SQL查询（医疗项目的SQL复习）

内容来自于

aaarticlea/png;base64,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" alt="" />

l怎么写Sql语句的思路：

主查询表：SYSUSER

关联查询表：userjd（监督单位表），useryy（医院表）

SQL查询分为：

1.内连接

如果两张表有外键关系就可以使用内连接，因为通过内连接每一条只能返回单条记录。话句话说如果主查询表的字段通过关联查询表能查到（且只能查询一条，就是在关联表中只能查出一条），可以使用内链接。

举例1：

表：DICTINFO:

如下：

aaarticlea/png;base64,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" alt="" />

这边表中ID是主键。在这里TYPECODE是外键。

表：DICTTYPE.

如下：

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" alt="" />

其中TYPECODE是主键。

这样一来两张表就有了主外键的关系（表DICTTYPE的主键TYPECODE在表DICTINFO中是外键）。

好了我们就可以使用内连接了。

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" alt="" />

为什么上面说通过内连接每一条只能返回单条记录呢？

因为：你想啊，typecode是外键，什么是外键？在表dicttype中typecode是主键，主键是唯一的，那么就是typecode都是唯一的，那么dictinfo.typecode去匹配dicttype里面的

typecode时只有一条记录，这就是说只能返回单条的记录，也就是说如果在dicttype中的codetype不是唯一的，那么就会查出来多条的记录，那么就不是内连接了。

举例2：

再举一个例子：做一个数据查询使用内连接的方式。

假设有两张表sysuser表还有dictinfo表，我们查sysuser表查出了Userid和GroupID如下：

aaarticlea/png;base64,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" alt="" />

但是我想知道这里的GROUPID到底代表是什么，我们根据表的设计可以从dictinfo表中查到1,2,3,4到底代表什么，比如

aaarticlea/png;base64,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" alt="" />

好了知道了要求后我们就来使用内连接来实现。

其实

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" alt="" />

这个东西就是一个结果集我们把它当成一张表（这里的DICTCODE具有唯一性，可以当成是主建），好比我们拿一个3来这里匹配DICTODE，只能匹配出一个记录。所以可以内连接。

只要在关联表中查询出一条记录就可以使用内连接。

所以根据内连接思路我们这么写sql语句：

sysuser表是主查询表。

(select id,info,dictcode from dictinfo where typecode='s01') grouptable是关联表。

select userid,groupid,info from sysuser,(select id,info,dictcode from dictinfo where typecode='s01') grouptable where
grouptable.dictcode=sysuser.groupid

(select id,info,dictcode from dictinfo where typecode='s01') grouptable  就相当于把查出来的结果集当成了一张grouptable的表。

如果从关联查询表中得到多条记录有重复记录，使用内连接如果出现重复记录则大部分的情况说明查询时错误的，在确保sql查询没有逻辑错误的情况下可以使用distinct去除重复的记录。
写一个例子来验证上面的观点，
我们用select id,info,dictcode from dictinfo语句来查询可以得到下面的结果。
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" 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很明显这里的结果集中的DICTCODE就不是唯一的了，那么关联表中查出来的数据就不止一条了。
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" alt="" />

上面的结果就是错的，那么我们就使用别的方法来解决上面的问题。

select userid,groupid,info from sysuser,(select typecode,id,info,dictcode from dictinfo ) grouptable where
grouptable.dictcode=sysuser.groupid and grouptable.typecode='s01'

这句SQL就可以解决上面的问题。

2.外链接

先给出需求：我们在查询系统用户表中对应的医院的单位名称，（如果该用户是医院的用户则显示医院的名字就是说的达到的效果是：把用户表中的数据都查出来，然后发现这个用户是医院里面的人员，就把医院的名字显示出来，这样效果用内连接是达不到的，后面详细说明区别）

主查询表：系统用户表。

关联表查询表：医院单位表。

显示全部数据的是主查询表。显示部分数据的是关联查询表。

左外连接：left join;left 左边是主查询表，left右边是关联查询表。

右外链接：right join;right join右边是主查询表，right join 左边是关联查询表。

语句

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" 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从上面的结果来看，满足了需求，只要用户是医院的就显示医院的名字，不是医院的人那么MC这个字段就是空的。前面说过，如果是内连接就不能达到这种效果，为什么？

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" alt="" />

上面就是内连接的结果，你看只有关联查询表中有的才能查出来，所以造成的结果就是只有医院的人查询出了，但是系统表中其他的人就没有 查出来。

使用右外连接：

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" alt="" />

结果正确。

3.子查询

子查询的查询规则通过关联表的主键关联查询是绝对没有问题的，但是也可以不通过关联表的主键查询（但是子查询关联查询的结果集只能有一条记录）

需求1：

查询系统的用户表，关联查询单位名称

在主表上做子查询，主表记录会全部显示；

如下：

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e5o/5cOBgEvxoEv5rpBANYVG5mbCX45G6wLtzbOkvr/4S7a9n9P3PD/4vuNon1v9m1/se72y+tzM7/sbfsXAiFWbcZ7W/NjDWBgwt2phfBrbbE3d4VowleftJKsCPPGj0qxtcGkEXxZn7gfJScrRu9RPwIWAnLPjhKtkU7Z/yxdm9ZL8I/l9i0KGM5jdHRnT5Z974jd4N14d78mWV0LpafO2/3Ovyz+EUyv3XVk+JzYZc2Kikp2OoclTqmYKcngpsIfr62dsVogp3dWyPYkSeeDNblAMUUf/ruwnZVqljyUxz9M3yRNboz1u6FclX9oNb9tnpRfPgUn7FPcjdYF+73o5xl8uxOnvXipyusuNEvj6zKVp+oYKVyjyw4KXs0wdHLxxcc7vNhBTu7t0awI6/+tAEoo/jTdxcOT+WMLfgIPD+/2xdZo1tvhZn9q/Sx/EHDL5P+IWus4sOn7N635G6wLtwPcJbRZUsW9ejSJitudEnCL19XlZO7aje6NTn+LYwv2NE8puC5tkTbo+fVgsNLGgqOflJCMeFdRL90PmgACsWb+W6UqrAlPAqcPtaWjn5Gti+il4SjW2OFCcNuuyMia6y78WEP84eN1gGVO3rB4VN271tyN1gX7l2cZbSnsgBWhuhO8jO3WjYrrfXJTApWbgHBzQU7OUcT7CccWbCVs1hwNKeyssnTBqCMms2c3LrWZy3sn9zSVtrk8Zj1SY/mtLQpd5r8sCddWlmNKLMx1n35F7a1KF24H+Msw9UNOyfPeufy7QtnJ1l5tlSeCwVVeSdYr8fDCp5xhp2cowlefjK+4OjlrQSHaa3tp5wJ/tYFSFL56Yt2zvpAifUu/DiEf+pjhVc5OZXbEd8Sbz96SdZYzsmQdfiU3fuW3A3WhftLnWV0P1nLkDzrs5a/uIq0OhfErVx2CyMLTtbmkQVPtCUstQMKftEMKydJ8WkDUEbNp++eOv+VMlFQcH1nqZfgMmdZfM74kpoMkXum5Z6forAtuRusC/f7a37r0A7r3e2c7lqejVYHK//uta8hvJ2acyGq35HnC7NuYXDBzPABgn3NAwp+xQyHAizBikhHHoBOzafv/tNVZG3dKLsLt6PskjyHDpPnJklmjr4W79RRaLWEsxodxRnL6eOMHu1TcO87cjdYF+5tneUJqDwXjgfBrwbBr2Y6wQAW9Zs56icAHuRusC7ccZY76s+Fg0Hwq0Hwq5lOMIAFmxleSu4G68LdcZYXsHks20Qg+NUg+NVMJxjAgs0ML2VcZymmuFwun+vtDeN6vXbXgOChAsEHCL6tN4I4QbCZiZfG9Xp9mXVMkHCWykNXnOUsgWAEn0Bw9/OaIJqEs5mXZcl6S2980VgN81Rqrk9+msBZThnjVOXkGiEYwacRHK0ieiFROod9soYgjolhFyW5mR/dtps5+m+Qt2x7Rqci2fKKsZQkr8ijrPuYe6NJ6BsMZzlfzFiVu0tFMIIrBftVJFqQlJKTrKlhkbPqX7SbP5YiW7mRZAZxfpr0Ua5SjIgzVta6W2Jylz5cwV0kN/OjW9kDeH8e9FtoNZYyhJ4nuRP8a30KZmDM0DcYznK+mLEqd5eKYARXCnZKl+8PnLfCipWszUqhiurRh0gmjzqwXD0v6qNcZc2Pld+asXo9WbPq+5tbhbP0/VDYHu0p7qsmY+WOksxjTbWj2bnxpLxJQ99gOMv5Ysaq3F0qghFcKdgpG4vmMPzqZTUqVzmXhAqTI2blz01i9RTnsHJEf72U10qe+hkom5PkZn50izrLsiV2TGHZbSpjWT4vHFf8iIWN+k7YboaoEpwlznKOmLEqd5eKYARXCg7LSVg+wy+3fcIvn41OWiuJX2jDsheO5Wi2Mlv1NdqSm9maUrFlcQt8OBuh8ujrMENUgL83rHtPzmGoPOz2jORmvn0V/uhiWZPmjGs1OrfWdqysHehrjn6ZXKMskbOHvsFwlvPFaFV5sf+vowhG8GkEJwtPsjjtXuzchn5Vsoz5jiRLczJ/bh5ds5gnqTk6G/64zy93/VutuzJ6+G7yTpOb+fZV+J3FtebQ366hSGXRa8ZKDpGVR3SQuoZTWkx9g+Es54vRqrIDghF8GsHREpJloRSHobzIqn8FXsryB8qtJfNkOcttKn8yRbW53q7Jooizob/rO0uH21fhj2qLsps0fw87SRqO1VBzuDG2gv1bK+gze+gbDGc5X8xYlbtLRTCCKwWHdUipVc6LJeYVyq6yhk5etcsg1sJoWRW/1DUXz1iT2YimrVx3ccSCnrfMwi+ueHKrJDeMIrtsLGXr6pqLd35xqhlD32A4y/lixqrcXSqCEVwpOKwfFrs+4SXNW6LlTbkq6mb85HrmbWOZ5t08+30qZ8NqqV93ZTbKWnaR3My3r8IfboDovexGj06sP+fRzq3GKpOXeyNKN2VXnCD0DYaznC/GqcoIHiQQfIDg7sc6QTQJy1mKjduwGv3ODccqk5ebPKvbydxkQeAsp4wZq3J3DQgeKmYU3P28JogmIT6zDJ+YbpOETxyTT+lajRWmTXrZpOYoDfu8VQzqLC8yVwAAAAAYhhGdpZjicrms6+0N43q9dteA4KECwYcIBjgDbGZ4KeM6S/G74d3rTb8i118GgscJBB8iGOAMOJt5WZast/TG4rRWtvqhc6+tSf5W4CynjHGqcnKNEIzgEwne8/ghKv+kC/soVym0ygO5DDvzwmZe15+FP/kzgtue4Yhhoz8zYv/wI6OkWgNLmryp7SXKmo657odRsMGOV4izLIw5q3J/tQhGcJ3gCNuyZBmOaHl2nsSEFb2gHFpXWaU3msQi109Yel7UR7nKn9XkWMq6J8WEkqxRdtdamYXNvK6lhT+5t/VbWINJiE6F0qde5OJ+lKIaonregZdusFYKcZaFMWdV7q8WwQiuExzhWQJ3LWEf612/p3Vtbp7oCzFb2DmszQV6XtRHucqaH322lXVX9Gwbk7Pqe6C1ovAnPdyuPdoza1/52zI5+YoeK0N0nq3b95dVX/RzULzBjlSIsyyMOatyf7UIRnCd4AiKw9D9R9hTL7d6HqezSJaHEHvqd1czoj6ryprmavZ71uycB8JmXlfDWRa0hAp1h2c5S93bJfVYjVmfqahzfcrDWYob7EiFOMvCmLMq91eLYATXCf5BtHxaj0N2X4b1eHd59KowrV/2tjm3PcMbCTWHA/nFPtqSm9maUrEldzZC5dHXYYaoAEuPf+9Okqie8KotwmZe1/xnls64VqN1a8qL8HWoKlePL8a5NqvD6SneYEcqxFkWxmhVeVkW6wWCEXwiwd8ky2Fxn2fJ3P6ZzLPDdyS5mv38uXmszFFVSp6k5uhs+OM+v9z1L17TgtHDd5N3KmzmdS0q/KGxiyrRDd8SI9rf2hiKHkukdY/Rdl/SW/G6DdZQIc6yMEaryg4IRvCJBH9TZn2sbtF63NxZKnmiZd7Pn5tH93+7VFb/ZJkvng1nLGXdw1vwO+vvWjqFzbyu+f82PPwz/NJPFUr1Z9J/LeoJr7KWIClYvKnTU7DBjleIsyyMOatyf7UIRnCd4G/0era6nsDKk1VunaGjChU9PtHSK35pDRHt4/sY60Uys25i/MYCzySOntvzgbCZ1zVwltFUyUGdGbAyRC8scJa5eop3dXGqs1KwwY5XiLMsjDmrcn+1CEZwneAfRB9j7B5m7Br1PtGBrEuiOFftuiUvLM68bUymTebZzWHYJyuz3mKlCnEuTM5GWcsOYTOvq+Eso/eyGz0c0RFjzV7yxfbacBoL9Ph7I9lNWfE3oWCDHa8QZ1kY41RlBA8SCD5EMMAZsJyl2LjFakx2toxaaKadDLqesLGs2xu6yQJwllPGnFW5vwwEjxNzCgY4A+Izy6TJ2z3dzHqS5zzOjLaEmXU9vout7wM7BnWWF5krAAAAAAzDiM5STHG5XD7X2xvG9XrtrgHBQwWCDxB8W28EcYJgMxMvjXGdpfjd8O71pleR664BwUMFgg8Q3P28Jogm4WzmZVmy3tIbrXf9DOGLmqH9SF5bk/ytAmc5ZYxTlZNrhGAEn0ZwtNIUFJuyq4hxYtgVTG7mR7ftZk7+HOG2Z3Qqki1+B6v/o337pzLQTnDypm6ueRUHfZ/QNxjOcr6YsSp3l4pgBFcK9itNtGgp9Sms38kWpchZRdQqvVkFpsxPJAdq1Ue5yjcZybHK1j2c9p0kZZ6dsZKb+dGt7AG8Pw9Zt6DMuUWWHnFE/1pRzzuEvsFwlvPFjFW5u1QEI7hScPSoXYJnKkqxCYuZlcfK7Fe16FVOBS0wRn6LoudFfZSrrPlxZjuas15P1qz6HuhW4SyTHm7XHu2Z3FfKVcpGEvU4MpL3npzq3EU/R+gbDGc5X8xYlbtLRTCCKwX7pS6r2IRXhdcm33UGCvOIncVIFu+sa5V7r5Htz0buayVP/QyUzUlyMz+6RZ1l2RKHe9JxeLtLnM6O1dP1WI36Km8XOqoHZ2ltMJzlfDFjVe4uFcEIrhQclpxoRQz7WFdti1ayFjr2yC/DNWNZaZUyb927k9ma0txZFWcjVB59HWaICvD3hnXvyTkMlYfdnpHczLevwh9dLGvSnHGtRuvWlLtWNliuHktM8tqsDqcPfYPhLOeL0arysizWCwQj+DSCk8UpWcB2L3ZuI1nAdq7IqXO+I8nSnMyfm8e/u+TUZfVxZsMf9/mlNeeV666MHr6bvNPkZr59FX5nca05jArINXy7PNa9LDEK9PgL5Hfz1yJ3As8R+gbDWc4Xo1VlBwQj+DSCo2XGtz5+/fO9lFXbnHLrVMEsL+Vkdm5WzKNr3qWy+ifLfPFsKMut3KA4G/q7ls7kZr59Ff6otii7SfP3sJPEz6OsXXQRHT1hf2sJLMFZfd4h9A2Gs5wvZqzK3aUiGMGVgqMFL1nPxKusPI6fcGqbn7ksp3hryS+tIaJ9kjMWfdFkNqJps9bdEiauRVbPW2bhF1c8uVWSGyZ3q9wEh5qrp3hXF6c6a+gbDGc5X8xYlbtLRTCCKwWHNSZZ/5yWZyHcdojmscpq2Oh3UMpz28zJu1CG9mds2ycrs95SvO5Zs1HWUlz4ww0QvZfd6NGJ9ec8eUl0hpOvs/T4eyPZTVnxNwl9g+Es54txqjKCBwkEHyC4+7FOEE3CcpZi4zasRt9x+hksJb2cZUGqNw+c5ZQxY1XurgHBQ8WMgruf1wTRJMRnluET022S8Omm+CRvmzz5CDDLoVp6rLFa9SF2MaizvMhcAQAAAGAYRnSWYorL5bKutzeM6/XaXQOChwoEHyIY4AywmeGljOssxe+Gd683/YpcfxkIHicQfIhggDPgbOZlWbLe0huz+hSnLRuuMjnswFlOGeNU5eQaIRjBJxK85/GDVocenDAAw667sJnX9WfhT/4c4bZnOGLYqM9MjYtVBG8vqTe7sBZtsOMV4iwLY86q3F8tghFcJzjCtnSFlXjbEq1/ra6KCosWWqs8++e1dddOi6LnRX2Uq3wjkhwray0sMaEka5TdtVZmYTOva2nh9+dBuYUlRdZYioDtMkWvFfXAg5dusFYKcZaFMWdV7q8WwQiuExzhUX7Coui3bNvrr7JU7V47VbbAGPktip4X9VGusubHym/NWL2ebWNyVn2ftFYU/qTP27VHeyb3lbJJxLHEIaL3lZxG5d33pHiDHakQZ1kYc1bl/moRjOA6wRF0z+EXxZqrfFVWnmQSh2SBz7o2bFeylY1ozbP+Wsmj6/Hbc/MLm3ldDWdZ0BIq9F2gklAcy2rUV3DdLGJUOc4ypHiDHakQZ1kYc1bl/moRjOA6wT8Iy6f1OCQsYFYS5Sq/T3SIXc/wRsL72slzNDgtuZlD8ck8u2xZsxEqj74OM0QFWHr8e3eSRPWEV20RNvO65j+zdMa1GpO3ZjUWjBX9UhGQ1QFWnOW5Y7SqvCyL9QLBCD6R4G+sArba3uV1LSG+I3EyOPdl5c/No2sW8yQ163No2Sl/rOS9716Io4fvJu9U2MzrWlT4d0MxJXcAABmSSURBVHbTMXCO/1tSZI1lCbD0+3cn9nxzXrfBGirEWRbGaFXZAcEIPpHgbwqcpdKn7KqQSi9l+YOkNiWPrnmXyuqftALFs+GMldwAuxZlNvR3LZ3CZl7X/H8bHv4ZfumnCqX6E5IcK+xvZUuKEQXDyjPLc8ecVbm/WgQjuE7wN359PbglRL9ql0GsqZYhUL7UNYcvlD5KZmU2oml1r+MIE9ciq+cDYTOva+Aso6mSgzozYGWIXuvPYXKs4h1bnOqdKdhgxyvEWRbGnFW5v1oEI7hO8A92TzjCpx1HtoSIV0XdjJ9cz7xtLNO8CvP8bMzKrLdYqUKcC5OzUdayQ9jM62o4y+i97EYPR3TEWFLD5NFJFsfy1z3ZTVlNeFKwwY5XiLMsjHGqMoIHCQQfIhjgDFjOUmzcYjUq7Y4XP8xZFqSCJDjLKWPOqtxfBoLHiTkFA5wB8Zml7/bCp5u5T/v8553iWNbjxlZ9oIBBneVF5goAAAAAwzCisxRTXC6Xz/X2hnG9XrtrQPBQgeADBN/WG0GcINjMxEtjXGcpfje8e73pVeS6a0DwUIHgAwR3P68Jokk4m3lZlqy39MaanI+WXG318gqurUl+msBZThnjVOXkGiEYwacRHK0iLyokTubXDUqIMewSJDfzo9t2Myd/1nDbMzoVyZZwrGTOXfvzS7Fd16zcuDKQOAOzh77BcJbzxYxVubtUBCO4UrBfRfyCpPdRyphY3qJjWWU1q8Bk+QlHz4v6KFcVr5ey7qKYUJIyz85Yyc386Fb2AN6fB+UWls2jxyVG2D/aJ8xvzYmiWbmR7XInFzSped7QNxjOcr6YsSp3l4pgBFcKdkpX1B84vsHq41Sv4g5hUSwYcdc5rLt+Bt8/te2jXFW8XkqeLD1Zs+r7m1uFs/T9UNge7ZncV7tJq5kxa2ZyNYsJo/Mj3oh+m+OHvsFwlvPFjFW5u1QEI7hScEHNy30tlqKsDqEHys2We9dl4v05qZHtz0bNGuVq1megbE6Sm/nRLeosy5bYMaCW23PmcJskmlBfIFGz1Zg1kK8WZ4mznCNmrMrdpSIYwZWCo2UyrKx+udL7OJl3HZQCvC1+0boYHctKm0xizYaf2ZofsWVxC3w4G6Hy6OswQ1SAvjeiwpKzutgr+IzkZr59Ff7oYlmT5oxrNUZvbTcJybtWOmfJ8Dv7GnwBeoepQ99gOMv5YrSqvCyL9QLBCD6NYKXw3GJuQH8tFrmsQusUdWWsZP7cPLpmMU/ZbChr8Zw0f6zc9SrbCdYKbiO5mW9fhd9ZXGsOFV/om7ndnyFh8mifaHs0j6LZX0S/W3KnnSz0DYaznC9Gq8oOCEbwaQRHS0jSDWS9dlr0GhnNL44eludk/tw8uubovStL0Go2nLHEDZA1G2V7aRvJzXz7KvxRbVF2k7a78ehKRZNEL3F2jjjbfmNSc9jfWibrprL6zB76BsNZzhczVuXuUhGM4ErB0WIWra/Fr6MtTn21SleYXxxdrIW6ZuV+nT7KPL9oNqJpdY/iCCvbCcocJjfz7avwiyue3CrJDWNNvriyildT1iK3p3I7NX0mDX2D4SznixmrcnepCEZwpeCwfmyrXVj5KlucRqfKZo0VrYLJ5HrmbWOZZvHem8yG1eKs+w7nwuRslLXsIrmZb1+FP9wA0XvZjR6dWH/OrZbKF1EB/rvFN6J0U3bFCULfYDjL+WKcqozgQQLBBwjufqwTRJOwnKXYuA2r0e/sj/W83HeW0VFCL6trVqZO6XYyN1kQOMspY8aq3F0DgoeKGQV3P68JokmIzyzDJ6bbJOHTzeRTuqgRdNyh9chTH0XXbD1ubNXnrWJQZ3mRuQIAAADAMIzoLMUUl8tlXW9vGNfrtbsGBA8VCD5EMMAZYDPDSxnXWYrfDe9eb/oVuf4yEDxOIPgQwQBnwNnMy7JkvaU3th3Let1Qnp6wVfLTgLOcMsapysk1QjCCTyR4z+OHqF56UB4wBOQy7KIIm3ldfxb+5M8IbnuGI4aNvs9rONbzy0qHmhQjjuUPeg4KNtjxCnGWhTFnVe6vFsEIrhMcYVtywuqot/h5ouP6BcwqkP7oImH/ZAZloFZ9lKt8A5Ecy1kvXUxyoaMtzljCZl7X0sLvz4N+C/pb4UfD6qxPqdhofWld62Pd5nS8dIO1UoizLIw5q3J/tQhGcJ3gCM8SWNCi5HE6R98K28POWeU/mjzqwPxLkmO16qNcZc2PlT9rvbL0bBuTs5pcd2Ezr2us8Pt+KGyP9lT2VdJ++S3iELpmK0/4pa95tfHfnYviDXakQpxlYcxZlfurRTCC6wRHyCp1Vp9oibLqllKowjzOVQWVT7nr3OGc+cnKo2S2xlJeK3l0PX57bn5hM6+r4SwLWkKFvntbf+5qx5xtpzfs47xwXmc1FiS0rCfO8mCFOMvCmLMq91eLYATXCf5BWD7Dahrt4NTsXd2NXrUtY7sO0aK+K9JJx+Bnjl5iteRmjs6P3rK4BT6cjVB59HWYISrA0uPfu5Mkqie8aouwmdc1/5mlM67VaN3adv7DP3eX796yVsp6K1ezI9i/NqvD1BRvsCMV4iwLY7SqvCyL9QLBCD6R4G+swuO0KG5mDcpq+GLnUaLHq+9IlArtF8jkXWfNj6NKyVM2G/64zy/9tbCu8l+Io4fvJu9U2MzrWlT4d3bTMV5J36Zsnqi5VNZ3p03R7CfxuznvntJivm6DNVSIsyyM0aqyA4IRfCLB37zOWTpD+HksDQVeyvIHzrh6nixnuQb+IOyTLOHFs+GMlbsBlNnQ3/WdpbuZ1zX/34aHf4Zf+qm2HcLX2y+jo4T9w6mICktq3uVxlsm6qaw+s1OwwY5XiLMsjDmrcn+1CEZwneBv/PoqtjivnUbr2qi8rNGdhE5+JU+Z5vCF0kfJ/Iq10IWJa5HV84Gwmdc1cJbRVMlBnRmwMujv+i5z12fn5Mo0F+/84lQzUrDBjleIsyyMOatyf7UIRnCd4B+E9Wz3lEJpWY2nfdGB/DyWvKzRleR65m1jmeZVmOc1NmkFmq0WK1WIc2FyNspadgibeV0NZxm9l93o4YiOGEequF6hQkVMmWZfT7KbsitOQMEGO14hzrIwxqnKCB4kEHyIYIAzYDlLsXGL1ag4Kt96Oo1JVyrmSTaWdTuZmywAZzllzFmV+8tA8Dgxp2CAMyA+swyfmG6ThE83y57SiT5PyRz20TVbjxtb9XkrBnWWF5krAAAAAAzDiM5STHG5XD7X2xvG9XrtrgHBQwWCDxB8W28EcYKY7tNHzBXjOkvxu+HdZ7DXsnXXgOChAsEHCO5uCAiiSUz36SPmCpzllDHOuZBcIwQj+DSCuxsCYpB4/PBcdxlhJDfzo9s4nz5irtBPS5zlfDHOuaDvs+5SEYzgSsGi56jv8GT35fPa3Zd+HscShZl1a1V8Xwf0Ua6y5kccK2stnCXeSVLm2RkruZkf3cb59BFzhX5a4izni3HOBX2fdZeKYARXChYdQ02H0FX4bsPKFu0TvkjmEe9CufEyzQV9lKus+bHyWzNWrydrVp0VfERyMz+6jfPpI+YK/bTEWc4X45wL+j7rLhXBCK4UXGC5RFfhdGvlLJ1xc5//JVWVzUCuS2vuLMXXSp76GSibk+RmfnQb59NHzBX6aYmznC/GORf0fdZdKoIRXCk4rPpbKxk1cOJ3PP2nU9GBdoOGRD1Q1Ps6j8qstIqz9B/CRTNbUyG25M6G7952UsX1ctY9eu/JOYyu9a7bM5Kb+YazJCpCPy1xlvPFOOfCYyGWZbFeIBjBpxFsOb/wy2gfy4KI/ibpinRHkqvHz5+bR9cs5klqLnOW20nzx0reu7VbkqvpeNPonSY38w1nSVSEflriLOeLcc6F5BohGMGnEewbqfBBVLT8Jx9TJR1SsbPUvZT/YCzpgfw8Wc5ym8rq70utmQ1nrCzrLM6G/q7vLB0e3cb59BFzhX5a4izni3HOBX2fdZeKYARXClZsjf/gzemveIhjnKVj0UQPJE6L4qKUp31Ji1k2G/7ShHl0YbpfxFkSQ4V+WuIs54txzgV9n3WXimAEVwoOq771oM7qE31wFW1R0vouULzKecBWn3nbWKZ52/g0c8ocFmi2WqxUIfreqNHj3GlyM99wlkRF6KclznK+mO5cQDCCTyDYMS4EMVFM9+kj5gqc5ZQx3bmAYASfQHB3Q0AQTWK6Tx8xVwzqLC8yVwAAAAAYhhGdpZjicrms6+0N43q9dteA4KECwYcIBjgD0336iLliXGcpfje8+wz2W7b+MhA8TiD4EMEAZ2C6Tx8xV+Asp4xxzoXkGiEYwScSDLCu6/r4B9q9VUQQNvO64iyJ0hj/tLzjLItjnHMhZ5/1V4tgBNcJ9nj+RhilT9KXbDvsLtn9ppssPbsWXY8jz2pR9Lyoj3KVNT/iWOFyFIgJJVmj7K61MgubeV1xlkRptDotX8cdZ1kc45wLOfusv1oEI7hOsInvD/z+0Xe3xmV3VW7+MFWBL7TkWS2Knhf1Ua6y5sfKb81YvZ5tY3JWnRV8IGzmdcVZEqXR5LR8KXecZXGMcy7k7LP+ahGM4DrBJlkOQ3y8Z2Uuc5bOVbnP/6KXVPqqNd+lNXeW4mslj67Hb8/NL2zmdcVZEqXR5LR8KXecZXGMcy7k7LP+ahGM4DrBP9h+N9N57uU8eYr2CRPuMi8bdhnCt3YJQzGWHitz9BKrJTezNV1iSzg//myEyqOvwwxRAZYe/96dJFE94VVbhM28rjhLojSKT8vDuOMsi2Occ+GxEMuyWC8QjOATCf4m9FhbZ2P1WWMWZPvCumT7rpMt2h46El2Phe+B/Dy6ZjFPUnOZs1wbrWn4Qhw9fDd5p8JmXlecJVEaZaflkdxxlsUxzrmQXCMEI/hEgr9xjJdf/sVnXdFHUzUuLctL+Q/GFCVZd+GrSubxpUYz697OGivLOouzob/rO0t3M68rzpIojbLT8kjuOMviGOdcyNln/dUiGMF1gr+xnkL5D97WmAMT25Vs0fZcZxlN6ORX8pRpDl8ofZTMymwoa+r/5SG5uM7r3J4PhM28rjhLojTKTssjueMsi2OccyFnn/VXi2AE1wn+we4RlPVEKmndon22jckOUcI+0aucB2z1mcO7yNW8bXyaOatPVma9xUoV4lyYnI2ylh3CZl5XnCVRGsWn5WHccZbFMd25gGAEn0IwwBmY7tNHzBU4yyljunMBwQg+hWCAMzDdp4+YKwZ1lheZKwAAAAAMw4jOUkxxuVw+19sbxvV67a4BwUMFgg8QfFtvBHGCmO7TR8wV4zpL8bvh3Wew17J114DgoQLBBwjubggIoklM9+kj5gqc5ZQxzrmQXCMEI/g0gpWa/finu92tA/HSGHaVk5v50W2cTx8xV+inJc5yvhjnXND3WXepCEZwpWDddlgW5PlbY5KuJfcqJY+jpyB5skXR86I+xbMana7oWM/GAj3LT7Jm1R8ruZkf3cb59BFzhX5a4izni3HOBX2fdZeKYARXCs51XbsXvocI2/WrlDzRFwWZo+ZGsYMF917Wp3hWHZ9nzVi9nqxZdVbwEcnN/Og2zqePmCv00xJnOV+Mcy7o+6y7VAQjuFJwlm/w3ZviQto6S+fa3Od/ybsr8FXF81M/G7mv266OPqtK/uRmfnQb59NHzBX6aYmznC/GORf0fdZdKoIRXCk4rPrhU65ny/PP6CPD8Kows287dmOFRD2Qnnk3yi6t4iz9+4pmDsWL81M2G757W9z1CgUoeyO89+QchsrDbs9IbuYbzpKoCP20xFnOF+OcC4+FWJbFeoFgBJ9GcLTkWy92TmJnL5zLk47Hv0pxJDWZFbX6fSXvV8lTNhviPCvrlbz3cG8oo4fvJu80uZlvOEuiIvTTEmc5X4xzLiTXCMEIPo1g0Vr57sFyDIpzSpqzVl7KfzCmSHLyZDnLsvlpNRvOWFmrI86G/q7vLB0e3cb59BFzhX5a4izni3HOBX2fdZeKYARXCs6yGo6bcR7O+R5IN1U1ztJ3aaKdcr7McpaKX3/RbOSuly5M94s4S2Ko0E9LnOV8Mc65oO+z7lIRjOBKwWHV9x/UhY+prKdWzlXLT/xU0bROi+Vm/OR65uiNZGlWZrXVbIiTvNgoe6Nej3Onyc18w1kSFaGfljjL+WK6cwHBCD6BYMe4EMREMd2nj5grcJZTxnTnAoIRfALB3Q0BQTSJ6T59xFwxqLO8yFwBAAAAYBhGdJZiisvlsq63N4zr9dpdA4KHCgQfIhjgDEz36SPminGdpfjd8O4z2G/Z+stA8DiB4EMEA5yB6T59xFyBs5wyxjkXkmuEYASfSHCaxz/dfeHBCQMw7CoLm3ldcZZEabQ9LV/0EcBZFsY450LOPuuvFsEIrhOc4Ok2trZj93pnSnYtu99i4wyUNDfRPtbouT4p7J/MUKy5oI9ylTU/4ljhkhWICSVZo+yutTILm3ldcZZEaTQ8LV/EX3/9hbMsjHHOhZx91l8tghFcJziB7wNCD+G3KKNY/aN9okr8PFZy37CKel7UR7nKmh8rvzVj9Xq2jclZdVbwgbCZ1xVnSZRGw9PyReAsy2OccyFnn/VXi2AE1wlOMLKzdDLnPv+LXlLpq9Z8l9bcWYqvlTy6Hr89N7+wmdcVZ0mURsPT8kXgLMtjnHMhZ5/1V4tgBNcJ/sHuu5nh9zd35sNxCU6SbbsydHj5VkaYOSrGyRy9xGrJzazcu9OyS5KcjVB59HWYISrA0uPfu5Mkqie8aouwmdcVZ0mURvFpeRg4y/IY51x4LMSyLNYLBCP4RIK/iXosy5eIPcUMVv+ovDXmSJwM0T5+/tw8umYxT1JzmbNcN5Omr6bfOWv08N3knQqbeV1xlkRplJ2WR4KzLI9xzoXkGiEYwScS/E20tEefbIXuZBXMkJXNyuNf61wV9VL+g7HouHqeLGe5/rz3aH9fajSz7u2ssbKsszgb+ru+s3Q387riLInSKDstjwRnWR7jnAs5+6y/WgQjuE7wN8qzq2RP0UmIT7z8PLqzjCZ08it5yjSHL5Q+SmZlNvwltlZQEab7RZwlMVSUnZZHgrMsj3HOhZx91l8tghFcJ/gHu0dQ0edSuxbrS6dPNLn1ACx6idOyug/Y6jMn70sZWrn3JrNhtVipQpwLk7NR1rJD2MzrirMkSqP4tDwMnGV5THcuIBjBpxAMcAam+/QRcwXOcsqY7lxAMIJPIRjgDEz36SPmikGd5UXmCgAAAADDMKKzFFNcLpfP9faGcb1eu2tA8FCB4AME39YbQZwgpvv0EXPFuM5S/G549xnstWzdNSB4qEDwAYK7GwKCaBLTffqIuQJnOWWMcy4k1wjBCD6NYKVmP/7pbnHJr7ycOCaGXabkZn50G+fTR8wV+mmJs5wvxjkX9H3WXSqCEVwpOPQWUXuxa9x+GV4VbYn6mG03Z3RfoTV6rk+KilTcWIHmgj7KVdb85K5ygZ7lJ1mz6o+V3MyPbuN8+oi5Qj8tcZbzxTjngr7PuktFMIIrBUfrve8GdnZw1yeax/ENzlW+huQQBcZItzs1mgv6KFdZ82Plt2asXk/WrCY3SXIzP7qN8+kj5gr9tMRZzhfjnAv6PusuFcEIrhSc5TlCc1DpLP0nZ1leSkyS5Y0qfVVyVmtkizMvvlby1M9A2ZwkN/Oj2zifPmKu0E9LnOV8Mc65oO+z7lIRjOBKwYr/CK1k9JHh7rWTxDIW0SRboh6oPrPigcI8YubovestuyTJ2UiuZnQ4S6Slx7/35ByGysNuz0hu5hvOkqgI/bTs5Szv9zvOsjDGORceC7Esi/UCwQg+jeCk/4h6l6i9cPyNdWHUSSjtoSNxMkf7KOPqeXTNYp6k5jJnGa6XuDpO56zRw3eTd5rczDecJVER+mmJs5wvxjkXkmuEYASfRnCWB1p+EnUMBztL3Uv5D8aSHsjPk+Ust6ms/r7UmtlQVke5QXE29Hd9Z+lww1kSFaGfljjL+WKcc0HfZ92lIhjBlYL9Gm9ZDdGU6M4y13HmOkvfpYl2yvkyy1mGfl2f+crZUJYpOqK+JZIzg7Mkhgr9tMRZzhfjnAv6PusuFcEIrhS8K/nhI6jw0VT0Sz+PlTk5emhKCjIryfXMzlSImcNZdfpUzobVYqUKcS5MzkZZyy6Sm/mGsyQqQj8tcZbzxXTnAoIRfALBjnEhiIliuk8fMVfgLKeM6c4FBCP4BIK7GwKCaBLTffqIuWJQZ3mRuQIAAADAMIzoLHtpAgAAAIAZwVkCAAAAQBtwlgAAAADQBpwlAAAAALQBZwkAAAAAbcBZAgAAAEAbcJYAAAAA0AacJQAAAAC0AWcJAAAAAG3AWQIAAABAAx420nSWdwAAgAn5CwCqKf4A4iwBAOBU9K7IAGeg+AOIswQAgFPRuyIDnIHiDyDOEgAATkXvigxwBoo/gNnO8m9fFA8JAADwOnpXZIAzEH6yRAeY5yyxlQAAMDi9KzLAGYh+uBQfmOEssZUAADA+vSsywBmwPl9JN6g6S2wlAABMQe+KDHAGnI+Y7wl5ZgkAAKeid0UGOAPW56vZM0sxHQAAQF96V2SAMxD9cDX+OUs9KQAAQC96V2SAMxB+sl7yb8MBAAAGp3dFBjgDxR9AnCUAAJyK3hUZ4AwUfwBxlgAAcCp6V2SAM1D8AcRZAgDAqehdkQHOQPEHEGcJAAAAAG2IO8t/AQAAAABkEnGWKwAAAABAPhFnCQAAAABQwP8HboRvzpWk758AAAAASUVORK5CYII=" alt="" />

达到了外连接的效果。

需求2：

除了上面的查询单位的名称，还要查询用户类型的名称。这个的话就要关联查询数据字典

前面提到过子查询的查询规则通过关联表的主键关联查询是绝对没有问题的，但是也可以不通过关联表的主键查询（但是子查询关联查询的结果集只能有一条记录）。

所以我们不打算使用关联表的主键查询。

select sysuser.*, (select mc from useryy where sysuser.sysid=useryy.id)useryymc,
 
  (select info from dictinfo  where dictinfo.dictcode=sysuser.groupid and dictinfo.typecode='s01') sysinfo
   from sysuser

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" alt="" />

where dictinfo.dictcode=sysuser.groupid and dictinfo.typecode='s01' 可以确定关联查询唯一。确定唯一了就相当于主键了么。

4.表的嵌套查询