHGhpem0jvtps7MJQ0V6p48ecpqRfWj1VYhc17aOCz/nh8E6RPLetyjl+ZUvUu4ynBx/jY/bU/aLXbGsYlsOSMYOLblWiw/VJtbMQ7DUL/9zr2s/rKard+jaI23pz+oK2/vuq+1nNe8eNA4a2aVATe7YywSSVzT06He55q//8zKds7dFc2PQzNW5tL2phbQj007kci8s1D9GGhLeiKy7kfMNWOUr6v2qB1GfoP6HXjyH0n21vihul1Pv3HQlXvdf5MAAGylcU/Gg6pPMgb6NcTHefV85poRUvuYj6HR/kpALgaA7UIyBsZewVeX3HffwLSyrNwAACAASURBVPXBu4X3E2UL3P1D4u4PDjCfqlZ5aR5WX/cCANh6JGOgDob07cHO+8+0l/t9WBuGjG+HBoDxQDIGdgu7oRYAAJhIxgAAAIAQJGMAAABAIhkDAAAAQpCMAQAAAIlkDAAAAAhRi2SsvgZP/6a3div9Vry57MuTBckYAAAAVY19Mm63ptpyqtOYntl7ZkkIIVYXJrJA3G7piZlkDAAAgGrGPxkvzavpNAS3W3uPtJL5qwsTMi4LIUjGAAAAqGrsk7Gu3UrGjOX48ZHWvBDzTa3FgmQMAACAqmqUjDuNab2lWIbjmb1HZtJ2CyFIxgAAAKiqNsl4sTmnErDeZ7y6MKGFY5IxAAAAqqlJMm63Jpqd7Kf5M/o4cacxTTIGAADAZtUgGS825/Zq99glc7LnUawuTGR345GMAQAAUNW4J2P1MOO05OCxNl/FYkEyBgAAQFXjnowHRTIGAABANSRjAAAAQAiSMQAAACCRjAEAAAAhSMYAAACARDIGAAAAhCAZAwAAABLJGAAAABCCZAwAAABI3ZyxS8bq6+6yb4QW8kuh5fy5xqpauBbJOP/FfvbZ9dRuWd+YnYlD3/M8z/P8MM5m6NOe53leEFU++ihwrR0F6T7MaSGioPrO3PuSL2zmHAbYXRR4nnlBR7q77B1Su9vMBQQAAIMY+2Tcbk215VSnMT2TxMHVhYksELdb+hdE1yMZN5MQvNicSwNup9F0J92cTmNafUu2Uxz6KsXJqKWyVRz6pUErCtJMpkdqfdt2sE7CXBBZ0+benFsrkWzJWkUFxx7JeDi701JpHPoluxzS7uIwcHyesT5qAACAURn/ZLw0r6ZbcmBVC5RCJsU0PdcjGWfMExnA/JmyZKyn3zgMwij0VabrfwQy1lfL1vaCSIVn16L6tBbpXFvrJb8j7ZXeyXgIu4uiqOzlIe8uDkP9E4w+Cj+CEXIAAGAb+2SsS1sI8sk4i4m1T8auLhGt+yKZqZJxu7X3iPpgkMqSlByE1HKbHowdf7lXiUwbnc31SeRyqTsZa3Ptrbl2rfoW0pkqO0aBOUjcIxkPe3fmRd2K3VkfYLJ9R8EI2joAAIBUo2TcaUzrHRTp9OrCxJEdM2a8NJV2G8+fSVtH9Jbi1YWpZkdkydjsJNGoeBuaGVUblVTjuVnMTNKblmbt/FvQGuFOxsagqHsoWSVcPXemTQXJBhwxeKAx483vTlhjuKPcnRahzQ8xjBoDADBqtUnGi805fWRUuy1vbqJufcYZVzdF0ka894jeVD1jLTZ/ZmZieq7kpj2ZxFQOTpKV/ud6YYx1Onoh7DSmRTbHQHN+C+b61tZyu3Y0MIso8Hzf2cA7aDfFJnfXszt7yLvLVtGaYBgqBgBg5GqSjNutorbaxeac/lK9k7E2/r3YNINvuyXjsnxVjiirceWcOPT9MDLbVr0gzG7wMoKX/fQKZzK2x0yNbDpYMi7YdbpVlSflPlwpeJBkvPnd9b4Dbji7i0J9N8b1IxkDALAFapCMy25Tyz28rF7J2Iq2WhruNKbT57i1F/SG4ywZT6RtFe6LEwWe7wd2KjObG7RnUBQlY+3xCHZcLMjTZd0U8if3rrVUqDfV+mnjgbF7+0ER+UdDDG13rj6GUe2u+K474+MGERkAgBEZ92Scf/SvSoS5HgNRp2SsdU2oseGlqfROu6kzc8kJqnvy5LmrFdWP0wuL1l1c+QRV2M/qB0HyqDX72b3y5/R1z3jGrloyyloHgijWpu1QmWwtaa21dt3rLrYsZerPbdOHX3NxcRi7C60GkuTVUe0uLnwonZ6iCcYAAIzKuCfjQdUnGe8KW/S0sS1+3u/WP15YG2cmFwMAMDokY4xSrzvXhrOPYCvT4hbvTgiVh7dh1wAA7CokY4wYX268SVxAAAC2CskYAAAAEIJkDAAAAEgkYwAAAEAIkjEAAAAgkYwBAAAAIUjGAAAAgFSDZLzYnMt9V5zQvi4u+cJkaduTsfUlzAAAAKiLsU/GqwtTzY4QQn4N8oQ2LQPxYnNu75HWfLr4tidjIewvRQYAAEAtjHsyXmwuzKvpuSQZt1va+PHSlDZsTDIGAABANeOejDVLU2eW5NRic25vOq2PHwuSMQAAAKqqRTJWLcUyEJOMAQAAMHS1SMap1YWJIzNT7XFPxiIOfe7BAwAAqJtxT8bzTf15FGkItvuM5xqryQ/jkow9j2FjAACAehn3ZKzuuhNCtFvpULF2152RksciGdNNAQAAUEfjnoxlB4XeZJxot5KZ2iPbBMkYAAAAVY19Mh4QyRgAAADVkIyHj2QMAABQRyTjIePboQEAAGqKZAwAAAAIsZuTcWaLjxAAAADjafcm4y0+MAAAAIw5kjEAAAAgBMkYAAAAkEjGAAAAgBC1SMaLzbnk6+60b4EWQhjfEZ0iGQMAAKCasU/GqwtTzY4QQohOY3pmotkRelYmGQMAAGBIxj0ZLzYX5tX03ESSkiXGjAEAADA0456MNUtTZ5bsOSRjAAAADEktkvHSVNo7sdcIxyRjAAAADE0tknFqdWHCiMIkYwAAAAzNuCfj+ab+PIpOY5pkDAAAgJEY92Rs3HXXbhndFPYQshAkYwAAAFQ17slYxt9ck3GnMT2TPbht75FW9vwKkjEAAACqGftkPCCSMQAAAKohGQMAAABCkIwBAAAAiWQMAAAACEEyBgAAACSSMQAAACAEyXisHD9+fMvWAgAAgIVkPEbKM+5xU8lax4uN5LgBAAB2BJLxqAwaQ+Xyfa7VMxn3uSQAAAAyJOORGHSAdtD8SjIGAAAYOpLxqPQfQ7Ml8xPWYnRTAAAAjA7JeFT6HPotGd+1tlC0QcaMAQAAhoJkPCoVYmjPO/D6nE8yBgAAqIBkPCqjSMZ0UwAAAIwOyXhUhp6Mi5ZkzBgAAGAoSMajQjIGAACoF5LxSFTrXiAZAwAAbCOS8RjpmVydgbufR1jQZwwAANATyRgAAAAQgmQMAAAASCRjAAAAQAiSMQAAACCRjAEAAAAhSMYAAACAVINkvNic23tkZu+Rmb3TC4vpzPkzM/mZou9kjNpR77he5rvfQ7u198zS6I5wFOLQ9zJ+GCezo0BNb3bL6Zbi0DemPc/zvCAqWNf9gogCz3W82yAK8kcfBQWHPSbSt3XcjxMAdrKxT8arC1PNjhBCiE5jemZCTrdbU22RzdTjTlEyfqbYZo+wskh4vhg0O4S+8MMqe+u5orFApWMbqflmEoIXm3PpO95pNPtMup3G9MzeI+m/n0Jx6BfGubILWO1yle0ted1Il3EYhHESWocRnYz9y+2qzRal38L9x6HvWYfrVzhM+6QHXUv/LGHsvTjOi1G8uQOyLusQPvoAACoZ92S82FyYV9NzaTJeymaKdksfOCxJxs7t166tIvRFtVDUc8XKW95iWjIezPyZkmQsBzvL4shIrk9Zzi1MltUip3tD6XbiMAgjfbsl45au/TsDbZWxz+p52lzLHjMuz5rj8I8/Ni//cN5iAMCAxj0Za5amnHnI/BP5WCTjWPiBiEPhecLzjIFYPxShL7wgXcwXsRChnywZCREFwvO0BbzkJflLPdtmMidKfwzsQ0i2ky5pr9hzy+mxSYGXO5fsTM3t5HedravOTm45En7oukoluxNCOJPx6sJE0l8x11hN5mndF8lMlYzbrb1HZtI/O8hMnP/De+kFLHgrs3fZcV7ZtXIMQBYdg7spwYhQaozUGjMNomwLcuGs00HtJ8tfcRiEsb5hPdTaK8rF0h35Ydwzz2pNFvpm/WwIPHf0yYz8MfezVrpLYwTc2PNWvrlmzDWn/TAK/eRA7WMkGgPAdqhFMl6ayvpK7XDcaUyrMCTGIBlnv3ST35qR8DwRRGp+GIsgMBOwOWQVpDOD9LdsFLiWjNTMKDBHvLSXRCyCMLeL0i3n03n6J157XM2xnYJdZ+FOnp11leSPUa/dSblkvDSV/tFg/kz6L0T/vJQ25CTJuN3ae6SV/M2hKNCVXsCSt7LwvIQI0g8PxscDc6+BOwXbjbtGgE3X0JKgflZpwtWCljaZ9lPEYRgZa6YznCvKY0pbYj0viEqTsXk4MuVmiVdtJcvo2slZu+5rLXUxzZypMvNWvrnJ+6cdsDHteX4YJ++ReQ5D+8MAAGAgtUjGqdWFCTXUJ4QQi805/UfRKxl/wiRGM2asx035Y/arVB8EjUNtsUglSz0bZcPJhfnVObwqR7DMgWTr78UlW9aPzTrmPHs7rl3LkTY5oY2XmW3N6aByzy5qVzdF0kasPjvJUWRzsfkzMxPTc7mb9lzjtb0uYMlb6TwvuUEVnuwxfveYsclspTUjVH5gNR0nDtOdejp9ZDWItBycbNoIxrkV7T/7J4O4Bd0KVsTLMqrxOUDlWLW485h7riVyr9kvb/Wba8bygumSCwUA2Erjnoyz+66EEDIAqSjcbuXbRrd9zFhYkdfMsoXJOB1YjcJ0tCkWvifSX/tqFMpIxrnfwYa010Iur37399qyMJNx4V4KtpPftRAikME3VMvYIcMXcT8nlU/G2uelxaYZfNstGZflq3JEWY0rmxfL0WdcdAEHCk/6sLrWWJKt2f/9dFrrg69NaZPG/XR+GGfB2Pmkhmy5KMvBybbDMHA3JWjL2CG8aA99J+PcgLhziz3X0hYsSMbJ66N/c13HTDIGgDE37slY3XUnjD+RF92GNS7JWGtMdP9azSXjOBR+KMLQsZHQN6b1Pg0VhcxIp3f9Zr/75Yq9t6wfW2QE3KLTVNtx7VouHETq7OyrEanVi3aXsaKtloY7jen0OW7tBb3hOEvGE2lbRcE9fGl3QekFtA++v/DkaA7p9WwK4wY2LShpPQ++Hg31JBWHvh+GoTG8mr0cq38tUeD5fqAdRRSYnxAcK5q7NTp77edBRFGsNz3op1GScdUSuWPuvVZ2/sXdFFvx5mq0kG6cUmkyppsCALbHuCdj7eYqlWbyj7bN0vO4JGPP7lVwNikaLYna32Sl7Ea0QG/8jdRa1o1E2hGoG+OsP/7KFcu3HJrHpp+O3Wec345z1+khOW6B0nftiah0d0bXhBobztrQ56bOzCX/TrR/NhPNjr6i+rHkWcilFzAsfivD4vNSbSfuU3PSGgpyjxrWb7HzPD8IzNHnXFZ0bMu1WH6oNrdiHIahfvude1n9ZTVbC716B4h+q6A2fG/tur+1jNZsx91tW//mascdpIds9Uybb6tgyBgAtsvYJ+MBjcPzjK3BYEjR7h4AiwLzgwH/QrbWSJ/1MPw3l0dTAMA22S3JeCuRjB1iEe7iX/T5zhn+hWy10m/62NyGh//m8k0fALBddmkyHukXfDAimKffe7cb6U3hubYZbJERfevy0N9cvh0aALYPyXjI7A7aXU9eEH7TFzaFo/54cwFgxyAZAwAAAEJsMhlfffuaVStX397lyfjf/6//e1Yj2gUAAABGoXoyXr1+/ebNm7dWr938s6WbS2/d/I9Lt65f39i4eW11lWRMMgYAAKidisn4+o217uq1dxpffPsff/DK3/zrV97nLe/5G2//wkc6X5vurq2tXr9OMiYZAwAA1EuVZHz9xo1bb1+9/vCnl9//g1fe5+m1/NM/fOPQb95aXc3C8RafD8kYAAAA1eiZ+PHPH3/888d7J+Pu2o3r//JTV+76K1YsTupHf+DG56Zura8PKxkvNudyX3vmninGJRk/syKEEBdHtAsAAACMgjVg3DsZr6+vb3xzfvm/+VF3LH6fd+V93op/981LF67fuDGUb4eeSr75udOYTr8F2jlTCDEmyfjfXRRvz88xZgwAAFArA3dTrK+vv9M4duUn/lpJMl7+m399/dk/vHFjbfPJeLG5MK+m52QIds6UxiEZz81eIxkDAADUTpVkvPZ7j5fEYlmdf/cHQ0nGmqWpM0s9Z5KMAQAAUE21ZPzE1ibjpSnZUnxkZq/Kwc6ZJGMAAABUVKmb4unjV37yPy/rpnj/D66f+qNhjxkLsbowcWRmql02cxyS8bnXxM3ZwzybAgAAoF4GTsadzvpG81srf+8nS5Lx1Xv+7s348lDuwJtv6o+e6DSmZ6ba7pnS9ifjQ/M3BckYAACgfqo8z7i7vn7js79x5a4fcCfjH/ur7xw/cmtjYyhPbTNusGu3ZOOEc6a0/cmYbgoAAIB6qpKMV1ev3+p0bvzrf7X8Mz9i91F84MfXfvdzN9c7166tDud5xqsLE/l+YudMIQTJGAAAAFVVScbLK1ffvrbafWdt45vzq8Enlv/WD115n7f8M//l9YPBzVea3fXO1bev7eZvhyYZAwAA1NFgybiOlT9DAAAAoB89kvF2R/nBkIwBAABQGckYAAAA6HZJxgAAAIBEMgYAAAC63UGS8fMPf/xLb2TTe6SHny+co61ovfTGlz7uWIxkDAAAgO3UVzJ+40sf37Nnz540GT//cBJss4ibn2ME43QZuYFsYZIxAAAAxkffY8ZvfOnjSTLWkm0yMz+nOBnnFyAZAwAAYAxsLhkn0/k5umTEWXZTDGXA+OzZs5Oas2fPkowBAACwSVuQjM2QnIwxFzUl9+vkyZMyFp88eTKbSTIGAABAZaPvpshvQuuv2Mz48cmTJ/VYTDIGAADAZlRIxgPegZfJFhpSMs4jGQMAAKCyQZ5NoRogBnpqW7aNbDA5XXjYt+KRjAEAAFAZ3/QBAAAAdLskYwAAAEAiGQMAAADdbs9kXLva7usJAACAutppyZiiKIqiKIqiqhXJmKIoiqIoiqJeP0cypiiKoiiKoihZJGOKoiiKoiiKev0cyZiiKIqiKIqiZJGMKYqiKIqiKOr1cyRjiqIoiqIoipJFMqYoiqIoiqKo18+VJ+OilyiKoiiKoihq5xXJmKIoiqIoiqI21kjGFEVRFEVRFCWLZExRFEVRFEVRG2skY4qiKIqiKIqSRTKmKIqiKIqiqI21gZPx2Uf3HXjqgjbn7KF9h85aiz1/aN+jZ9eeP7TP8uhZa1OHnteWNzZyofFAutncdswDqFs5TnaEe7nw1IF9DzQuVNrIZtalKIqiKIra8tpjqrCFwceMzz6aZdyzh/YdaFyyFnBlZb0uNQ48enZNS8YqIuv1/KEkAWcT1nxHXWg8kD+e/krL346DGWL1k4wvNQ5s8jC2PxkXvBeXGgfUZ5zSfyfbVfII8yf+/KHafyqjKIqiqB1eWRoefTI++6g9BGySKceZlc2ykrERlfbt27fv0FNqzoGnLqRR+OwhGVYKkvGFp+RKVZLx2UeNlHb20arxup/qIxlfeOrAgQcObGpoufLI9KXGgU0H1rL34lLjQBo6x3RM+lLjwL4DB+xYf6HxwOB/rxjGxaQoiqIoqu8aKBk//vjv7Nmz5/HHf0efOfCYcZpQN9bWNtYuPHVAG9rMhgmNZewykvGFxgNFg6PpS/0k40uNA/sONC71kcvz9fyhLR287J1Z5WXsNfS+2b0UvzubvBrl74WWjPv6HLX1dalxYN+hxlPmJ5NLjQMPNBp2K9HoL+bG2trG8ePHmWaaaaaZZnpHTg+9Bh0znpr6rT179hw9ekz+ePTosWEmY1lZsHMNLD9vJOMDDxw48NQFGYKtzKF6NvobM06ObfCkleuc1kpvcc5y0vOH9j3QaCQj6NnukjFFe0nn6o4FtMNOs6NxYDJjqeXTvFU0X++mKN5dOribrqgd8IGnLhSs2/NSlL4XzmSsnUXWQuPYnT5fz6m51e3zSg/1bDL/0Fn1N5DcQSZx1jh++V7o74hjF9a/AfNiut/u/IlTFEVRFJWM5lqswV1nVeimyMLx0aPH9uzZM+xkfOGpfBuA2XKa6zNWK+YSW79jxtmxDTEZP39on5mNsqS+L20CzvoBHGddsno2kV1JbXBRHY+9gMqIamtF8/PJ2Dweue6h9MTNDSZHUrRu+aXo8V44uynMsyjdnf6RQE/G2urO89LSp8zE6rCtNy69AvlrclbL4vldlGyq8O22jrysxuGTPdNMM80000yPYtpZVjjuJxavVe0zluF4z549U1O/1WcyznUD5yWjjI7f9IPeGHf20AONs08dOPT82tlHDzSeOiS7jfcZbccFKxYlY22s0WrzKErG9vwszVgRJ83r1sbLVk8/GFjXL2lEUaegTVt/lzeilWt+LhkXnGZuqNuVjAe7FOXvhf4PyfXBoGR31vyz1phx+Xnph1o07bi2BxqX1I7MA3DtwvoHZn7gcbzdNCJTFEVRVGHpgbWf5fPDzH2G4yyFP/747ww6ZmwGIHPM+OyhBxoX3I9gM0JS8c18KiWoLT9/KPlDtmy9GPaYsSMbpQdp57MsBBfFQe2xBmWrl0TVokfdjSAZ24P0AyXjnpeir26K3GGXXvk+k7H7vCok42QXjexEsj26d5H7N+D+U0DxiRfUOHyaZ5pppplmmulRTPesqanf6jMW6zXQUylkE4Xc0eDdFBeeOqD/gnf0GfeVjNMBs7QVIe02diXjjfTP6GWZWFa1O7ouNB6whnsPNC45/qbvbnJITqFhNP5ulK6e7w3YOHsoG0i222rVn93TC3Kh8YDRTeGY7+6myP6y39CHQnMb7N1NUXIpnO+F0TjRKxmX7a6wm8IZrM0LUpqMzdYO81naWrNKbvBY7cLxb8DelP12M2ZMURRFUSOo/pOx9XiKAceM84/Z2oJkrMbnip5wrKr6sw70YWwzkZtjtxtFcVDdcdh79XQ6dxfX2UP2Y4zTOZcaB/YdOvRobmtF81134Knd6T3K+/bt23fg0KPZYurxZH3egTf8ZFy0O/0U8nfgGVvLnVe1ZLxhPDvFHKXOX7r8vwHjWW+Om/ZIxhRFURQ1/BqoiaLqU9ucT5/tkYzz3b399StnWzbGULV1R/tlHGNYRRFqF0ersoeKUBRFURS1e6vad3zIGvw78KhtKJLxhnqqydqG61EbFEVRFEVRmy2ScS2KZLyxtmY0JBCLKYqiKIoaepGMKYqiKIqiKGpjjWRMURRFURRFUbJIxhRFURRFURS1sUYypiiKoiiKoihZJGOKoiiKoiiK2lgjGVMURVEURVGULJIxRVEURVE7sM69+jpFDVokY4qiKIqidmCde/V1AQxoG5LxuVdf73a72/4fDEVRFEVRO7hIxqiAZExRFEVR1A4skjEq2GQyXu+jHFsmGVMURVEUNdIiGaOCISTjb3/7lW9960/y9fLL366cjP/5F+a8X/rSP//C3Lb/d0VRFEVRVB2LZIy8Vqv15JNPPvroo3/wB3/wrW996y//8i+tBTbfTbG+uPj/OWPxlStXNzNmTDimKIqiKKpyOZLx+ROTJ86rH1dmDx+eXSnKUNbCA7/eaz/59fvZ4vkTh2dXxPkTk8ai509M6ntYmT1sbmll9nC2wMrs4RPns//bVb785S9Pmo4dO2aF4yEk4/ywcUksXuuVjL1f+pJVMhwfOnToPtO2/ydHURRFUdTYVu9knEuUpcvmXi55/fyJyVJyTXsX/Sdjc+GV2cPGtq29qxXSUG0r+Xywc7RarcnJyampqVdfffXGjRsLCwuPPPLI5OTk17/+dX2xCsm4n95id4dxtmWSMUVRFEVRI62SZOwMrodnV3oF2iwMly2Yj5nFY9PmwK0jKfdxPHIb2j7OnzhxXovQziuwC8eMn3zyycnJyVdffTWb88Ybb0xOTh4+fFhfrEoyLmksToeKC2PxWt/dFA9+8Y9LYjHJmKIoiqKokrKSsRYzT5zIpUYrvJaMJSdbcqfKrI3BHMYtzc5Fixbuwe6TUFH38OyKWJk9YbZNZHvI7XZ3JePPfvazk5OT77zzjj5TXmp9TpVkXNRYvLR0ZXV1rTwWrw1+B961a2tXV65fXbl+3333yQk5ve3/yVEURVEUNbbVs5uiMP6WDqzaa+mZumCLrjFjV1p1D/Pm1qsWaM+fKBsU3wUh+fjx45OTk9/73veyOcvLy5OTk4899pi+WLU+Y3dj8fnzFy5cuDSUZJzVoUOH9DTcMxnPzDynv9EzM89t+3+ZFEVRFEVtfbmT8eTk5IlZ9yitjKUlo712q8Ph2RVtqFZLv/12ZZhRON+6nDuWw7Mr+fic3pR3ePa889hz+0rTdT9JfOf46le/Ojk5+dnPfvatt94SQiwvLz/xxBOTk5OnTp3SF6uYjPVh46yJ4vLl17/1rT+5enV1k90U+cYJp6LVv/rVr8l/CV/96te2/T9LiqIoiqK2pcxknIZM12CwNpR8/sTk5OHDWcjVFjPHm1UQzqYKuolXZg+fOK8yqP6UCCOanj+RZvb8+K2+XH7QWCXjFecauTmq3XrXJOM//uM/dn5CeeKJJ+7cuaMvWfnZFMmwsf4YiuvX33n55W/3HDbuJxkXjRP32U3x1a9+jVhMURRFUbu5SropjHhq3Ls2ad7MVpCM9aeimUtbUVO1V6TDyO72ifMnJvWnqtnp2IiwjgdsqGScH61W52Y+o0Kb1f/z5+pJj8XHjx//whe+MDk5+dhjj506dcqKxWIzyVgOG7/11p9pOXgIz6ZYG0YypiiKoihql1ePPmPVqWCnwl7J2AzAxk/mqpOThw+bQ9NWG3LW+5sf4J0sHgHOjiTZ2/kTh2dXsmlzODhbU75ufCQouQQ7yNmzZ7NYfPbs2Z7Lb+Z5xuvf/vYr/TQW57c80m4KiqIoiqKoXnfgGU3HBV8AkrRC6KOv9sCw9XO2RtqEfOK83JPZxSyfq9ZvKtWfq3E+G1W27v1Ln0eXJePZE9lRJ00iOzkBOw0ai8Umk7EcNu7ZWJzfMmPGFEVRFEWNtJxPbUvGTXOJtPipEoVhMhtxLf8evaLsm4zmlt3wl90p6Oo81vbsOHh313HxznZoZD558qQ8v5MnT/a5yia/A6/KsDHJmKIoiqKoUZdjzBi7z8mTJ/uPxWLzybifxuL8lummoCiKoihqpEUyRgWbTMYV/6X2/zxjiqIoiqKoCkUyRgUkY4qiKIqidmCRGoeOfAAACatJREFUjFEByZiiKIqiqB1YJGNUsA3JmKIoiqIoatR17tXXKWrQIhlTFEVRFEVR1Mba2gbJmKIoiqIoiqI21kjGFEVRFEVRFCWrLBl3u91ut7vtDR8URVEURVEUtQXVOxkP0RC3OYrDQx7XGQAA7B4kY5ThOgMAgN2DZIwyXGcAALB7kIxRhusMAAB2D5IxynCdAYzS8nee+8bl7T4IAMiQjFGG6wygisvfOPFlGXnbL3z5mRN2ZWm472R8+Rsn5tvdZIP2KsuvnHohmZXb3XPnlodzSgB2hZ2ajC8e3b//6EXjh4tH9+/Zs0fNlS/s2bP/6Omj+/eYDp4e1oHWHMkYQEXL507qEVZFW2MhIxkvnzuphdoXLmsLZKu7t9N+IUnA2YQ1HwD6smOS8emDe7Tce/Hofi3cGjE5naMlYHPp7umDcr7c5O5OySRjAENxef6ZF8yR3uVXThmDu/Pt7vK5k2mQTYeBrWS8/J3nzCHh+XNqznPnltMofHn+1HeWuyRjAIPaSck4i7BJ0s0C78Wj+/cfPXowHRBOU3K2SkEytqd3I5IxgP6lebR7ef6Zk68sy4lcK8UzJ76cLKZaI5bPnewjGS+/cso1YJwsf2K+3S1MxjQ0A+jLTkzGpw8mQ74HT58+6GyQuKi3T5R2U5CMScYA+nD5G2n/QzojDcdq2tEIMUgyfu6UfHX5lVN297De1lw4Ztx+QY5MA0CxHZiM0zSsJVpnvpXL9ci9JGOSMYBSsjm4MHG2X/iyisi5UJsm48vfOPnKch/dFMZOk81m3cllY8apXIIHAN0OTMbdbrd78eJF+8WD1vDx6aP79+85ePToQa3PQh9IvujY7O5DMgZQ7vK83h1hzH/hlXMn05fU4yOWz53MsmkWhQuTcT8HcOo7l8+dnG93L3/j5CvnXpDdxmbbsUZ2KtNZAcBtRybj046ou8e6B+/00aNHD+45eDrtvei6btQjGZOMAfQhHzeXv/OcysQnX1lefuXUC6+cO/ncue/ot+JpT5woTMaXv+HqVH7GGPqVzRjdbjJIrFov9GQsD9IR4gEgswOT8cWj+3NNEumrF4/u3yNvzjt49GK2Sj5JZwmZZEwyBtCn9gv6rXXZY9S+/I3LSdJd/s5zp75zWT3NTT2wojQZn3xlWUXtdBljUFklY7nHZ164bI0Wq6QOACV2YDLW5uSHkdNe5KNHL+ZWYcw4j2QMoIo0qsoB424aZLPx4+SGPC0HJ8k4PyQ8UDJW/cdFTzgGgDI7MhnLR09YP6ZzVP4lGfdGMgZQQRaIu92sHcIask2Trv6qPWace3pxvuTyy0mfsfntetqTkgGgPzswGVt9FcbddI676y7mHtmmL0QyJhkDAIDdYicl4/xtdpvDd+CRjAEAwG6yY5IxRoLrDAAAdg+SMcpwnQEAwO5BMkYZrjMAANg9SMYow3UGAAC7R+9kfO7V1ymKoiiKoihqx9eWjhl3Op0x3BRKcJ0BAMDuQTJGGa4zAADYPUjGKMN1BgAAuwfJGGW4zgAAYPcgGaMM1xkAAOwe1ZPx/fff/9FiL7zwQn6VfmJWtoXyxXKbyn079OmD2Rc7Xzy6f4/h4Onsu59z3yh98eh+NStdKJkxjO+LvrWy8u6zz777yCPv/dqvbWIzW4RkDAAAdo+KyfjWrVtPPvmkTMDf1gRB8NGPfvTUqVO3bt3Kr9VnMhaXfu53/s+fLw/HrmScBdaLR/fv2XPw4EFXhL14dP/+oxe7F48ePZ2tqGfj0weNICyn9GVOOzdb7tbKyu3Z2TuHD9/55Cf/4kMfkvXub//2gJvZBiRjAACwe1QfM15ZWbn//vuffPLJbM5jjz1WEou7xTHLGm8Wl36uZzguTcZFc5wzk6ic/XDwaDpDe0VbbZBk/PLL737xi+99+tNZGtbr3Wef7XMz24hkDAAAdo/qyVgOG99///3Xrl177LHHesbibmkylmnYqpJwXDEZnz5o9U4Yi108uv/gaS0QZ1P6pnok49uvvXb7xIk7Dz/sTMN6db///eLNjAuSMQAA2D02dQeeHDb+5V/+ZTnWWx6Lu4Mn45JwXCkZG8PD2ULprPRVfam0Q1nbkCsZv/HGu88+e+fhh/98376egTir937xF+88/PC7X/xi9+WXb62sFFyzbUYyBgAAu8duSsZySNj4eY+ege2R4r67KW5//evv/eIv9p+JnXXnk59895FHbp840X355ZJruMVIxgAAYPfYVDLO7sP7yle+8pWvfKXn8tvbTWEGY2v8OHtSxZ7siRWn9SXUxtzdFLdWVu78m3+zyXBsjCh/+tN3Dh9+99lnb7/2WsHl3AokYwAAsHts9nnGcthY9hmXDxh3t/kOPDMKl3QL693F2pixY/g45/Zrr9351V8dYj6W9ef79r336U+/+8Uv3p6d7b7xRtE1GQWSMQAA2D02m4yzYeOPfvSjb7755u3bt0sW3qqntjnnGD9aTzg2uo+1CK0WU6v2fjbF7aef/vOPfWzo+XhbGpRJxgAAYPcYwnfgyWFjOXJcrc9Yt4lv+tjUF3D0rb8dvfHGnc98ZnTheMsalEnGAABg9xhCMr5169aFVLfbLRk2HuW3Q+e+A28UBvwOvKHcmbe9DcokYwAAsHsMIRn3b5TJeEwN/c68gWrzDcp1uc4AAACbRzLeCtadeXc+9alut9t96aXbZ8++e+zYu4888t6DD460NTkZTh68Qble1xkAAGAzSMZbJ7sz7/b0dOFCWxiX+2lQruN1BgAAqIZkvLXeeOPOZz4z6PdC337tte5LL7177Nidz3/+vQcfHFHvsrNBua7XGQAAYHB9JeMOxs/Gn/7pxosvdv/tv739xBN3HnhguHH5vY997M6DD3Z///dvnjmz3m5v97kCAABshS0dM8bIvfFG96WXbj/99LvHjr334IN3fuVXtqtBGQAAoHZIxrvAsOPySJ+gDAAAsF1IxrvUrZWV7ksvvfvss+8eO3bnM59578EHh9ugDAAAUDskYyibj8ubf4IyAADAdiEZow9VnyVHgzIAAKgRkjGqGjwu06AMAADGGckYwzTQo5dpUAYAAGOFZIyR6ycu06AMAAC2HckY26T0WXI0KAMAgK1HMsY4KYjLNCgDAIAtQDLGuMs/S44GZQAAMAokY9RSFpdvP/307aef7r70Eg3KAABgk0jGAAAAQLdLMgYAAAAkkjEAAADQ7ZKMAQAAAIlkDAAAAHS7JGMAAABAIhkDAAAA3S7JGAAAAJBIxgAAAEC3SzIGAAAAJJIxAAAA0O2SjAEAAACJZAwAAAB0u93u/w9Og72z9jmm4QAAAABJRU5ErkJggg==" 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我们可以理解为主线程ID为17248。

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" alt="" />

进入了第一个方法,仍然是17248,在下面的2,3方法中,只要是在关键字await之前的代码都会是17248这个ID的线程在运行。

来看看await执行后的代码。

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" alt="" />

这里是方法3首先返回结果,因为是异步的,我们无法知道多久会返回,线程ID为13892。

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" alt="" />

方法2返回了结果,线程ID为14776。

最后是方法1返回结果,线程ID也会不一样。让我们直接跳到Master方法中WaitAll方法。

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jyfSHnndTxCBPYFxIZsxiye11dkZ9j6j+v8/2XggKzM5nUGFx/uP5xAEAx1eqP/FIZ862uEBsLBS+gTo/+0OZZlJ9jY0HGmS6srKZTMCoiNblklVF9tCZiktFUBnQkMwBBIN897RGhKtWAHr0xjOsjH+Sq1aQFmBptE1k64+fXUZYrWd7tkMsYh2GoB5+60+pfq9N6hK7lO5IfVM/bVfeVy9nnxQ6QLMggkRFZvGQk0kFRH4P1+IN89KU1gjqrKzofh+bgndM0e0qgt027kMiMq1UfAy2lJyIrGjc3fVOeV9WoNSNfoB5/mvyRZLfGD1Wwqh4261IXbv8aABTB+qcA1TLCFzN7vj1rSIE+zsPI0DxeqA+AfkB/AFRMwYJqDz44sP3ih4T3N8sSfOiD4kO/OMB5bDjLI1WHWoQOAMpBfwBUz4jW53ZGX2pf9/vaLYwY1l8HGBz0B8B0YAc6AABMM+gPAAAAqBv0BwAAANQN+gMAAADqBv0BAAAAdYP+AAAAgLqpXH+oJVBd+6Ho+9QL9AcAAMBsULH+6LTltrfdxpK+JayUHZ22rkvQHwAAALNA1fpjQ20yl0kNffO57bV5bQM29AcAAMAsUGP8R6ct93pN9mBrN4Votoyt19AfAAAAs0Bt+qPbWNJDPdQ2sHKCRgj0BwAAwGxQk/5Yb60qnaHHf2yvzWsSBP0BAAAwC9SiPzrt+VY3+9Rc0X0e3cYS+gMAAGC2qFx/rLdW57QI0/RM9s7L9tp8FouK/gAAAJgNqtUfavEPaYkjRDuvxIdAfwAAAMwGrH8KAAAAdYP+AAAAgLpBfwAAAEDdoD8AAACgbtAfAAAAUDfe1WvXM9u6eg390ZtbX8SwPRkAwMzj3fmTjTsbb9350427N27cvn3n+vY2+qMHYx+9sGk3AICZx3vx5+/97Q//3O/e//Nv/dqD3W8v7e7sbN+4gf4oY+yjFzbtBgAw83hHPvxzT/yzj/32wse+9Mv/Xfxz99xc/K2729uZBKm5NegPbCYMAGDm8T79yx995eu//O75j/7rxY/904/+96/f+5/f/NLC3Vu3RqU/1FKn2ZrrIt12bu7o8txRfVPc6dAf0cOeg/sPxv0PPycf8B5+yPlV/OS9SXn+k4+JW18Utx4L7zeOPc/zvAeioUc+d9UPBar9+vEXxckHgpOjreuL4tZDgecNX+wg1ambNdANGra67Pap6pwdCAAw83jP/MtfeX31l8Tlj/x/lz7yu//yY7/zy//t5V/4+TuXLty4eXME+qPTlnvLdRtLy+lGMPr+t5323LTt/xI9mQ4t8ZP3yhHosfBJt57IWaohpKRwWPzkverb1w76nqeNc4+F95eKj5MPyJFPFy5W7UYJ6ZD58EPWcVp7doGO0ga+TDU899Afo6lOG/sfC+/3ijTfyKp77WDgUI1fjB6+N3wN/QEAYOCJyx/JbPePPvr0lz72v//S39v65tLNmzuj0B8banuXTjtxgZg70k3h/rf6aFo4pJVZ9HDpaKdG/S/GTz4QnjzoK8XwUNBvjY+F9+fG+JMPeA8/lK9dvxD9WBs4XaUNf5k9/R8jqu7kQ0ppKWVWVXXxkwcjdayJyLynBABg5jH0x1+8/j/++Rv/8z//3/6nM4uPj0Z/6HTaiezI649kUzqxD/RH4q7wPM9Tj7zafE16Ug1dJx9weQIeClLB8Vj48MFYHx11Z76rLvHaQf/+g7HhadBbcm/4WlJpzgWS1x+vKd1jl7bXy+yhP0ZdXYEIqLA6SyZmN/ShIPGaAADMPEp//MUbv3b3ZvvGjTcvrZ7eOv7MqPVHt7Gkz7nI4+21+aP7xv+hIieih6W3Xx/2pH8+HbpyOkB7HE8HwvCkUZH2hO2oKx0jtRkTY1Asnkxx6w/DYaCXtvfLHMj/MZJelV1aeXUPBZlQMWbNzOsFAJh5vN//yq+82fzoX1z5zetXf/S53/3ef/2/fPMff+37m2v/72j1x3prNRMZwghKXZ2ftviPYv3xRS1E1NO8CHbkQfSw599/b0lEZPSwF5zU1EbqirCiTHJ1WSEp5phnh81qtTv1h3l1Vml7vMxB51/22qvxk/fWWV2WJSvTnqwBAJh5vH/8C/evfvPX//it//Abv/3/fPjz/+4/nv/jn/z08c83zt7YubV19dpoKum0sxkWi/XWqv7VdOsPbciJnzRHppMPJMNZ8m3yYK0er13jpf/kQ5raeCy83wuezMIbC+sq1B9yXsapAAbTHyO4zEH0x96rO/lAr9jS0VSXBSbn+x/9AQBg4R358M+d/vcv/c6pH/3EbzQ+/Pk/uPDGpvfrv/ef/Ubj+CuXdn78471XYEZ7mMiIkIzp0h/WUKcNV4+F90sHw8mDegxBNnT50ofvliAnH/DuvzfQRqzoYSMcwV1XTn9or2DY432Baimbf0lKG8Flmr4B1+snI6uuyEdVRXXFMaeZFpEVAQDMPN7Kf/Nf/aev/utn/v1/+sCnj//so//3V5Zf83799/7Lh37/3519/ebNnT2WruZZpCXejvR8TpdMj/7QXPT6yhkyRDF4WL7IqoIZk+FKZVQf7z8YWzGMrx30PTNeoTDOQNVlr3WRPK/f/0Bg1JipmTRllEVfPvxQrB3r8afq6f/+g/FeLlPvN8/zVFRmLjhjFNWFuZVa/Ccfq666WEtmBwalNcoDAICZx9v82Q9u/sxP/unx3/tfn/ne3OGTf3hx47/49PGvvPBH2zd/PLL5l76ZHv0xE5b3mlRivedHprm6W5ovJKsaAGDm8e50u6nduftP/6/W3/tny//HifbV7R3WXy+kzqFrvKatRFKZJe8Y13ZRNVf3RaGWUdGqBgCYebyrV68ldu3a9avbO29u7Vy7sbN19Rr6o5B6R68x217WX8eKOhAAYObxsq1unVZza9Af2EwYAMDMg/4YnLGPXti0GwDAzIP+AAAAgLpBfwAAAEDdoD8AAACgbtAfAAAAUDeV64/11qrcam5tXZ3eWJArour70o1df0SB53l+GFdUPAAAAAhRuf7YXltIt5frNpaW57XjRHast1bnJmz/2zj0vSCqrnwAAACoVn+st9aa6lhuddtpa76QjQXNBYL+AAAAmAVqi//YWJC7zZk74ipfiEB/AAAAzAY16A8V6pHIDvQHAADAjFPj+y/ba/NHlxc6k64/RBz6RKACAABUSbX6o9nS33mRUsOO/1htbKcfJkV/eB4uEAAAgOqoOv5UxpwKITpt6fbQYk4NLTIR+oP5FwAAgKqp/P3beTP4I6XTTk9qL98K9AcAAMBswPqnNugPAACAqkF/2KA/AAAAqgb9YcD66wAAADWA/gAAAIC6mVb9kVFzCwEAAGDvTKv+qLlhAAAAMELQHwAAAFA36A8AAACoG/QHAAAA1E3l+mO9tZoudbqk7wUjjFXYJegPAACAWaDy9dcX0v1fuo2l5WQvGKVI0B8AAAAzSdX7z6011bG2F50Q+D8AAABmltriPzYW9P3nkjPoDwAAgJmkBv2xseDcAhf9AQAAMKvU+P7L9tq8ITjQHwAAADNKtfqj2dLfeek2ltAfAAAAUHn8qRZz2mkb8y+2O0QI9AcAAMBsUPn7t/OO4I9uY2k5ewV37mg7e0cG/QEAADALsP4pAAAA1A36AwAAAOoG/QEAAAB1g/4AAACAukF/AAAAQN2gPwAAAKBu0B8j45lnnqktFwAAwFSD/hgZ5UriGZOSXM8UU0m7AQAAagf94WbQwT5J32eunvqjz5QAAABTCvrDwaDOhkFVAvoDAABmHPSHm/4H+yxl/sBKxvwLAABAAvrDTZ9ujBJfhVVCUYH4PwAAYAZBf7gZYrDvGX/a53n0BwAA7HvQH26q0B/MvwAAACSgP9yMXH8UpcT/AQAAMwj6ww36AwAAoDrQHw6Gm+9AfwAAAPQJ+mNk9NQHTlnTz2syxH8AAMA+A/0BAAAAdYP+AAAAgLpBfwAAAEDdoD8AAACgbtAfAAAAUDfoDwAAAKibyvXHemt17ujy3NHluaW1dXmyubKcPyn61h8wdag7rpt593vQac+tbFTXwiqIQ9/L8MM4PR0F6nivJcuS4tA3jj3P87wgKsjr/kJEgedq7xiIgnzro6Cg2ROCvK2T3k6ASaFi/bG9ttDqCiGE6DaWlueT4057oSOyk/qgUqQ/ThSz1xYOTSQ8Xwz6Cx36wg+Hqa1nRiPBUG2rlGYrlRrrrVV5x7uNVp96ottYWp47Kv9+ColDv3DQLOvA4bqrrLb0e2MMj8MgjFNpMIoByqg/KVcVW6QxCuuPQ9+zmusP0Uz7ogfNpSs2o/Zi0SSquLkDYnXrCAQmwAxQrf5Yb6011fGq1B8b2UnRaesPwSX6w1n+1E3EhL4YbujpmXHokmtG0x+D0Vwp0R/Jg3vZj34l/VOmJgrH7+EGdndBspw4DMJIL7fkGdxVv1M2DPMcP7xqMXPZ/o/yEX0S/vhjs/tHc4sB9jW1xX9sLDhHHdOpPhH6IxZ+IOJQeJ7wPMOp4Ici9IUXyGS+iIUI/TRlJEQUCM/TEnjpV8lPZ1ZmeiaSHwO7CWk5MqWdsWfJsm0JgZe7luxKzXLyVWd51dUlJUfCD129VFKdEMKpP7bX5tMZmdXGdnpOm69JTyr90WnPHV2WLrREeeRd9aUdWHArs7vsuK6srxwP00VtcE9jGAOVet63nv+DKCshSZzNjah6slEuDoMw1gvWpYOdMUkmK/LDuKdq0KZl9GL9zJ2Ta316It/mfnLJKg1vjlFznTfXFBPmsR9GoZ821G4jAgSgFzXoj42FbL7fliDdxpIacsQE6I/spy39bYqE54kgUufDWASBqTPMx69Angzkb1kUuFJG6mQUmE9v2lciFkGYq6K05LwGkk5h+xnRUU5B1dkQmlyd1UvJx6hXdQk5/bGxIB1gzRX5F6KrUjmFl+qPTnvuaDv1nxUNm6UdWHIrC69LiEBKNEOEmbUGbq1hB1QYMkHm0MZb/aqkjtCGM+1QzsDEYRgZOeUJZ8akTTJUwfOCqFR/mM1JtESmK1QpmRLSLs6quq9cqjPN0Vwpkzpvbnr/tAYbx57nh3F6j8xrGJmTC2AfU+P7L9tr8+qxVQgh1lur+kfRS3/8homoxv+hD+rJx+wHS3+gj0MtWaTGb30EylwjhSrB6SpInsZMp4jlYS4pWW+b1eY8djmuqpOnxuRAe/Yzw02kg6RndItr/iUN71AKNfGImMmaK8vzS6u5kFWX76FXB5bcSud1JQWqIcr2V7n9HyZmiIM5UOWdBNLnEcpKPR3dSxBEmtpIizbkRy6jPVGQOiQK5jesgTRTAobaUmpBJXe2uWcukfvO/rrum2uKn4Ljko4CgCKq1R9Z1KEQIhlmlODotPPT+WP3fwhLWJiKoVB/SCdBFMonp1j4npA/ruqJytAfuV86Azk7k6RXv7C9Sham/iispaCcfNVCiCCRF6FKY/+U+yLu56Ly+kNTpestU1502okoSb5NvCPKR2J2liP+o6gDBxqidBeRNhWV5ew/mlSbLPG1I+3QiCb1wziTH863QbJ0UaY20rLDMHBPY2hpbKlTVEPf+iPn3HGW2DOXlrBAf6TfV39zXW1GfwCMkKrjT1eVyNCc6kVBiJOiP7QJY/ePV05/xKHwQxGGjkJC3zjWZ3bUgGMOnHo0RvYLm2TsXbLetsiQEUWXqcpxVZ0kDiJ1dXZvRCp7UXUZloDQNEe3sSTfyO2s6YEgmf6YlxMxBRGscj6itAPtxvc3RDmmk3q9/2KEb2rDkTZL4usDsD5exaHvh2FouAqyr2P11xIFnu8HWiuiwNRhjoxmtUbEhf3OSRTF+jSJfhklSkKlyLW5d67s+ovnX+q4uRqaFDIuqVR/MP8C0JvK37+dzwV/5JeCyDTKpOgPz57dcE4eG1PFmhc3IQvDDPSAjEjlssLotBaosFDLXZxkLC85NNumX44d/5Evx1m1bJIjAFCv2hNRaXXGPIvyc2ThQasLK6vp34n2ZzPf6gc6imQAACAASURBVOoZ1ceStUNKOzAsvpVh8XWpiSr3pTnRpiByS3PoAaae5weB6UnJjciOslzJ8m6HXMY4DEM9+NSdVv9andakhT5npAfKaq4oq+r+chkhM47YzvpvrtbuQDbZimUxb6vA/QHQD9Ox/mmd639Yjg1IiGb7YS4KTPnFX0i9VPo+yehvLq+/APTBdOiPOkF/OIhFOMM/p/m5Nv5C6qZ0/bG9FTz6m8v6YwD9MJX6o9Jlx3i6zaNHns4ierBObqINaqKidc1HfnNZfx2gP9AfBnZkw8yTdAi/p4XBOjD9cHMBxgL6AwAAAOrGu3rtemZbV6/NuP44+ZnPZVZRFQAAAODd+ZONOxtv3fnTjbs3bty+fef69jb6A/0BAABQKd7bP/2Bt+/xNu/7y9d+7e93v720u7OzfeMG+gP9AQAAUB3e2/co2/xbf+Xm4m/d3d7OJEjNrUF/AAAAzAKG/nj7Hu/tv/aXbn5p4e6tW6PSH+ut1dySl+6TYlL0x4ktIYS4WFEVAAAAkNMf93hb/ofuXLpw4+bNkay/vpCurd5tLMl11p0nhRAToj+evSiuNVfxfwAAAFSGQ39s/vQHbj3/zZs3d0ax/9xaUx2ne9E5TyZMgv5YPXMd/QEAAFApDv3x9j1e99l/OxL9obGx4Niz1D6J/gAAAJgFatAf2Qan+rbpzpPoDwAAgJnANf/yMz9568U/GLX/QySbqi90yk5Ogv44d17cOXOE918AAACqw6E/rv7S37kTXx5J/Gmzpb/e0m0sLS903CcTxq8/Fpt3BPoDAACgWnL646//xI+fOXr39u2RvH9rhJd22slUi/Nkwvj1B/MvAAAA1WPOvPzdv7HzlS/dudW9fn17NOt/bK/N5+M8nCeFEOgPAACA2cDb/NkPvn2Pt/m3/+qNw8GdV1u7t7pXr12f5fXX0R8AAABV493pdlO7ffvWrVvXrl+f9f3nWH8MAACgYryrV69ltnX1mi4+ZlR/sP46AABAxXiW4EB/sP8cAABA1aA/DNAfAAAANTD1+uP69dsYhmEYhk2XoT8wDMMwDKvb9on+qKuBAAAAMALQHwAAAFA3leuP9dZqutTpkr7tixAiWQi13dROTIX+yK5IriLfbSwZx3NHl+fM69Lz2jvwpWgbAquShRAbC/l+Gwdx6AeR85so8BR+GKvz2ofpZbpvdxQEkfwvAMAkUbH+2F5bcPxqi+zM3NHVxrY6NRX6Q1hb2CTLyauF5LuNJedolI5V+QFpvbVq9kO6J1868mUld9oODdeDfLcPQRz6nud5+TEsDn1Dcog49L0gymWIAm9gLRKH/uCZqmFab7emGfeJGASAfUS1+mO9tdZUx6v6QLjeajc6a/PTqT/E9tq8HCfkhWSD0MaCuamNhrHZryrK7AQhhOi0k2TrrdW5wtL6wVXjMKTCIncuN6rJR21Xhj3XOC6m83YbmiMKJqY3AQCEqDH+w/yZTvwiud/iqdEfYmMhHYG6jZW1df13X44lybG5zV6STDrtl9bWew05xrfba/PZA7FdshCd9nyra00WqMkv1c+pb0K6J+QgJU+nQ1Y2qZIOWokaMBKVCwTj2zj0s6HQLjltQtYsszn2lI6Xw25CJPxQxKHwPOF5wg/V+eSMFwghROinH5PsgS9iIUQsfCtXyhTe7rZ1ezIBEgXepDiWAGCWqUF/aFPd8tez2VpbF45nwenRH93G0mpjW4jttYb55KpcPp22ut6VZLjSp5w2Fo5Kr3sfA1JzRevAXMnpt3Icaq5kEQlO/4emDaJA1xhBJj6U3z45TPRAMmxFgScnWfrQH6lmyMY+s+RMUaiiveEdKFFgyI7kYySEiFLZkZxMig19ITtBCRERi8AWH2Iqb7c95zVJ/iQAgFrff9lem0+mw7NHxinWH+lIoIafNJa222ipoWLOjjE01EBzZTl9hC2e5teHK3twOmoPQmp6q9Mu1R+aOAjDWGqCLEjR8jLknR3J0FYeoKFnsLWIZ2sOVUyqbYR7vOzD/xEFts8j0nSJrk7iMBUlUShiKVCiQDjH6Km73fnuGyYIBwCgMqrVH6mfIyX5cTQi/y2/yBTpj/XW6nxrIxt+0qtrZfG2ormynHvStQekhY7InoyLanEPSLlnaHtASge5gvgPOZ0ShHHmiQj1GRJXrIeuPzI5UfRIXag/chls/ZF+GPJ53dYfvogT/RHkksbC90QkHR6BJyIhQofzQ4gpvN3oDwCYcKqOP101fiWtn9Fp9n+ITntuaXVBi6htrpiv83Ta2sfu+rYwXk/Iz+4bndNtduSMfm5AcpVcNiC53n+JQ9/z/TBzeGTH6Wc1VMWxjMdQwsAK5jDGuTiKZIac/nCVXKY/hhgvnfojcYRkhcXyIPSF74soy+i7nR9CTOHtLpx/maAXiwBglqn8/dv5nJNDCKEtnGCsfzBN+iP/IoNyg6donvMkZbfRWtOjETUst9BqY1sLJ1zZUEUtra3nSlYf1YglYwKS45zPX1cR+ZcjtIkOGQ8ahmaEqiut/FqPcVVf+6mzRf+sPiqB4nn6bM0gQ6WaZ0m8HTLm1JqCUUIkNMVK3keSMXW323aAZHoEPwgATASsfwqwPzFUpfb6C+oDACYB9AfAPsWx/lj2jhMAwJhBfwDsX1h/HQAmlX2iPzAMwzAMmyJDf2AYhmEYVrdNvf4AAACAqQP9AQAAAHWD/gAAAIC6QX8AAABA3VSuP9SqjmoJSGvxR7WIJPpjVGhLP1gYy5WyFNVADN6rI1/tSy0tm9/Jrxr2fAlarxmtr6zRrm0KB6wutyLwAN+OkIFfnJY3izeuYRqofP11uWWGvhFJV9vHy2B69Ufoayt5W2S7kNRE+iOf/wGKQ9/8GR5uj7fhNhCpfdsRrdvL7k6/DNyrdoZh1j13d5q9jV9SUwUDTuE1942+nr59MelaaKV/GEMtFp9tpaj9fcdh2OdVpBddvrVzJd2dr2eQSqybxTq3MPlUvf/cWlMdr+5v/TFJDxwuYeH8nR/mOWl41TKuLhrR3Rm4V/d8ze4CHGcrU3d7v21SQhSVVOEfxtBFl8meKEh2Nap6eB9CQDh3qQaYWGqL/9hYWNH2Lm+1sykYfXfWadEf1mZmcWjubRYJPxShL/czi4Wf+T8i4YcqvXooj4WflGB7SvSt3IS+jraxGVzmcc6e9nwviIxEPX6LNZ+1vmmIH8ZZC8yaPXtDOe2Hr0eu0OEflw2X/SB3iQv99GOSIEj6RyZLOzCXS+92++7U2KvGt/l9gwfqNNdWtlZVdrM1v0M/F5tvgF2X849EFW80UqYNAm3ju1wqx5+TH0ahLyswO83ZQuE4VdxRrtbmdlvU9EcUeKavI+0+2wdlFWLcYOPCi65CK0Bu4aiVr4sJ81jvLjOTtuUPM60wkdSgP7Roj1SCbDSWpF/E2Ft8SvSHvlFqLIJQCO0JO5MmYSyCQH4MjK+SUTP5mPxaBHJoTNMYKkT7VdF/DbOtPLTfI3mY/L6pn/10OqBopNS/k1VkP4fa4JF7qs9V3VeuYgJ54VGgOll5LyIlRLKed+bSu124/R/V96pWhz4NsfdOc55Nh0zXrex5scUN0HK6S1ZP6dqIrA/O5uDnCABR5cpm+GEcBdnOyXoHOlpoSQVjpM11lKu1+nCudYjcndnsaDUnYnqcHIWY0qn8Ksy+TTVLmtuYD9L3hLa6K3e94/Q4AvRDje+/bK/NH11e6Fhn9biQKdEfydO2uVe7PsJFgRFtEIcqsfFVJPVHLHxdf+R2gVfDWBjG8pcumzmxou3yj+XJT1mJhz7/rOXYqV39FucHDPtXtTyXMz4wqz9zeGT9kHVgFIo4UgpD/2ktySUK5l+q7lWrY20tMminFRRrnSu6leUXW9wAlbGoZENT2JIg/8locFGvOq/U3ULL75NTC86OMlrrCueIAs/3nRNrnuPmFRSi1I7W0c6ryHdRcW8XHpfnAphAqtUfzVb2zotIpIZTf2Qnp0N/JETGvMCQ+kN/cJdzBI4nFun4D1LPbxCpGDvHz27BRLArYT51if7QHsiU/ih6EC/OVUgsfNmfcag5gWLheyKSDo/AE5EQYdgjV0/9UXWvWhkM/bG3TnOcLQiysEsquNjiBvTSH7ExVeL6uykcBXWv0jD6Q/dk2CK2oKOcrRVGKfoftn2ndI+GSmVektGO9BL1jnZeRU/lhP6AfUnV8aerKryj007mX9Zbq5ngWG+tzqm4kCnRH5HQfkCU/siExRD6Q0TlAZJx6Hu+H2aP5tlx+ll7EIvl464aeKywA6OmOIpiw+FuOrSLBkXtkdOquo9chRdpvLGiT0KFvvB9IS9fHZfksvSH6/2Xinu1QH/svdPsYVUvsOBW9rjYPvSHs2SzR4y4lfz8ixHrXHCNQ+gPURxDbY3r7tZq6iDSIiaMaTbzW0eBrkJEOl3Th84z+tbREVozjL+eUv1hSEeECEwglb9/O28Hfwg9IkQPPhXToj+0aEdrMsXzRegK8rC+SsfFSDk81PSB5lMx6tQfvXI/hNojoBwBwtAML3Sl1b9Wp83ZdOORUH6I1Cy0VXWfuYoIsh4I7MkUo6uDHrn0bo+1u2NVXWmv6mGfVu8O02nZEGWEULgak7uVPS+2qAFh6LvOe+YImJ4JAt+VMgjU1eR6VC9Di0s24xvMkGW7i+zu0PVeri5Xa+2EVoRqolTS5M4rl/NwBZ2udXTJjdYvQ35236GsPyOzu2LrZhX4MQEmB9Y/nQj0aAZnCAgAOLGiWCYt5DKKhmxP3t0yZH5WAoFJBf0xfvSZgvxHACjCchNM3Csf/S975so70PpjFuo16wD1ARMK+mMCiLSlKbR3YQCgB3o4xOTFORihH8PkH3YZddZfh2kA/TERWAuaAUCfFASVjBlHUDIAmKA/AAAAoG7QHwAAAFA36A8AAACoG/QHAAAA1A36AwAAAOqmcv2x3lpN1z9d0veCEUKkq6PqS6CiPwAAAGaBytdfX0jlhbHPrRCiueJQJOgPAACAWaDq/efWmupY7UWnb0Gng/4AAACYBWqL/9hYyPaf216bP9pudtr5LejQHwAAALNADfpD7XabboGbKI/keHtt/uhy5gtBfwAAAMwCNb7/IqXGemt1LvOFmHEh6A8AAIBZoFr90WzpEabdxpLUHyryND2ZgP4AAACYBaqOP1Uxp6LTdsy5dNr6WzDoDwAAgFmg8vdv563gjwQZfDp3tN3UkqM/AAAAZgHWPwUAAIC6QX8AAABA3aA/AAAAoG7QHwAAAFA36A8AAACoG+/qteuZbV29hv7oycnPfA4boY3xVgIAwLjw7vzJxp2Nt+786cbdGzdu375zfXsb/VHO2AfsfWZjvJUAADAuvLd/+gNv3+Nt3veXr/3a3+9+e2l3Z2f7xg30RwljH7D3mY3xVgIAwLjw3r5H2ebf+is3F3/r7vZ2JkFqbg36YwZtjLcSAADGhaE/3r7He/uv/aWbX1q4e+vWqPTHems1Xeo0W2ddLX66nH2VfIP+GK2tnrm+9azzqxNb2hXdOXME/QEAAHWS0x/3eFv+h+5cunDj5s2RrL++kO7/ou1z22lnG84JIdZb7cZ2erxf9MeR+NqYB/WkDUKIvP5YPXNdiOvxopGyQKaM/BoducZ4KwEAYFw49MfmT3/g1vPfvHlzZxT7z6011bHci66zlgkOsb02r+0Ls5/0x+AjeiUSxG7GYvOOIT4+d/Iznzv57MXh9MdIco3xVgIAwLhw6I+37/G6z/7bkegPjY0Fff85SXNl+vafSwbsO2dOxNeEOH8i+Zh+d/7EydTBkHA9XvzcyWcvpsk+Yx9bhdw5cyTLazoJUmeGSP0ZJ7auNVdTMaElNpshB3uZ91pzNWlb1oC8ZSXojhNXwxzXaFTdT64TW0LcOXNkBLcEAACmjRr0x8aCcwtcIUSnnXpEJFOhP86dT/5/PV48sXX+hC4pzp1Phu3sKT8d+5PRN8moH2eFyI/6txfPFXkOnr0oMn2w2NzKxIerGXKq5cSWEFvPluqPxeadrFJZRXHDzPaYVfeVC/8HAMAM45p/+ZmfvPXiH4za/yHE9tr80WUt8mNj4ajh/BBToj+SATXzT2RjbcKdM0esUdZK7Dy2Pz57Mac/lHQ4d6a5Kof8c+fTZH02Y/XM9cQRktcfljTJ2lPQMFW4q+reudAfAACzjEN/XP2lv3MnvjyS+NNmS77zIkQSgprpj+bKsuX8ENOrP2yPwij0R14lJP6J1OFxYktcPPeZE/EgzUjnblxBqQPoj7Rhpv7I+VR65kJ/AADMMjn98dd/4sfPHL17+/ZI3r9VMadCiE5bzb902nM554eYTv1x8tmL2uskR1YXP2e95aENz2nEw5D6Iyn2WjNzeGTHvZux2LyTFZjEahiK4ci5Z48Y0zqfObElSytRElrciVV1H7nk8RhvJQAAjAtz5uXv/o2dr3zpzq3u9evbo1n/Y3tt3hH8sbFw1OH8EFOiP6zgBnMCQg7DyRifDLoqqPPiVpLSHfCRfqWyu6ZgjEHd9DrkmnEkPtPUg0+1xMb6H3aztTNlDdOu0aq6v1ypxOmr0wEAYH/hbf7sB9++x9v823/1xuHgzqut3Vvdq9eus/56CfmZC2wYe/ZioqXGeCsBAGBceHe63dRu375169a169fZf66c8Y/c+8GOxOdTl8wYbyUAAIwL7+rVa5ltXb2miw/0h5Nxj9z7zcZ4KwEAYFx4luBAf/Rk7AP2PrMx3koAABgX6I+BGfuAvc9sjLcSAADGBfoDAAAA6gb9AQAAAHWD/gAAAIC6QX8AAABA3VSuP9Zbq+n6p0vaXjCddnry6GpjWyUeu/6IAs/z/DCuqHgAAAAQonL9sb22kK6z3m0syTXXt9fmM9nRaeu6ZOz6QwgRh74XRNWVDwAAANXqj/XWWlMdy73o9M3nttfm1b4w6A8AAICZoLb4j40FpTO6jaXlRII0W9qkDPoDAABgNqhBf2wsOLbATSTI8tzR5YWOSor+AAAAmAVqfP9le20+URt6/Ed2UggxGfpDxKFPBCoAAECVVKs/zOmVbmNpeaEjmiu6zyM9mTAp+sPzcIEAAABUR9XxpzLmVAjRaSfzL+utVfXOy/bafBaLOhn6g/kXAACAqqn8/dt5R/CHaK7Ik5r4EOgPAACA2YD1T23QHwAAAFWD/rBBfwAAAFQN+sOA9dcBAABqAP0BAAAAdTOt+iOj5hYCAADA3plW/VFzwwAAAGCEoD8AAACgbtAfAAAAUDfoDwAAAKibyvXHems1Xep0SdsLRq2LKjeiE0KgPwAAAGaDytdfX0j3f+k2lpbTvWD0/W877bkJ2/8FAAAAqqbq/efWmuo43YtuvbWq7QUzefvfAgAAQMXUFv+xsSA1R15/ZHvkoj8AAABmgRr0x8aCtQVup63CPrbX5o/i/wAAAJgtanz/RZMazRWpSJZW54n/AAAAmDGq1R/NlvbOixnqkZAFhSSgPwAAAGaBquNPNXnRaWthH+4z6A8AAIBZoPL3b+et4A8hRDb/YskR9AcAAMBswPqnAAAAUDfeudden2TbBQAAgH2HN24BVAb6AwAAYF+C/gAAAIC6QX8AAABA3aA/AAAAoG4S/fHyF+5L+MLL6dCfP5OR++rKVz/hSIb+AAAAADdeIigS+ZAJifwZQ37INJ/46hU9MfoDAAAA+sEz9MOVr37iE1+94jhTrD/yCdAfAAAAUIqpP9Lj/BmdK1/9hJp/GYnz4/Tp05/XOH36NPoDAABgHzOE/jClSOovKQoW6ZdTp04l4uPUqVPZSfQHAADAvmTw+Zec+tBnZPbiCzl16pQuPtAfAAAA+5XB408zskQj0h950B8AAAD7Ek8qh/7fv03QHSMy8agDUdEfAAAA+xLWHwMAAIC6QX8AAABA3aA/AAAAoG68c6+9Psk27v4BAACA0TPp+gPDMAzDsP1n6A8MwzAMw+o29AeGYRiGYXUb+gPDMAzDsLoN/YFhGIZhWN2G/sAwDMMwrG5Df2AYhmEYVrehPzAMwzAMq9u8nZ3bGIZhGIZhdRr6A8MwDMOwug39gWEYhmFY3Yb+wDAMwzCsbkN/YBiGYRhWt6E/MAzDMAyr27wDh45f0D6fXjyweNpK9PLigSdO77y8eMDiidN6stNPHFh8WUtvFHKh8YgsNleO2YBpM8fFVljLheOHDjzSuDBUIXvJi2EYhmEjNW/n9BOZkji9eOBQ45KVwqVIdLvUOPTE6R1NfyghotvLi6nOyA6s8w670Hgk357+TFM5jsaM0PrRH5cah/bYjPHrj4J7calxSCnJ0r+TcVnSwvyFv7w49doXwzBsis2znRrmWOJUJKZZ+sMYkA4cOHBg8bg6c+j4BSk4Ti8mQ0KB/rhwPMk0jP44/YQxFp5+YlgR04/1oT8uHD906JFDe3KTDO1ludQ4tGdZUHYvLjUOyaF9Qv0rlxqHDhw6ZIunC41HBve9jaIzMQzDsJ3bOzu3PakDbu/s3N65cPyQ9piePfIaaWwz9MeFxiNFD/ryq370x6XGoQOHGpf6UD95e3mx1gfx3sog6cZebqS91lJ8d/bYG+X3QtMffanV+u1S49CBxcZxU/9dahx6pNF4Yiz645lnnuGYY4455rhMfySWDZ8uJ8nLhv449MihQ8cvJFLD+mVXszz9+T92bu8MN56dLhlU9NCTbDR6efHAI43GEwfMR/z0+dhO6czuSKA1W47QRsOSkUyll6Na0Xl9/qW4OumokBm1Bh86fqEgb8+uKL0XTv2hXUU26eaoTj+vq4Fcdvu6ZFNPp+cXT6dOL5eTJhUNRvuTe6HfEUcV1t+A2Znu252/cAzDMMxtvfTHheP5iQMzFCAX/6Ey5sbFfv0fqY1Uf7y8eMAcgTI9dEAGZ2QzCI6rLsmeHWQ9qT0oq/bYCdRIrEorOp/XH2Z7kryL8sLNAtOWFOUt74oe98I5/2JeRWl1uvDS9YeW3Xld2hifKA/VbOvGyR7I98lpTfHkqygpqvB2Wy0vs7E/eXDMMcccj/e4MP5DPjE7fk8HDQs9vfhI4/TxQ4sv75x+4lDj+GISBXLACAcpyFikP7TnZmtiqEh/2OezMcMaSKQqsgovyy7ll9V/6dSVugTt2PLkGwOY63xOfxRcZs5t49Ifg3VF+b3Qw31c8qukOuv8acv/UX5delOLjh19e6hxSVVkNsBVhfUHZspKx+0mQATDMKxf84xhxvR/nF58pHHB/TKtMRTlfosz1G+xKvnlxdT1nUzWjNr/4RiBZCPtUTCTGkWDrvbqRFn2EkFQ9NJyBfrDdjgNpD96dkVf8y+5Zpf2fJ/6w31dQ+iPtIpGdiFZje4qcn8DbrdW8YUX2IQ8eXDMMcccj/fYO6T/jDriP/rSH/LhT05eyCgQl/64LR3vZcojseHiGS80HrFcF4calxyzAO5pkfQSGkZAxu3S7PnZhNunFzOniB3uoBz1skMuNB4x5l8c593zL9lcQEN/rM8V2Hv+paQrnPfCmGrppT/Kqiucf3HKF7NDSvWHORlkrj2jTW/lHCGqCsffgF2Ufbvxf2AYhvVtnjF41KA/1LNm0YogyoZ/n0J3yZi6x/RD3C4adFW8be/s8jgXw3h60V72Q5651Dh0YHHxiVxpRedd8aeqOj125MCBAwcOLT6RJVMvmvYZfzp6/VFUnX4J+fhTo7TcdQ2nP24b72eZHpd81+X/Boy3dh0hq+gPDMOwfs1cf72H/shHXeRW+8iT/Vgvvmz6A7S81S4RNoFWNFDN8ABW9uIShmEYtt+M/V/GYuiP2+rNqZ3brtd5MAzDsP1s6I+xGPrj9s6OMYWB+MAwDJspQ39gGIZhGFa3oT8wDMMwDKvb0B8YhmEYhtVt6A8MwzAMw+o29AeGYRiGYXUb+gPDMAzDsLoN/YFhGIZhWN2G/sAwDMMwrG4bgf4499rru7u7Y78SDMMwDMOmxdAfGIZhGIbVbZb+uNWH2UWgPzAMwzAMG8gc+uMHP3j1e9/7w7ydPfuDofXHP/ydVe8ffPUf/s7q2C8YwzAMw7CxW37+5db6+h87xcfbb1/di/8DCYJhGIZhWGIO/ZF3gZSIj51e+sP7B1+1LJEgi4uLD5qMvS8wDMMwDKvHvP5iPtyRH4mhPzAMwzAMG8i88oAP6fYoFB87fc+/fPbp/1AiPtAfGIZhGDY75pUEfGxsvL29vVMuPnYGjz+9fn3n6taNq1s3HnzwweQgOR57X2AYhmEYVo8l8R/ugI8/+qMLFy5cGon+yGxxcVHXHD31x/LyC5/XWF5+YexdhmEYhmHYHi3VH7oLJJt2uXz59e997w+vXt3e4/xLfqrFSVH2b33r24n4+Na3vj32/sIwDMMwbO+Wvf+SukD0V11u3Pjx2bM/6OkC6Ud/FPk8+px/+da3vo34wDAMw7B9Y0p/JC6Qt976E01tjOD9l51R6A8MwzAMw/aT6et/3PrBD17tJ+DDsqrnXzAMwzAM22dm6I/EBdIz4MMy/B8YhmEYhg1k9v4vQ7hA0B8YhmEYhg1k5fvf9lUE8y8YhmEYhg1k+f1fBraB1v/AMAzDMAxDf2AYhmEYVrehPzAMwzAMq9tGoD8wDMMwDMMGMvQHhmEYhmF1G/oDwzAMw7C6Df2BYRiGYVjd5p177XUMwzAMw7A6zdvdA+dee30v2SsqCkqgnwEAYBJAf8wW9DMAAEwC6I/Zgn4GAIBJAP0xW9DPAAAwCaA/Zgv6GQCqZPOHL3zn8rgbAVMB+mO2oJ8BYBguf+e5ryfCovPK1088Z1umOfrWH5e/81yzs5sWaGfZfPXFV9JTuepeOLc5mkuCMTMt+uPisYMHj100Plw8dvC+++5TZ5Mv7rvv4LGXjh28z+TwS6Nq6JSD/gCAIdk8d0oXCkpAGIkM/bF57pQmHV65rCXIsrvL6byS6ozswDoPU8/E6o+XDt+nrzmP9QAAB+BJREFUqYuLxw5qEsIQI/KMpjPM1LsvHU7OJ0XOthZBfwDASLjcPPGK6bXYfPVFw1HR7Oxunjsl5YJ0aVj6Y/OHL5jujeY5deaFc5tScFxuvvjDzV30x35ikvVHJhRSPZHJiovHDh48duywdG5ILZJlKdAf9vEsgv4AgP6Ro/7u5eaJU69uJge5yZcTz309TaYmUzbPnepDf2y++qLL+ZGmf67Z2S3UHwSaTD3ToD9eOpy6Lw6/9NJh55TKRX3CpXT+Bf2B/gCAPrj8HTljIk9ICaKOHVMng+iPF15Mvt189UU7qkMPNyn0f3ReSbwsMJ1Mgf6QmkPTDU4VkaTroS7QH+gPACglCdooHNc7r3xdCZGcdJD64/J3Tr262cf8i1FpWmwWNVLm/5DkdBJMC1OgP3Z3d3cvXrxof3nYcoW8dOzgwfsOHzt2WJuZ0Z0iFx3Fzh7oDwAo53JTn08xzr/y6rlT8iv1isrmuVOZAsgER6H+6KcBL/7w8rlTzc7u5e+cevXcK0kUiBkOopFEkDAXM31Mhf54ySEo7rMiUF86duzY4fsOvyRna3ZdYaroD/QHAPRBflDf/OELSnmcenVz89UXX3n13KkXzv1QD0TV3mop1B+Xv+OKIDlhuDGS6Zvd3dThoSZrdP2RNNIhlWAqmAL9cfHYwdy0ivz24rGD9yWhqYePXcyy5PVKpkPQH+gPAOiTzit6YGn2QuzXv3M51RObP3zhxR9eVu/lqpdiSvXHqVc3laCRaQwHidIfSY0nXrlseT6UHoIpZQr0h3Ym7xKRMSLHjl3MZcH/kQf9AQDDIAVB4vzYlXIh84Wk4aia2kj1R969MZD+UHEhRSuCwLQyFfojeb3F+ijPKJWB/ugN+gMAhiCTHbu72QSK5X6QekL/1vZ/5Fb7yFuSfjON/zBXVtVWFoHpZwr0hzUTY8SSOmJLL+ZevtUToT/QHwAAMH4mWX/kg0z3Buufoj8AAGAymFj9AZVAPwMAwCSA/pgt6GcAAJgE0B+zBf0MAACTAPpjtqCfAQBgEvDOvfY6hmEYhmFYnbYn/0e32x2VDhphUZPA3a2td59//r0vfGHcDbHZZ/0MAABTCvpj1Jw9++7jj//5Rz7y5x/5yLv/4l+MuzU2+6efAQBgmkF/jIgrV9557rn3P/WpRHmk+uP558fdLJup72cAANgXoD/2yjtnzrz3hS/osiOz3TfeGHfrbKa3nwEAYD+B/hiWK1feO3LEcnjk7b1/9I/ef/TRdx9//N2nn37nued2z57dPXt2jK2evn4GAID9iNIfn/zkJz9ezCuvvJLP3M9glpVQnixXVG79dW3729wWL4dfUrvB2Gu2Xzx2UJ2ytowZakX2d59//v1HHy2XHf3YWKQJ+gMAACaBVH/cvXv3a1/7WqIzfqARBMHHP/7xF1988e7du/nMfeoPcekX/s9//ivlEsSlP8wNbw8fdm4dl25ye/HYsZeyjLoCeemwITeSIz1NvzvSvXP+/LuPP/5nBw7sXXn0tPc/9an3H330vS984d2nn3736acTaXJ3a6uPZvYA/QEAAJOA8n9sbW198pOf/NrXvpad+fKXv1wiPnaLBzPLdyIu/UJPCVKqP4rOOE+mgiT7cPiYPKF9o2Xre0fcs2d7zrZMvjRBfwAAwCSg9EfiAvnkJz95/fr1L3/5yz3Fx26p/kg0h2UlEmRI/fHS4dwOuVqyi8cOHn5Jkx3ZkV5U3/pjd3d3d/fd55//s1/91bGrEKf92YED7z/66PuPPppIk3fOnNk9e3b3ypXSfgYAABgDRvxp4gL5zd/8zcRvUS4+dgfXHyUSZCj9Ybg6skTylPxWTyUjR7SCBtMfu8naYk8/PXa1MZw02f03/6ZImgAAANTGNOuPxL1hfL5PVxq212OP8y8WV65k64xNuyXS5L0jR959+ul3n39+9+zZd86fH6JLAAAA+sTQH1kU6je+8Y1vfOMbPTOPd/7FlB+WLyR7G+a+7K2Yl/QUqrBh9UfC2bMjeRdmYg1pAgAAVWCv/5G4QJL4j3Lnx+6Y409NwVGiIvSoD83/4XCFDMu7zz+fD019/1OfSr595/z53e9/P7F3Tp9+96mnMnvvn/yT9z/72cTe+/Snx642BrJJW9oEAACmCFt/ZC6Qj3/842+++eY777xTkrmu92+dZ4yP1oogRlSIJlRUMpV1BPoj4d2nn9ZDU/e6+cuVK5lq2f3+93XV8u7jj2eq5f3PfnbsQgRpAgAAg+JY/zRxgSRekOHiP3T2sP7YaGRBL0ZZ0d2tLbX53Fg2f+mlWt575JHxqpbqljYBAIApwqE/7t69e0Gyu7tb4gKpcv313PqnVTDU+qe9uXLl/UcfncDNX3YLbtndrS1dtbzz+7+vZoj+1b/SfS2VvnuMNAEAmB3Y/2W2GGE/16la+lnaBAAApgj0x2wxEf2szxA9/7w+SaSrlj5Xm0WaAABMI+iP2WKK+3ko1cL7wwAAkwn6Y7aYtX4uefk5mTB65/Tp3e9//53z55EmAAB14nUBAAAA6mVP/g8AAACAIUB/AAAAQN2gPwAAAKBu0B8AAABQN+gPAAAAqBv0BwAAANQN+gMAAADqBv0BAAAAdYP+AAAAgLpBfwAAAEDdoD8AAACgbtAfAAAAUDfoDwAAAKgb9AcAAADUDfoDAAAA6gb9AQAAAHXz/wMidQeI1Or2XAAAAABJRU5ErkJggg==" alt="" />

回到了主线程。

这样就执行完了整个程序。对我们来说,在每一个Slave方法内,await关键字就像一个分隔符一样,之前的代码是调用该方法的线程,await之后是将结果带回来的线程,await执行的方法是异步的,在.NET平台下,例如我们程序中的例子,实际上是调用了线程中的IO线程去下载网页内容,IO线程会怎么做呢,我没有往下看,不过我们也可以猜测一下,Reactor或者Proactor,Widnows提供了IOCP来作为非阻塞套接字的实现方式,也许是使用了这种方式。也许是这样吧,不过我们不用关心,我们只专注于await这里即可。

总结


如果结合目前很火的事件驱动,那么通过线程来实现的并发或者并行,对吞吐量是很大的提升。ASP.NET中目前也是采取的这种方式,接收到请求后,将请求投递至Worker线程池,Worker线程池将请求投递至用户处理线程池,大概是这样,用词不准确,粒度上划分就是2个大的职责,进入我们的代码中之后,我们是可以通过async await关键字将粒度再细分,这才是获得吞吐量的关键。当await处理完毕后,将处理带回来的线程将结果投递至调用的线程后,回归线程池去处理其他的事情,也许是新请求,也许是其他方法。

粒度的可操作性很大,所以也会带来一些问题,究竟我们什么时候使用它,对于短时的操作,同步性能会更好并且语义上更直观;对于要用到IO的操作,使用async await肯定是最好的场景;对于超长时的操作,自定义线程单独跑肯定是最好的,不会妨碍线程池的线程处理其他请求,线程池中的线程应该是处理时长合适的场景,时长合适就是我们的粒度选择是否合适的问题,需要在实际项目中进行测试,所以在合适的入口选择使用async aswait,在后续操作中审时使用同步。

也许在未来,会不会也会出现类似于CPU的投机运行机制呢,呵呵,很期待。

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