“总结一下本人在项目中遇到的问题，如何在数据库表名未知且作为一种查询条件的情况下查询出数据集，仅能通过FineReport+Oracle实现。

　　首先分析这个问题的条件和要求：

　　　　条件：只有一个ID，依靠这个ID能查询出一个数据库表名的集合（表名是通过各种字段拼接起来的）

　　　　要求：要遍历这个数据库表名集合查询出对应的数据

　　FineReport即帆软，可以制作模版，通过传入变量执行模版中的SQL来生成报表。但是我无法将一个数据库表名的集合传入帆软模版，这样只能通过帆软本身查出数据库表名的集合。在有限的时间里我了解到要实现这样的功能最直接的方法就是采用Oracle的存储过程。通过各种百度、摸索最终实现了FineReport调用存储过程。总结如下。”

一.存储过程（参数，变量，游标）

1.测试表：

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" 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2.带参数的存储过程

2.1创建一个存储过程：在Procedures文件夹右键New

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2.2带参数的存储过程

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" alt="" />

create or replace procedure test(param1 in varchar2, item out sys_refcursor) as

begin

       open item for select * from TT_CLASS_20160912 tt where tt.length = param1;

end;

这里创建的是一个名为“test”的存储过程，有两个参数，param1为输入参数，item为输出参数，从“in”和“out”就可以看出来，“varchar2”和“sys_refcursor”为参数类型，其中“sys_refcursor”为游标，其实就是一个数据集合。

F8执行一次就会在Oracle里创建一个存储过程，实际上是一个编译过程。

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右键该存储过程，点击“TEST”

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" 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填入参数，F8执行，点击结果的小点点就能查看到结果集了

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p7IC2zHwAAgEnaTOWdS0mSJEmysXXt7MKLT+V+Z3dwzr1YZTuD3aS718TtnMt+fzvp7g0Hu+dLxL3ukkdmQ/sBAABYTa2l8s6lJLm0c/LV6IuDg4MLTuX9K52kl2SW7qDoR50r2Sv1O+nl253Rj0q2k7lWemG/00uS7X5/93T9zGzzIL0wtOjoRjv9W/v97STpJclplufXHw2ms90drXayQsz4aol4elthiUOqNU++140jWZb9AAAArJsFOAC7xVQeDocTZoOzB0vv97fTWt7vb6dxNeiGii6dVd7rxkjrdzLZtn+lc5Z8e9mSDMk9ir3RLQ52T35UuP7+lc4o1we7o1vZ72+PbaqZRDzJ0SvT1xwO86k8XJn9AAAArJZWU/na1kaSJNlQXpBUzs0SZwJv1Hu9/BRlWSpnI/Bk5ZB/ZwkXb3p61xWuv3+lc1qSo6O+Z0vE8lnlsdVma86l2A8AAMC6MatcmLh73SozpYPdqrPKBakcDl0+Tbi9bhJms6d13YT1LzARs1PuM1iZ/QAAAKySBUjlg4OtjbNWbiOVTyvr9DDd4XA46BZPk4a0i2fqGttOvF7RAdj5zE7Tbpg5eDiV77pJ619MItY7+no48QDsRdsPowO8F+AcbAAAQFvaSuWdS+mJr3cuJRtb6Q9a+LCoszNC5d9GO36sdeGF5dtJt5aNtH5nu9s9O7w5DbbMMc8nK5zOshafNqxg/f7pocjdvdGQ0pNgdQcnn5B0tsw4ITwaT93PvipM5YXbD4PuDHcNAABYKe3NKp+8Ubn9D4u6IJOmoNfbAu6Hfme5PwcLAAA4v4U4ADtrZVM5k4WZj5ua/V2+K2AR90PuXeUAAMAaksoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglds06PY6/Vttj6J5c7xf+1c6i/MhzAAAwIpqOZWvbW0kyaWdzCVrlcqF+p3dwUXf5l43mXu0N3W/Bt1e98J3EAAAsFbaTeWdSxtbWxvrmMr7/e0k6SVjgbp/pZP0ksxy1oTZH42mVUeXdLa7SS9JdgeD3WT0RYUbzS7pT/udXpJs9/er34m9bu4W53e/wtaKJ5ZH46l1FwAAAAq0mcrXtjYu7RysZyqP7Pe383O5hbOv/c5ZAe73t7NV2R0Mh4PdUbLu97fPNeN6kqkVj3AuSOV0hI3fr3i7hT0slQEAgGa0l8rXtjY2tg4OpHKFpMzNyp4Eajq/OthNunvDaalcPqs8ttp5jseex/2Km3IMNgAAMEetpfLOpY2tawcHUrnS7Otet3Cmt2YqVxxS5Vnlso00fr/ipqQyAAAwR62l8tZGcmZjK71cKp8dk3x6+PFw0jmlm03lekdfD+sfgH2u+xVvt+go69G7mp0fGwAAOLf2PyxqLWeVR5GZO/B45OREVuMV2u/E9dOjl7t7o6t0+rdGx07Xr+XZ3uWbT+U53q+zK0w4rdegO+WsZgAAABW1fQbs9Z5VZgYTPixq0rm+AAAAamt/VnmMVKbMxE+KAgAAaIxUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqmc2uv2esm2z+wFAABYd62l8rWtjeTUxta19PJWZ5X3ulIZAABg7bWZytlCTp03lW9d6fR6yWg57d79K9tJr9fd3T25vLc7KFq/uzeWynvdpJck2/39uT4EAAAALJZVS+X+9nb/1snX+1e2Yy2fFPL+le3OldFKe91eun7+AGypDAAAsI4W4gDsSztnl58rlbNTynECef/Kdnfv9B7u7Z6kcvpFenUHYAMAAKy9RTit186lTCyfb1Z54puNpTIAAAAVLUIqH2xtNJXKw8FuL9TvqeJUHu51M+9bHuzGA7AHu0nSSzriGQAAYL20lco7l9LzXl/b2tjYSn9w/jNg97fHD8AendYr6fW6e8Ph3snJvdKJ5bOVd3e72eru9pIkcwIwAAAA1kN7s8pnb1YOp/dq9cOisva6TugFAACwlhbiAOyshUllAAAA1pRUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAQAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqAwAAQCCVAUg4jWQAABziSURBVAAAIJDKAAAAEEhlAAAACKQyAAAABFIZAAAAAqkMAAAAgVQGAACAQCoDAABAIJUBAAAgkMoAAAAQSGUAAAAIpDIAAAAEUhkAAAACqQwAAACBVAYAAIBAKgMAAEAglQEAACCQygAAABBIZQAAAAikMgAAAARSGQAAAAKpDAAAAIFUBgAAgEAqA4053ty0WFZ1afvXCwC4UFIZaIycYFV5bgPAupHKQGPkBKvKcxsA1o1UBhojJ1hVntsAsG6kMtAYOcGq8twGgHUjlYHGyAlWlec2AKwbqQw0Rk6wqjy3AWDdSGWgMXKCVeW5DQDrRioDjZETrCrPbQBYN1IZaIycYFV5bgPAupHKQGPkBKvKcxsA1o1UBhojJ1hVntsAsG6kMtAYOcGq8twGgHUjlYHGyAlWlec2AKwbqQw0ZlJOFF5epT1m6JO6V5FAVOF5AgDrRioDjameyqNLWq/l7JpaiBKeHgCwbqQy0JiKqVw3UMvXOd7crLhM3awcYhLPDQBYN1IZaExhfI7F6gyBOjWVZxhb9aKGoVQGgPUjlYHGTJ1VTms5388lKVLxRyWT1bNtHFKeJwCwbqQy0JiZT981dZt1p47L23iGo7VZc54SALBupDLQmJJUzkZsPkenzvo2mMolNyqHmMRzAwDWjVQGGlMSn5O+mFrCFVO5+hHX5esrIgp5YgDAupHKQGNqndarSirXOld29ZXH1qyb2awhzwoAWDdSGWhMlbNnFZbzhaVyNoxLDgL3dmXGeD4AwLqRykBjpp5Ma1hnVrnKe4krnqNr6hm2hRDlPEMAYN1IZaAx5Sk7tk4jqVwyjIpn9nL0NVV4YgDAupHKQGNmOAP2pKytckj21BXqziTLISbx3ACAdSOVgcZUfK9yfuXqU7vVz9dVZf3salqIEp4eALBupDLQmBlSOT+rXPdzntILZ5iInvo2ZhjxJAHWSq1TgVgWcGn7GbQipDLQmJKX5uNcIR9XmF4u2Vr26lOvNXYT/kdCXZ4twFrxorfUPHxNkcpAY7w0s6o8t4G14kVvqXn4miKVgcZ4aWZVeW4Da8WL3lLz8DVFKgON8dLMqvLcBtaKF72l5uFrilQGGuOlmVXluQ2sFS96S83D1xSpDDTGSzOrynMbWCte9Jaah68pUhlojJdmVpXnNrBWvOgtNQ9fU6Qy0Bgvzawqz21grXjRW2oevqZIZaAxXppZVZ7bwFrxorfUPHxNkcpAY7w0s6o8t4G1MtcXvUY2PnUjM9xK3avMdhPZpeI2L2BgFJLKQGO8NLOqPLeBtVLxRS+72lgETkrB7LWqX2XSrZz/LpznKlMHUPfeTdpmyRULb6XibTGVVAYa43WZVeW5DayV6i96857wnDn/Gk/lkihtqt6n/uNC+Y/G/g2i/LaoQioDjfG6zKry3AbWypxS+QJmerNXnJqyM3fv6EfZP2uNYdL2y+fbJ92FSVevspcoNzGVAeryusyq8twG1so8XvSyIXcBI5lflufvyMxHVk9aoaSH89dyAPb8FKeyxWKxzLAcb262PgaLZR6L57bFYlmrpe6LXkmwnXPjVY55buQuVLnK2M2NfZ3/tuKSX7/6wArHU7JbLLWWglRu8GhqYK0cb262PQSYC89tYK1MfdHLdl2t66Y/LUnHWiOZNKryzZaPbdKWp64/6Yaq34vsmlXuxdj65cOgLqkMNMbrMqvKcxtYK7Ol3dQrzlCSdVO54o9qzfpWvOL578IM/685zz8NMJVUBhrjdZlV5bkNrJWZZ0FLtjC6ZEFSufF1Si6vmLKz/Y/GrPJcSWWgMV6XWVWe28BamSGVqx8bXOvm0sA+Z202mMrVZ3Gr/+tA4dbqzhWX72RmIJWBxnhpZlV5bgNrpW4qn3PutEoqV7lW9eOoC7dQ/m35UEvu6cx7ZoZt1q1ryhWkMsBsjks/meCDy5cvbCTQrPLnNsCKqf6id1z6gUn5CyuuNtvG6zou/UymSTc6aZl03ZkHX3HvpZenf/p/VlOkMtCYkpfm+/3+g8PDixwMNMhfO4C1MkMqn2f9plI5v355ss6WyuVDLfzR1LTOr1xlwGMXlu8uZlCQyo89/oTFYrHMsBxvbuYv/O//7Yt7v/HRv/2d/9z68CyWmZfC57bFYrGs6lLxRW+0Wq1XyMKVp15Y8VqFVynZTq1vm92Z+dsaLdXvYHqtwruc35plhqU4lduIdmDp5f/F9N6v/MpoqfWmGotlAZe2f70ALk6VF73jOGFb8fWz8Nv8zeVXm23L+XFW2Wx+++f5/0X11apcMfujSVsoX43qpDIwLw8OD+99/OPHm5sPfvrTtscCAFQ1v76qkohVrjUsbeBa22lk5brbme1el1+r8F8HOA+pDMzFg+vX733oQ8ebm/f/9E/bHgsAUIPWWmoevqZMSeWd3b+2WCyWusvf/smTd3/1V483N9/6yH9sfTAWi8VisVhqLcebm62PwTLz4uFrapmeyheT7MDK+OC550bzycebmw+uX297OABAPaYll5qHrylNpnKv12tkTE1thwZ5UFqxjLv9g2eeSc88cb/fb3s4AEBtWmupefgK9Xq9999//+bNm2+88cY777zzbsbBwcHoz9Th4eHR0VHVVD6oYPTX+iprXsx2aJAHpRVLt9tvf+1raSe//5GPHNy82faIAIDajjc32x4Cs/PwFVrUVN7Z2ro2+urazs612bdDezworViu3X73s5/NfpjB0ZUrbY8IAJiF1lpqHr5CC5jKO5eSJEk20lTe2sh+O307l4rWvra1kSSXdqqM6WDn0pSbm7TC1Cuul/jgjh7WMXZX8879u3BxT+OxTn7v05++iFsFAOZAay01D1+hRUvlURjnU3lKVmW3U1QCO4XNMCupXMmE6U17ab7O/btwIQ/QzZvv/d7vZTv53kMPOfQaAJaX1lpqHr5Ci5XKaRYXpXLZTFh+AjOsm7vgfKRyJVK5Fef+XZj/A3Tz5s8/9rFsJx9vbh4NBvO8SQBgvrTWUvPwFVqoVM5UcWEqT/4r/liVjeVA+Da7vbOLdy4lG5cujabgMqkweeWtrUu5UWUbo1Lhr7aKqRxnOdN50PQRye9E+7ZMI78LW9cO4iPV3HO7qJN/3u3OcE8BgMWhtZaah69QSSrfvn377t27t2/fTlduPZUnTnaNV1kIguw3MRzOvsv2WjYVJq4cavrk67OcGA+LtSy6yrPKY/82cbbzi3ayfTtFE78LZal8nv1/9OKL/++hh8Y6+d5DDx2+8spsdxYAWBBaa6l5+ApNSuWjo6O7d+/+0i/9UraWW0/lqrPK4e/wJceTnq01aQJt6soHRWkRV1jXnqt+AHZ60eSHzb6tqrnfhcJfitn3f2EnH29u3v7zP699JwGABaO1lpqHr1BhKo86+Rd+4Rd++Zd/+WMf+1hayxf1XuXc371PLp/8Dsp8laXzkLk6iEedTknlqSsfFFTE2JXKh766arxX+eSybHhN2Mn27TTN/S4U/VJU2/+Hr7xy97OfzV5yNBgUdvLPf/M3m94BAEALtNZS8/AVyqfyqJN/8Rd/8cMf/vAf/uEfPv7443/8x388quULOAP26UcKZWv55LKqZ8A+MeqDncyRu6fbOtv2lFnlKisfFKWFM1cdHNQ7rdfOpZMHq/CN3wf2bXXN/S5UmFWe4PZgcLy5mdby7a99LR/JJ2fzevHFc99jAKB9WmupefgK5VP57t27H/3oRz/zmc/82Z/92V/+5V/+zd/8zbPPPjsYDO7evXshn6ucTltl3hdcduz1pO0UJ3b4i37mo3SmV0FcOaxd+F7l4veHrpNaZ8A+ebDie2eLdrJ9O0VzvwtnO/fa1kZS57l997HHRiV897OfLenkO1/6UqN3HQBojdZaah6+QpNmlfMuZlb5RDjMs8IkYvF2di4VNPZpeyfJ6AzLpQdgT1y58PjTSUdur2nL1fuwqPEHa+dSsrGR/+ywgwP7tlyTvwunK2xsbdV6bv/8d35nUh6ny/sf+Uij9xsAaJPWWmoevkIL9WFR57objWyHBtV7UK5tbUye86S6RfhdmNrJx5ubR1eutDtIAKBBWmupefgKSWXmpdaDkitjqTyj1n8Xjp57bmon333ssRZHCAA0TmstNQ9fIanMvFR+UMJHKGculMqzaP134fZTT5V38r2HHjq4ebPFEQIAjdNaS83DV0gqMy8elFa0vtvf+/Snpxx6PRi0ODwAYB601lLz8BWaVyr3gLX01q//enkq73/4w//rd3+37WECAE063txsewjMzsM3ybxmlavo9XrVV76A7dCgy5cvtz2EddTubn/w059WOafX8ebm8SOPfPDiiy0OFQBo0PHmZttDYHYevkKXL19+//33X3jhha9//ev/M/ryl788+jP1ta997dq1a4t7ADYLRSq3ot3d/sHly1IZANaQ1lpqHr5Co1T++te//tprr713avRByu+8886tW++89datN9986/XX3/jxj//v9773/d3dXalMJVK5WVN/C0artbvb7/f70yP50UcfvP56i4MEABqntZbauj181f9e/f77729vb6eRfHR0++Dw8N13D27e/OmPf/yTG//641dfvfHS93/wD//4/Msv//CJP3lillROkqQkcbOXPFVB/u4tTirv9ztJd9D2KBZCvtkG3SQ1bScNukmnvz+3wS2hpUjl4099SiQDwBpat9ZaMev28NVN5dFM8u3btw8ODn/2s3fffvudGzd+fP36j/b+5frLL+9d/dZ3nnvun773ve/PnsqFtVyYyo+UunnzZv7uLUIqn3WgVB4Oh+PNtt/vZPfMoJukKayKK1mOVJ7w6VD3n3zyweFhiwMDAOZq3VprxazbwzdDKt+5c+fw8GjUyW++eev6qz/64Q9feemlH7z44kvPP//C5cv/+N3vvnSuVM7X8qRULrljC5vKI2aVU7HZcj18doFUriT/2zT2OzVarcVU/uA73xHJALCe1q21Vsy9X/mV40ceuf/kkx8888yD69fbHs7czZbKd+7cvXPn7u3btw8Pj954483XXnv9Jz957d/+7Scvv7zXTCqP1XKtVE6SZFgplQfdpNPtdgomeff7ncxITn+Qrt8dlK7T759MHHf6++kk8ljkSeVULpULgzjd3Z3+fvaBSPs5t+fHr5gknU5nDWK78Beq8Fe6rRHe/4u/OIvkhx/+4Jln2hoJAHDBpPJSu7e5ef+rXz3+5CezZ2A9fvTR+08//cGLL67etMdsqfzeez//D53Of/rEJ/7rZz4zWv5Hv/9X3/jG/v6/NpbK2b/fV0/l0RWHVVP5LKr2+53M7OXYIcCj78YOBp64zsmXo0Y7+zqUsVROjTdb9t8gwi7KVnH+qOyxPX9yzezjtN/vFGf4ahl7zueP0Rit1mIqH3/mMyIZANZT1Y/AsCzqMnocHxwefvDMM8ePPnrvoYeyP7338MPHf/AH95988oPLl1fg1DNjf53OfzFaLZ/K3d/+7f/91FP/59Q3v/nNb3/72w2ncjqIklQehfFIeq1h5VnlTDhNOL73rLsmHwBcvM6kr+M11t7EZhufkI8TyOM7duqF+W9X08E0o9XaTOXPf97nPwEArIYPnn32/he+cO/hh4vr+pFH7n/xi6Np57ZHWlv1v1df9AHYFWeV0zbOdvLwvKkcj64uTuWp60jlSqY0W5ixr5nK43tZKi9EKgMAsHoeXL9+/6tfvfexj5VMSt/7rd86mXZ+8cXFn3aeLZUv4gDsfOKWpPJYJw/Plcrx4OqJM8ZV1pHK04Vmy8fs2ZHxZpUrkcoAALTo5PDs3//9scOzC8r5Qx9a5POEzZzK8z0AuzBxC1N5mJtPHqn4XuXQvkVnWs58eNHE9K2wjlSeqPy0XvF9x3VTOfyTRnhv+tqTygAAzNuUw7MLp50fffRk2nlJzhN2oQdg53t96mm9xjp5WHlWuXN2euQ4+5he3O0Wv1d5+jpSuZJcsxWfWzy9vDuokcrZrXX6/XWYVa5IKgMAcGGqHJ5dUM4PP3wy7Xz58gJOO49c3AHY+U6uksp59Q/Aph0X12z+fSJDKgMAcPEevP766PDsGc/CvXjnCcun8qN/9Ed/9Y1v/P2p559//qWXXjpvKk9SmMo3p8lvXCovoHk2W+YjwCZ/ZPN6ksoAALTrg2efPX700eqHZxdPO9f5eKrjz3++8eO6L+gA7OqpXHHcUnnxzbnZMgfKm1LOkMoAACyIB9ev3//yl+senj3xPGFf/OIHzzxTOO18vLl57+Mfb/ZY7rFUPjw8+tnP3n377XfefPPW9Vd/9MMfvvLSSz948cWXnn/+hQtK5dnEVGYhaLZW2O0AACya8x6ePe08Yenl959+uqkxzyuVexfuMgAAAIvt+1/60muf+tTPf+3XmsrmseWNT3ziHwaDRoaapvLt27cPDg7ffvudt9669e///ua//MurL7+8993vfv+FF6790z9/6++fvVJvVrmKpmaDzSovoMumN9tgtwMAsBQeXL9+/wtfOP/h2YVvdT7/6cHSVL5z586ok99886033njzpz994+WXf/jd7770wneuPf/8t6/8wz9/8++fcwA2NWi2VtjtAAAslwevv37/q19t8PDsk4Oxn3zyPKMapfLTTz/92muvHR4e/uxn77799tu3br391lu3btz411df/dH1V/dfeeX63t4rP/jB3re+9cJXvvIVqUwlmq1ZU38LRqvZ7QAALKkHh4cnZ89+6KFmgvmRR/Jnxq7+9+r333//+eeff/rpp5/4kyfKl6985St/93d/N/cPi5oqv3FnwF5ABc223+84a/WsGk5ljwUAAAusqcOz733oQx8891x2y7VS+ebNm2+88cY777zzbsbBwcHoz9Th4eHR0dHcU/mRUhU+Vzmlmds03mzx448HXYVWT/Vf6enb8lgAALAkTg7P/uQnz3Uwdr+fbrD636sXMZVL9pRUXhax2fb7nbEc8+jUkz7bk6h6Kg+6o4egjcfi9LYBAGA2Dw4PP3jmmZkPz7738Y8/eP314UqmcpIkw0qpPPp7f3qA6agBMsebnv2VfdBNOv1+92y9QTd7Hc4jNFu+zs5kOy39etBN/n97d/PbxJ0HcJi/BIlDJC5IXLig/APcuOTEgVvU7T1CufVQIa0UJA4pEUKsVgirikCcEIi2i9mGtmwxhLdNlrTstrRA4iQTv6LVAvUehjjjzMSZ+CV2kufRV5GJ7EmYSSR/8puxjw4PH/14tFaPS+PJwpFj2rBEGnngLhL9gY93cvNU/rinwl3So2Px8XG77bAAANADH3K592fO/O/48S2fjH39+m5L5fBJeG0LqRy90VAAkVK4MdzQD2lagrQamq3ZOb4b5dnqZ6OHI7Kd6CbXfXpX/qVj3c/8uk4ubJDKDZEc6umxCIN5Vx4gAAC22R+vXqXt5E8+eX/mzIds9o/Xr9c9nY7fCDfev6kchnGovopVazGVG88vXXu6nxgGsfvTkrZTOfrJ+PFIc0x3lU1/m8K7rd/t8Z3R+2Phb1EAAHTAh+vXN1xAPn783cjI+y+//JDLrXtU+ufV/ZvKYRtHO7nWWipHX+y34SRRqdxF7Z+AHTkEa2f9JixvNnvg7pH+Vzr6qIRV5Z4eC6vKAAB0yrvPP99o6bjJo9I/r+7rVF7XybWOrCon3LPJbVq0yct6/XT2aLM/WGxwCJIfZVW54Vc6/tjGYO7NsXCtMgAAnfXu0083WjpuIv3z6j5N5VpsPTnU8rXKa8/R1/4hlbso9ZtFrd386ezRhAX/JheaJ18fu6ePXYpXwO7FsfAK2AAA7Ch9ncq1xiuWQ1tJ5ehaWvQk7Gg0S+VuSWi2xINQWzul9+jZs4krmRs8bsNXXd7Lxy7V+yrXHAsAAGim31M5bivvq0wvpW02OspuBwCA9vVjKv+2mfjGpXIf0mw9YbcDAED7+i6VU37fUrn/abaesNsBAKB9fZfKrZHKfUiz9YTdDgAA7etWKn+27e4AAABAh3RrVTmNTq0GW1XuQ3csb/aC3Q4AAO3rYiqnP3G6hTOuE7dDX9FsPWG3AwBA+6Qy3aLZOmvT34LwbnY7AAC0r+9S+a8pxDculfuQZussqQwAANtm+1J53759KVP5T015X+WdQrN1llQGAIBtE0/lUqlUTVIul1tJ5Xohx280SeXa6jP++EepvFNots6K/tUpSioDAEDHxVO5Wq0ePnx4YGBgYGDg4MGDg4ODw8PDY2Nj1Wq1xVXl8Nl89OOmqZzYyeE7QknlnUKzdVb0Bz7eyVIZAAA6aKNV5aGhoZMnT46OjmYymWw22/qqcpNn9k1SuZbUyeGdpfJOodk6a93PfPy3Kbyb3Q4AAO1LvFY5rOWRkZHJyclcLhd2cqGFa5X3bax5KtfXkGuRTraqvLNots4qbCa8m90OAADtq6fy/Px8EAT1Z93lcrlarV69erXeya2kcnQFbKuryvU2jnZyzaryzqHZOksqAwDAtqmn8uLi4srKSjGiUqm8ffu2UqnUP1Mqlcrl8jZdq/xZo/oKs1TeKTRbZ0llAADYNvVUDoIgjOEmyuXyllO5nVfAjndyzaryzqHZesJuBwCA9tVTuVAoxMO4nsdR2/G+yute9boWeX0vqbxTaLaesNsBAKB99VSOV3GlUgk/rtNiKifyvsq7mGbrCbsdAADaV0/leBJvpOup/Ntm4huXyn1Is/WE3Q4AAO2rp3I+tVSp/F8AAADYsdKs/kalSuV/p/Zi1a/pTE1NjY+Pj4+Pf7FqPEkmk5mamkq5TQAAAPaOlyl0JZXTfOF1XqWTyWTCq6ibe/nyZSaTSblNAAAA9o7Xjebn5/P5/PLycqFQKJVKlUoln893JZXfpFb/5lKe/33u3LlyuVIul0ulj1MslqJTKBSDIAiClfPnz6c/rRwAAIDdajHJ0qrl5eUgCMJODl/dOt+lVF5olM/nwxvh2zcHQbAQs5zOxMREuVwuFosbfX9BsJLPLy0tLV+4cCHlNgEAANg7giAIV49LpVIQBCsrK4VCoVgs9iaVw04eGhoqFovtpHKhUAyClaWl5cTJ55fezC/k83mpDAAAQFwQBJVK5fDhw2Et9zKVw04+cODAqVOn2kzlYKWwtLSczy8mzvxC/tXrN1IZAACARGEqDwwMDA0NhbXcm1QOO3n//v3Hjh27ePFim6m8vBzk84vz8wuJ8/r1m99/f7WwsCCVAQAAiKun8smTJ0dGRqrVanid73ancqlUOnTo0JEjR0ZHR69du9ZmKv/yy69zcz/PzPwrcZ49m5l+9OT53JxUBgAAIC5M5YMHD46Ojk5OTl69erVarfZsVfnEiRNjY2M3b95sM5VfvPjP7OzzJ0/+mTiPHj3N5R7Ozj6XygAAAMSFqTw4OJjJZHK5XM9WlevXKp8+fTqbzbaZynNzPz99OvPw4ePEuZ+bvnfv/szMrFQGAAAgLkzl4eHhbDbby2uVo6+AfePGjTZTeXZ2bnr6yY8/Pkice/fu3737w7NnM1IZAACAuDCVx8bGev8K2NEzsdt8X+WHDx9/990/7t79IXG+/fb7bHbqydNnUhkAAIC4/npf5eZS/pcmJibu3Ll7+/bfv/nbnYT55s7XX2e/+ur248dPpDIAAABxQaPtS+Wl1BZXraRz5cqVR4+ePnjwKJd72GS+//7epUuXUm4TAACAPSvayd1N5XijB5tJ+eWnp6f/ksLly5dv3bq11f8bAAAAu09xM9FO7mIq57du0zO0wxO5u7FZAAAAdrEWWrIrqQwAAAB7x+apbIwxxhhjjDHG7KnZJJUBAABgr5HKAAAA0CA5lY0xxhhjjDHGmD07CakMAAAAe5lUBgAAgAZSGQAAABqspbIxxhhjjDHGGGP+PPbF/wFEHHiY+Ftd5AAAAABJRU5ErkJggg==" alt="" />

3.存储过程的变量

修改存储过程如下，添加了两个变量“tableName”和“select_query”，存储过程的变量和函数的变量相似，作用于存储过程体，例子中我把表名和要执行的SQL都定义为变量，同2.2执行，能看到用存储过程是有可能解决我的问题。

create or replace procedure test(param1 in varchar2,item   out sys_refcursor) as

  tableName    long;

  select_query long;

begin

  tableName    := 'TT_CLASS_20160912';

  select_query := 'select * from ' || tableName || ' tt where tt.length = ' || param1 || '';

  open item for select_query;

end;

4.存储过程的游标

接下来要解决的问题是，我所需要的表名不是单单一个字符串，而是一个结果集，我要做的是遍历这个结果集进行查询。这里要用到游标。

修改存储过程如下，添加了一个变量“flag”和一个游标“myCusor”，这里我简化了业务，游标的查询结果为两个表名组成的结果集。“flag”是为了在遍历游标的时候方便判断是否为第一条数据。

从“declare”开始到“begin”为游标的定义，一般为一个查询结果，这里的SQL也是可以用到参数的。

“open myCusor ... loop”为遍历游标。

“fetch myCusor into ...”为取值。

整个存储过程体里的逻辑为：获取游标结果集（'TT_CLASS_20160912'，'TT_CLASS_20160922'）->遍历结果集取出游标里的值赋给变量“tableName”->拼接SQL并执行，结果赋给输出参数“item”。

create or replace procedure test(param1 in varchar2,

                                 item   out sys_refcursor) as

  flag         int;

  tableName    long;

  select_query long;

begin

  declare

    cursor myCusor is

      select table_name

        from user_tables

       where table_name = 'TT_CLASS_20160912'

          or table_name = 'TT_CLASS_20160922';

  begin

    open myCusor;

    flag := 1;

    loop

      fetch myCusor

        into tableName;

      exit when myCusor%notfound;

      if flag = 1 then

        flag         := 0;

        select_query := 'select * from ' || tableName || ' where length = ' || param1 || '';

      else

        select_query := '' || select_query || 'union (select * from ' || tableName || ' where length = ' || param1 || ')';

      end if;

    end loop;

    close myCusor;

    open item for select_query;

  end;

end;

执行结果：成功。当然这是在简化了业务的情况下的结果，但是难点基本都说清楚了。基于这个方法能够解决数据上的问题了，接下来就是FineReport的使用，毕竟光查出结果还不够，还要将结果用报表显示出来。

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" alt="" />

二.FineReport配置

FineReport官网：http://www.finereport.com

FineReport在线文档：http://www.finereporthelp.com（http://help.finereport.com）

FineReport论坛：http://bbs.fanruan.com

帆软对版本有一定要求，首先要知道自己服务器上部署的是什么版本，然后下载对应的设计器，本人用的是7.0

使用帆软首先要定义数据连接，点击服务器->定义数据连接

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" alt="" />

填上你的数据库地址、用户名和密码，点击测试连接，成功就说明设计器的数据连接配好了。

需要注意的是设计器制作的模版文件本身并不包含这些配置信息的，只会存一个连接的名字，比如这里配置的连接名为“test”，在模版文件里只会存“test”，具体信息会去WEB-INF\resource\datasource.xml这个文件里面读取，所以具体该如何配置数据连接可以查看项目里的配置文件。

配置好数据连接后，创建数据库查询，如图点击数据库查询，就可以直接编写SQL。

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" 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这里只写一些测试用

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QYOXLk/fff/8QTTwhGduQYRltbW4PmUccwKv7MVPGVdpqmOd4W94xiHPHu9m4++1t4vu1j/JNo/tGyxd7H512WMe2iGCq+3eI1VFzGidfF3wCkFV0YXZ3ZtocpWe7P7q1pmtY7e7+1U/s2p72ATqPreo3NggUL7r333iHt7r333oULF1r62MOofZywkU+Nf21u+dj31qxcveYvY8aY76qqqhKP7MgtjLa2tl69erWoqMjnc9sxjOq67vmLIG6TFIRIt1AVZt7L/qfbgdzGER9RfHbm03T8a2NJhG4BMXyv4G+gfRDBUIIxzeNYRrN38zyW5wR89vHTLS7jxOvibwDSitfb9PuzexuRc3VmR/S0h07epkfX0XW92skHH3xwT7vp06fbO9jDqOM41dXVI59+btqy7cvLDvTK0J+c+M7sHP2ZZ55x62wf2ZE9jFZUVFRUVGwqLStcWbxw4UKfz223MOq5YxRhNBDPcTSXJU9LSI1xMoIwKvix1X05M7qs6TmCeaP5T8tQnhs95+zzvGLpYO4mLrJZvC7+BiCteIXRjmVQ08KnsbFjrZQwiq6k6/o2Fy+//PI999zz6quvOt5rD6OO3R59ctzMFTuKKw6lP6L3SL/z73//e3HRyrx5c0ePHu123OjC6JmmC5sqDyxcu0NfUj7146IFhWtPnfa+rDOOYVQQLPz3cdzu/0fzRsHhPM/OfJqOf200rzDq5y4Bz73sHTSXDKr5DqP+j+7Zx238oMcS/IWx9IzXxd8ApBVzGF29enVra2vr/uzelpS5OrsthJoDqGUvoBPpul4RFXsYtfd5eOQzsz7dub7y6H89Ouvfe/1uw6bSp5566pO5c7aUbli6ZNGTTz7pZ2RHRhjdVLXfaCUVX64q37f1y+btBy/VnmhZW3Hk9Zx1f3t/ruc4Xbwy6hYENac39C132fuIO3hOxg/Pt+k1p/VCx272Dm65qjXm1cpWWzYNd3Mc1s+h3WbY6hUxBT09j+VznNb4XfwNQFqxfLTT6kzNtAzads1oeCU0/LPlGtHIvYBOo+t6eVTsYdTSYfhjf8ldXbOh6mjvx3L+7cY7VhevNbaPHDlyScHCqm1bV69cPnJkpufIjiwroyVbv9xz9Otjja3Hz7bWN7Vu29NQse/rMVnzSz+vEo/T9WHUjWUv80bNtNhpH1w8lPhYfk7T8a+NOUXZfwzftmem1uCBTLCv57Bu8xSMZt/ouUXQQVCfoCO73TbE6+JvANLi60ChLF3XS6NiD6Pmezdt3vz7h57bvP1Yn8dn/5//uH3J8lXmex999NE1xStrdlTmL5j3xBNPiEd2ZFkZXbp++/6Tlw+fvrLv+JXjZ1u/qDl58HTrnJVfLihcKx5HtmtGHQOoWxi1bLcfLsbJhGIIo+HtjgRDCY4lvm0Z3y0fu83KPI7b0QP1cStIdOMIbhvidfE3AGl5hFE+FxrJS9f1jVGZNWuW+VlgH2foI6N/fMvD1/bsm7dwmX33hx9+eGTm449kZMyaZd3RMrIjI4x+127OstJzF78PXfo+dOn7poutlXtO1p5oLdxydPHKjeJx4hVG3VJXmLibZXDNaRHUPojbmH5m5XmC4dN0/GtjHqo1yMqfoI9jZ/NdjkdstaU6wZTE0zPv6Fg0x8EtHRzn4DYr8bHc7rIcyxCvi78BSMsjjPKNeUheuq6vDa6wsPCTTz4xPwtycnKKiorMfYqKit58f/a0mbmLFi0qKChYsmTJsmXLCgoKli1btnz58mXLluXk5Lz33nuWvewjO7KsjL6Zs+xU09dnz19pDH1z4evWLw827D/VuqBkd9GGreJxog6jOTk5nn380JzWO8PMfew9zbu4DSjY6Ecsb9O3BlkZdQxYjt3sR7EfyG1KltuOB3WcXtA+buci3lE8jtttQ7wu/gYgLY8wevXq1WXLlhUXF585c+a7775z/DcIkNB3332n63pxQEuXLp01a9a6devMz4JFixbl5+cHHcpx5JKSEs/npBFGW9qt3vhF0ZbqlpZvW779/tKV1m01Ryv3X5w6d9XphkbxOI5hNDc399SpU4K9ampqCgsLHe8S5ELBKpc9eoqHCrm/gx/e4udYnoL+Nn10Sc4xYjpmLz8HCo9mz5qW3T2P6/8UxB187ui2l59743XxNwBpeYTR1tbWq1evVlZWLlq0yO0rBAE1zJo1a+7cuSUlJV9//bX5WXD8+PG5c+fGPrLPb9q0f7TT/OUbPlq6fs+BE/uONpVsrZ2Rv3bi397729/+dvr0acE4jmG0pKRky5YtbrvU1NTMmTOnrq7OfpdbZHTjdq8lL9oTZ8gWRh2Dpjjg+qG7XBDvmBR9pqtAQdYSKC23zfuaiQ8tjrbJG0bjcvE3AGl5hFEAXWzFihVTp06dEunVrLdee2f6G+/Nev3tvzecOVtcXDxy5Mjx48cL8qhjGG1oaMjPz3dMzDk5OYWFhbW1tfa9BMnScaPjCqV5oz2Dmu+y97Ts5bij/S4xxwvi/Uc3x5QmCFX2TOlzX/uUoguR9qHEodbObWTHk/JzLPFsw/Q4XfwNQFqEUSD5nDp16u9///vIkSOfeuoptz6OYRRhXBCfLPQ4XfwNQFqEUSApnTp16o033nj00UfdOhBGxbggPinE8eJvANIijAJIRa1cEK8ot4u/AUjLI4weOHAgLy8v0f+2AElv9uzZPn+BCQCAlOIRRvPy8hI1M0A9+fn5iZ4CAABy8f460K6f0+Vx475+440L7h9AAySphDyhAACQmYxh9KuCgpbevVt69756221fv/jiVwUF5+vru34aQNwRRgEAsJAxjJ6vr796xx1GHg23K5mZX82de97pQxCBZEEYBQDAQsYwGgqFvn7pJUsYNdrXL76YkPkAcUEYBQDAQtIwerGqiiQK9RBGAQCwkDSMhkKhbx56yBJGvyooSNRkgLiwPKH46DQAQEpx/KBDecNo+NeYwu3qbbddqKpK1HyA2FmeUHl5eQn6XhsAABLG8kGH8oZR519jevBBfrMeycvyhNJ1PdH/IAAA0NUsr4byhtFQ+68xGZ/udLVfv7YrRydPTuCUgFgQRgEASKYwerGqKvxLS+dra688+CAXjyKpEUYBAEimMGp3adq0+F482tK7d1z6xDhC7IcwD+WneU4gijm77RKXsxMPYrk3jvWML8IoAADJHUZDodCFLVu+ufvueF086jO1CLpFF/V8dvAzuGAoP7f9b7FsF9wQT8nzpBzHCRRGPfsnCmEUAICkD6OhUOh8ff3lcePicvGoW+7xv7jYSauM9nsFkS7qyYuL4Gc+4oxr3+7zWOHBg56Cz5XgRCGMAgCgQhgNJO6LcJ6d/S8Z+jyiPfb539fP4G4hWxzmHE/ccZeow6jPU/DTQRKEUQAAUi6MWgiW3Cx9/A9oCZ2CMOpz2TI8pp9FvhhXRh1jXxTrjo5j+jwjn1nTM/6KJy8DwigAAITRwCuj4vxnDkCeYdRtSuJVT8fBxafgv0OgMOo2q5BTTRx/jCL0+ymjID37OUSXIYwCAJCKYVQQTQRhNFC6ijqMukVMz8E9T8HnGqTjwqqgj9vZxSWM2ucZ6CwEZy1JKo1TGL2Q3WeFpn2qaRuz66L7d+BEZoB9izK1zCJfHbdp2qdtLfNEdDPznIpVZpHjRu9B+mRnt5+YsaVPREXqsvs4jmXf222jk/Co5m4dGyOmUJRpm5TjEM67O8/fYUzHKQFAZ0rFMBoKGBM9u/kJZ55HcZyY4F7Ln+KYJR5QsEW80imOleJyeeZFz/n7XxkVd06geK6M1u3r03Vh1B6J7C5k91nR2XGmKFPTMota67L7aH2y69p+dNzoMkBddp/2MFaX3ScizzntU5Rpj422vR03iqYfcau1KNNhRuGAbam8dUIuu0ceqW0MxzEdpwQAnStFw2jI3/vRlp6egcxxu/8w6rODJca5Tcyyo/81RbcOgukJ6uZ2CPuOgcKlZ38/cTbhPMKoeWWxz74628aIqGAPo849T2RqK9q3b8yuM3Zc4XAgBx2LZj7WG7dZB2w/UGZR2xzak194Aqb5ZG7L1FZkFhmLvtvcDhRjGO0Ibu0/CsNoXXafPtlF2X06dnHs55ZkbcwdIzJi+wEsI3WkXLcNbrubB6ozn4B1COcpAUDnIoxG/OgZenyuktr/FOwiGNzewf+03U5BvD3ooq9neLVscQu44rMIutzruewqSTYVhlHTamXRtrZIV7RNM280p09LGHXueSJTW9En+4J1/AAro25LdHaOK6PtVxRknmgt2qZlnjCiZ/vyXds867I3atq2ova7ijLDc3bhFMqcN9pPxjE2uoXMPtl1kWHOdXXRX42cJus/jNZl99H6ZGb2ififgfPu4TM1/j/RMah7lXzUDwDiI0XDqGDRzq2zYwe3EaIIo35imfhwAoFWRsVHFPcJurtbanTcxTNcmm/4nGFiCcNo+ErQT8NLg0WZpiVM7VNN+7QjpUWGUeee4VBr5T+Mul06aeceRk3Xj9ZlbzT9eCG7z4o+2RfaNrafkSRhNJzyIpcWPa/79LFIGjHVYGHUlDGNu9x2b59QZmamnzBKFAXQhVI6jIaiDU+C/vb3oP2EUZ/vKQtCmGN/PwNGMRP/BfEfRgPNSrAx6AwTy8c1o+F31bcVGRHT7W10exi194w9jLblGz/vRLuGUfPGyDDalju7NIw6djGdX/tNy69F2c/eMdn6uPDSOokAb9M7dXXf3fFwjlVyrQsAdIpUDKNRrHR6jhNohKgP6n9l1H6ITloZtYfvQHPrgjBq/lGqJBoSh1FzcAwHzaJtpgtAT2RqpmDn8Da9vWfELqaQ15ERvZOfX77CqOvb9F0SRiN+gcmc42xhNHKw9rvNW8O3HTe6sP/+kdtvIDmP5nClqfvu1tN1HtNpSgDQuVIujIrjSCy50P8Inu8ad0YY9T+gOK0K9go6N5/r0z7PMYoZJpxHGDW9yd6RDuy/1RTZs6Oz4+8/mX9dybxKav99o9jUZW+0f6hTx0bzURx/gUn7tE/mtj7aCq3PvuzMFeJPrWpbtIxMUI4bRbtrEak0Qu+fRV4B2vaWd++JE/uEr9k0/ya+faNziSJ+HaxjfPtnM7l2dbo+1eGjnZwuGnAa0/04ANCJUi6MuhEv0QlWFi2hTbzs5/muuriD+Lj27X6mLZi/z8mbDyfY0T6CePKO4/icv30v+20Z8KH3AAAQRjvEJaZ4Lkl6HiXogl+Q2cXKfnZBVzEFqd3tx6gn6X9lN1EIowAAEEaBhCGMAgBAGAUShjDaNayXQnbtJZGJPToAyI8wCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAAMIokDCEUQAACKNAwhBGAQAgjAIJQxgFAIAwCiQMYRQAgK4Ooy29e9O6vsX4qKGTEEYBAEhAGI1xBARFzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS/itZ2oAACAASURBVIswCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAoHkbFh7PcG8XcjF387xjoEPGqleM4kiRU+zTcJhbjhDvjfP1P3m1fwigAAOqE0SgiVyxhwtLf546CbkHn39K7t7hFPbKfQ8Qyn5BT3TwraTkjn7Pyf8qB5u82IGEUAICg1Amj4cGji0RRhJtQDOHV573+w6vgR7dho05vcXkQzXPwjM5++tgr4KcJdhf86HMOQSdDGAUApCAFw6j/YwWajP9wIwg9fsJo0CTt+WOgnCoY0+degTiGPM+w6DOMig8Uy+6Cx9fnf2ZaWBkFAKC1tVWxMOp4LM+449gtxpUw+72e4dLnOOIBo4hxgmn4jMVBiXO8fWI+437sYdRnPd0GD3REwigAAAZlw6g5yvicjHiXGMOofUsUE/Pfx34gQYh0u0vQ33neQZgDnGPlPc/Ic5Kx58tAP3r28ZwMYRQAkIJUCKP2eOFzPU+8zGbZxTOuiaOnoL/4cD4ToTi6iStj7xb00P6b29nZ81zsYdSzj/ikAv3o59G338vKKAAAKoRR8eCCIwYKEOJQ5XO0QP0d19vc5hM0RvvhZ3DBvn7ust92S+HmewOdtWes9zxZz5ju8++DfRfCKAAAqR5Gfa4FhlxyRqeGUfF8/PeMsebR5dqoA6tbBPf/fwC3cQLVIWhyte9ovuG/JfofBAAAulrqhtFwhohifVGwnic4tGfwFawFevLM3H6a42h+bgfq6efQli0+p2efjJ+TFezu817P/6g4TizEyigAAEqGUc+8Zb7hNregSSvuYdQzb0WXLAUDuvWJPYzG3tmxvzhfBj1r//WMYsJuZxF+QoWzaaL/QQAAoKspGEb9HzHu4UmwBBjoEFHER5+n6WcoS0+fy35xTJ/+w2jUE/AU9cqoeAKOO4Y3EkYBACmIMOrwo2Acx3xm2THq5Un/i6yBOkS9SuoWRv2fi9tGe9ECHcIzjLotnYrXOz3n73avn4fMcc66rpu3EEYBAClInTDqPycJ7nILKG55zh5DBSOLtwiSqB9+TtOtj//g5T8o+8xn/hO5/Sw8w6ifKbnxrIlnqBUn75b29+XNHQijAIAUpEgYtS9VilfCPBc4o1v68pP2/KzqiefvZ8HP0t/PXj4n4DOEeT7Qlum5Fco+oOVhcntw3SbmNpNA5yt++DznEL7X/IQyxk/0PwgAAHQ1RcJoFATR095BcG8UG7u4CJ4pTXxXLEd0u9cxzAkK5XgKfv7DEKhDvIjrbL6X36YHACB1w2jqoObSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAkJOTY341JIwqiJpLy/KEys3NTfQ/CAAAdLXCwkLzqyFhVEHUXFrWNyZKShL9DwIAAF2trq4u4tWQMKoeai4tyxOqoaEhPz9fBwAgBeTk5BQWFtbW1lpeHAmjCqLm0or9CQUAgGIIowqi5tIijAIAYEEYVRA1lxZhFAAAC8Kogqi5tAijAABYEEYVRM2lRRgFAMCCMKogai4twigAABaEUQVRc2kRRgEAsCCMKoiaS4swCgCABWFUQdRcWoRRAAAsCKMKoubSIowCAGBBGFUQNZcWYRQAAAvCqIKoubQIowAAWBBGFUTNpRXLE0rTtPCfcWQZ0D6+4xGNfzHiO5POZimg5/zjcoLiQfwcwtwnuil5PsSh9gfUURRH9DO45zzdhhL393OyPg/n/6+Kn0EE25PuqQTEHWFUQdRcWp0URgVJwvzC7/jian/xttwbXXpobi7I0DIK2v5sNm1ptvQsyNA0p+0+NTe3DSA+eshfGI17RAgUhhyDlP3P2KchPnQXFCGKLX6q4WeL5132v/AxhlHHJxFhFDAjjCqImksr6ieUOUK5vbyJd3S77bbR0kHwyu24vTorPaOg2fgzFAoZidGQnlUd7uaWUEPhlOkjp9oHsRzd8Xw9zyj2iCAonf1xdHtA45haBIcLmpP8Pzri4wo6BK2G23n5P6LgQIIpiU/cbdqCgkd3LCCpEUYVRM2lFd0TKvyyZH9t83y5ErzmiUfwkwzcdm9uri4oqDb+DLUFl/SsaofVSkEY9bzXrZvl6OZ5mk9EHFz8nLuYW+UF3Szb7ROIb0wRZCA/B/L56ISczlFw1m7bPathL7jbQ+B4FMtGzeUJEqjyjoOY5+Z4UtEdC0hqhFEFUXNpRfGEsr9E2X8Mua+YBnoNdnxRdJyA511mzc3VWenhMBqRXZqrs9LjE0bTs6pdu9kL4hY1zLsIfvRkH9+xzm4EMw86GZ9/HwLlNkOgMOp5jrFXw62nYzfB4+t4dMe9/Jy1ZUz7UIJDiM8IUAlhVEHUXFpxeZs+5PW6Ze/v2Eewo/1FVLCvn9fI5ubqrHTN8q6u8Vav+V17o5PRr71DRkZGx5ZQW35t6xS5oygY+Xntd+zv+KOAPT/5vMvtoDFGokDHEt+O+tGJ4wwF1XCctuO9bgO6zcdx9/B2wcPhOEPCKGBHGFUQNZdWjGFU8BIbKIx6plj7S76fWYm1X2XYEVxCkSuj4ZW2yBtaRkH70mpzc3N4h7YrQsM7ilZGLeflmAnE52XZ3Y3bUILtlh3FGcUtpXk+BJ7RyvOkont0fFYsLtVweywciyaum3kQceXd6ul4aLdpu83T82EFlEEYVRA1l1bsK6MhlxdRPy+Tnq92ltdgt1d3t5HFHH/D3Xq5Z3hdzSH3RNxwGtlXGHX80+3UPNOGJ8H4nsHLvrtbJPKcnp9wJp5zKNpHx3PkeFXDrafjX3s35g6WG4KjuFXMsrvgr5+f8wUURhhVEDWXVuxPKMErrtvLqqWP22iWLX5eaAXjmEXE0MiLRM3xRRBu7GtvoVDI+DWlULzDaKC04cnPjo5pUvBoiucsnob/vz+WQ0f96FiObh85XtUQ/4UMd3arYcjlL4bgKG6zdZyGeECfD5DbgYBkRxhVEDWXVtS/TR/yerkSvLQ73rYPa9koyCWOhxO/UnasqUW+n255h938CVBaelbVucVZ6RHXKZr7hC82Ff8WlON5BT2LqHOAOHLZE4bngxu08uY+Pvd1GzC6R8ftRCxHjL0agarkeeJuT7pAfxM8n32Bbkf9lxCQH2FUQdRcWnEJo4KNbvvaN3q+5sU9sXXlh967zU2QNkLC+cc9jNq7OaYNx0cq6GSC7hXf0GM+eqdWQ4vkOA37Idz28hNe/ZyI2+6Wu3yeBaAqwqiCqLm0ov5op/Bt/y9Ujt3cdnR8aXR8qRYfV9qXT0G2EJxX7JnAbV/Ph9K83T5D/1MS/P0xP6ZiPo8V3dHtdzmO41kNt/o4jul2FP8j+GGfWCjyL5X/swDURhhVEDWXVuxPKAAAFEMYVRA1lxZhFAAAC8Kogqi5tAijAABYEEYVRM2lRRgFAMCCMKogai4twihikdhPJACATkIYVRA1l1ZnhNHmjo9/jD6OxGEaHR9C2XXTaD93y6fox2Ea9pHjy/2rpFwPav6YT/OneAo+89//Wfj54gAA6CSEUQVRc2l13spodGHCz16++3h8O3x0PI8e9ReExn7ozuB20PYKe3+lqs8Bo+sGAJ2BMKogai4t6cKo8LuLmpsLMtKzqpurs0ZkVccj8UTB89uVlAyji88t7lgF1TRNy1h8rjIrPRxGI0/W80H0G0Y75b8TAOCJMKogai6t6J5QHW/Ppme1fRt729drmr5I05Y5HPqEv5QzoyAU8vWOthF0MgoyvJKoOTYtbntruO1w7V89b5qPEX3av0uy48sk3UfuOLrpJDq+mD4jI2IcP9WwHciIelpGQXN1Vlb4u9eNkSO/etR8Fh5nKjyvyBl6XefQ3DZu5F7NBRmR79r7qk/k3wTTjtZDG70czwIA4oUwqiBqLq0onlAOuaq5Oiu9PQyF46n1rVtrn+bwAlpzdVZ6e2zy9Sa4R2B1OnpBhik6R8ynOis9Pavq3GK3N519jJwRTortN7SMgo4j+KmG/UAFGVpGQUGGpqWnp5vDekaB+Vj2qrqfqfuxPGboI/eb47t5ZdRPfdz/JljTsxb5pUcA0EkIowqi5tKK7gnVHkHasoJlJdIxVtr7RPF2dvu9gd+mdwrQESFp8bnFphga7AKAjlU9h9Tltxr2A1VnpYeXao2FRrdgJ66qn2MJKub2Nn3keYmq7Vkf/38TCKMAugZhVEHUXFrRrYxmWbNRx4KWuZttpc2+ntq2olZdUGBZQWwuKIjlokMfYdS+MhosjBozFEQrr5VRr1MwljhHjEiPfIM78lj2qjqeaeBfGIqoj+svMLXXKrKPYwoX1Ef8N8FyXN6mB9AFCKMKoubSiiqMdqx0ha/w69jWFuycVtFMfdoCR/uane2DgSKuHQw+Q8drRq3rgrarLX2FUfsMI46WnlV1bnFWesdVkpGTEVXDepTqrPS2KwfM14MaI3Rc4ulSeZe1W7djOV380L78nZ5uG9Bg+nsQ8X665R12cX0sfSKvhe3q39YCAANhVEHUXFp86D1i4bZ+2ZbW+dB7AMmJMKogai4twigAABaEUQVRc2kRRgEAsCCMKoiaS4swCgCABWFUQdRcWoRRAAAsCKMKoubSIowCoUR8cKnnETXTh6qGRTea/x39zyrGPrHvAnQqwqiCqLm0CKOIWqCvLYj779f7/I574ZjGtyc0h/yFMDdRT8BtX8uwmstH/Tv2ie5Y4SM6nprPc7fP097Bvrv5T/MjAiQWYVRB1FxanRFGfX5jZ2fz/Gr1Tjmo7Uve41UNx6+PjyP3ZOl6UPv3i5o/UtT22bHug/g7L4cvMnD/dlM/jP2N25Zg5xjIzB0cb3vWUJDq3I4Vcs92nnd5Hsuyu+cEBLft49jvdTyEpbP5qyKABCKMKoiaS6vzVkajW7iK4tuV3PtYv9k8LjyPHsXXnMbr0J3B7aDhL1CK7Gl8Sr/HF4T6PISgm/3ogc+rIMOIy4KIForMTOIE6Wfm4s72Y9kn42c+gixoP5YfnmFUPBm3Xcw3zH2Mh9b/9IDOQBhVEDWXlnRhVPi9O+2LYYG/mz6OPL8ZSMkw6vbd9JE9jRThdPqeD6vfMBqf/2BYsqwgGNnDk+C2++GCPXCBkqK9f9DdPUfwkzLNOzqmYXFoNndmcRQyIIwqiJpLK7onVMebseEv9jR9tabRx+FL0u19wl8omVHQvotr1jHtkpFRkOGVRDtiU3uQMr5CvWNw29eBprd/S2XH11S6j9xxdNNJdHypekZGxDh+qmE7kBHstIyC5uqsrPC3uhsjR35tpvksPM5UeF6RMwx+nUP7l5NGjtNckBH5rr2vikX+3TDt6D0Zx5xkO9+OcTR/YdSN+TT91FAwiKWDvbPb+br96Hks++6OWwLdZb/h2cfcMyH/6QIsCKMKoubSiuq76W25KryUYbqMz3aFn7VPc3i5rLk6Kz389qu/74W3veqLJ9m2l2m5pWM+1Vnpbd/q7vwWs4+RM8JJsf2GllHQbF7g8ayG/UAFGVpGQUGG8eXwprDe/n33xrHsVXU/U+FFlqIZBkkG4QfIHOjNK6N+Kub+d8N7ZVSQhNxOVhCMHAdxGzm6GnpmQfEZ+Zyz4FiOqVe83R5t/QRlwSQJo5ANYVRB1Fxa0T2h2gNHWzKwrEQ6xkp7nyjezm6/N/Db9E4BOiISLT632BRDg10A0LGG55Cx/FbDfqDqrPTwUq2xrOgW48RV9XMsQcX8v00fuaOo/p4Vi+VSB894FIp8m97e356ZfAYyz/+oCGZr3yiemOB8/eRCxwM59tTcU6PnlDw3hu8y38vb9JABYVRB1Fxa0a2MZlmzUcfylbmbbZXIvp7atn5WXVBgWUFsLiiI5RJDH2HUvjIaLIwaMxQEKa+VUa9TMJY4R4xIj3w7O/JY9qo6nmmwXw+y1sffMlVEDI3cyzGXCyom/rvhORNLuHGebfsvMIWEv0vumL3cMpxnDX2GWsv83Q7nNtVAAdpx/KBh1P+x3MYx4xeYIAPCqIKoubSiCqMd61rh6/k6trUFOzPLlYumK03b1+xsHwMUcaVg8Bk6XjPaMZPIOZvfSPUOo/YZRhwtPavq3OKs9I5rIiMnI6qG9SjVWeltVw6Yrwc1Rui4PNGl8i5rt27Hcrr4oX35Oz3dNqAb098Mx1+0jxzZpWKWPpFXx8bt3VtLRtd8RDHNllbN90ZRQ80lpdm3u/V0PLVAnR1Px3LWYo6jCU5NPIj4YhKgyxBGFUTNpcWH3iO+3NYv2/J7tCEj9v+iOI+ZnlXd/olL5ihmyUmWwGTPatFNwGeadIx3fsJl1P3dTlb8o71KQSfpcxUf6AKEUQVRc2kRRpHi7MFLEMUEG4MeVJDVLLHYspdgVm5Llf5zYaDO9okJ7rKvhtpDPyAPwqiCqLm0CKMAAFgQRhVEzaVFGAUAwIIwqiBqLi3CKAAAFoRRBVFzaRFGAQCwIIwqiJpLizAKAIAFYVRB1FxahFEAACwIowqi5tIijAIAYEEYVRA1lxZhFAAAC8Kogqi5tAijAABYEEYVRM2lRRgFAEhlU/Xy9Qd/unD7Nfnbryna16N4X4+K+j6bqpfHOOy8ws+Pn2jw2ZkwqiBqLi3CKAAknaVfjJq+/hajLf1iVKKn0+HDwudvn3jN7ROv+WjNG1EPUlQxf9PhGxbv/OGinT9cu7/nuv09t5387eqteTHObdrire/kf+EzjxJGFUTNpUUYBYCkM339Lc2Xa09f3Np8uXb6+luiG+R4aWnlU08cXLLEvPHgkiV7/vbq8dLSKAb8sPD5AZN+1HT53UPNTw+Y9KO8de9GN7Elm2duOnJDQc2PCmp+tOHgjRsO3lh1qn9hWU50o9WfPLO2bPeikp2vfLx18srDU/L+4SePEkYVRM2lRRgFgKQzff0tOxumbj7y6M6GqdGF0WOlpaU339T85pRtw/9woD2P7i8o+OIPd4Tefevzu+44FjCPfrh84uBXujd89frx8y9W1d+/r/FPg1/pvnjTtCjm9snat0uP/uey3dcu233tlsO/3HL4lztOD4gi2jadO7eoqHLcjC3PLdj97KK68YsPPrXwyNiC4699vM0zjxJGFUTNpUUYBYCkM339LTtPv1N29E87T78TXRhd3rPn4T8/cvLpp08+92z5Xf32Ll5cs2DByttvPjFu7Mmnn254983lPXv6H23mysnDXv/5iQuTDjWNO9Q07vNDd39++O6a0w8Me/3nhWWzg85t5srJZUdvWr7nX5fv+dfPjt782dGbd525a+ankwMN0nTu3NRPSkfNqHhizq7MOV/+6aPax+YefOTjo4/lnXxar66o2ifenTCqIGouLcIoACSF1dUvhK8TXbVzdEX9C5uPPFpR/8KqnaPD21dUPuNztH1Llqz6xY93Dbt319Chex975JNb/2vSb3rtfvThXUOHfpnx0Ka7+u6LfPteIGfVqyPeTj9x8Zm9ZzL3NoysbXxy8/7+6/b1W1/bd9eZwSPeTg96uefUJeO2HPnlii//bcWeH2899t8Vx2/dc+ae7IKxgQYpKK7MeHvzwx9UPvxB9QNvlT346poRUzY+kHP00fcqCos/a2pqEu9OGFUQNZcWYRQAkkLOpv6nLlbXXyivP7+l7Oj4DYceW3/woQ2HHis7Or7+/Jbj57c0XtodaJV075IlK67/1223/faL3/xm26ABW+76XeUdd+z6U8aq9J/v9Z1E565548/v33r0wsgvG4dXHh9Wc/KBfY0jNh/89erd/7V0+43rD/SqPn37n9+/dVPVYvE458/uuHh6zbmmxlAo9Pr8P312vPfqfT9Zve8nVSfvqDp5x96moX+b/7j/UzvT2PToy4V/nFJ+75TP//jCiukfF1XvqHn23VX3vbZh6epyzyQaIowqiZpLizAKAEkhZ1P/0iOvLPnyD8v3Dl5Ze29R3bDi/fcV1Q1bWXvv8r2DC/YMLD3yUtC37PcsWbL0p9d+1uemLWlpZb/61aY+aQu7/889vpNoKBQaO2Pgqa/HHA49Vnv2war6e3aeunvX6cFra3sW771+xa5flB3pU3Wqb13o7jfzBpw/d0gwzoWG9Vu/eO6vc+4zWunhPqu/vL5o7/XVJwZW1w/cc2ZY+K6CzTM8Z1VRVTdwXOGdkzb+bkLx1NlFZ8+eDYVCk7I/Lfh0i58kGiKMKomaS4swCgBJIWdT/y9PFFcd/aTyyEeb6l5aWTd8xb57VtYNLz86ufLIR1VHP649tS5oGN21ZEl+9/9V+s//Y4OmbdS00n/+H/nd/9euIGG0YPOMcEzcc2ZYdf3A6hMDi/Zev/rL60sP9wnftfWL5y40rBeMc/7coTfzBtSF7q461bfsSJ8Vu35RvPf6tbU9d50evPPU3VX199SeffBw6LFTX48ZO2Og56xWrK3sN2b5b59Z8+vH5u3YfcDYuPvLuqampsazTdPyP5+2uHLGkqrtu13zMWFUQdRcWoRRAEgK5mtGV+wYVXLgiYI9A0sOPLFiR8dnji7f9hf/A9YsWbLgx/+y4wf/tEPTPv/BP239wT/t0LQdP/inBT/+3zVB8qjhb/Mf39s01HhX3XiH/bPjvV+f/6dQKHSuqfHi6TXnz+4Qj7CpavGf37+1+vTt6w/0Wrr9xtW7/2vzwV/vaxxRc/KByuPDvmwcfvTCyD+/f+tcH59gunJd9a//tPA/Hlv2H8PnfF4Z8btK23Ye6Pe3PX1nXP7DjDPryna7jUAYVRA1lxZhFACSzvT1t2w8NGHBrv4bD02I7rfpdxQULPjJ/zl8zf9zXNP2X/P/Ptj92vu7///7u/3zcU073O0HC67rvnPp0kADZheM3XPmnorjt2499t8r9vx4xZf/tuXIL6cuGRdokNVb80a8nb7rzOD1tX3X7eu3eX//2sYn9zaM3Hsm88TFZ0a8nZ6z6lU/41TX7E+7b9ZPhi/82UOL/vK3JWebzhnbm86de3Haht+8f/7XM7+/6+3aXXtZGU0l1FxahFEASDrT19+y8dALn+zou/HQC9GF0exfpZ34j59f0rTmbj8Y9ZN/q5g//7N580b9pHvz/7zmkqad+M+eeQMGBBpw5qeTd525y/gkJuNTmcqO3jRzZbDPYwqFQoVls4e9/vOa0w98fvjuzw/dbXxW1IkLk4a9/nP/ozU2nr33qZyfDp9/3SMrr38w//EX8pcVbytcUznmzdW3vFZ384zvb51x9ansTWfPul4/b7L97AAAEuVJREFUShhVEDWXFmEUAJJIc3PzuXPnpq+/ZffJTz8/NP3LU6unr7+lubm5ubk50Dh1paUf/+y6Ezfd8EqPf6+YP9/Y+Nm8ea/2+PcTN/3i459dVxfwQ+/z1r274/QA4zPqjc+rLz36n5+sfTvQIIbFm6YNfqX7vsY/VdXff/z8iw1fvT74le4fLp8YaJBVayt+cc8HP3t05c+f3PyL0aX/MWp9r/EVvaec6DOt5ZYZ3931evW6LdWC3QmjCqLm0iKMAkCyaG5ubmxsPHnyZH7Zn8LXiS76bOTp06ebmpqiyKPv/eaXW/MiPgT0s3nzKh64P2gSDYVChWU5Vaf6G9/eaXyT56YjNyzZPDPoOIa8de8OmPSjQ81PN11+d8CkH31Y+HzQEZqamj7IXfWLez7sOXLNL8ZX3jipttfrJ36Zff6W9y/c+dLWOYs2in+tnjCqIGouLcIoACSRxsbGU6dOHTp0aN++fXv37t2/f/+xY8eiC6PxtXpr3raTv123v+fa/T0X7fzh4p0/3HT4hqKK+VEP+NGaN26feM3tE6+JIokaGhsblxeV3jd6VtoDc27K/DT9qbW/HbP6z68uK1r3WWNjo3hfwqiCqLm0CKMAgNhtql5eUd+neF+Pon098rdfs3D7NesP/nRT9fJEzyt07Njxf2zbvryodEXxln9s237s2HE/exFGFUTNpUUYBQDAgjCqIGouLcIoAAAWhFEFUXNpEUYBALAgjCqImkuLMAoAgAVhVEHUXFqEUQAALAijCqLm0iKMAgBgQRhVEDWXluUJdeDAgby8PB0AgNQwe/bs4uLihoYG86shYVRB1FxalidUXl7eCQAAUkx+fr751ZAwqiBqLi3LE0rX9UT/gwAAQFezvBoSRhVEzaVFGAUAgDCqPmouLcIoIIMNa5e2trYmehZAKjKefYRR9VFzaRFGARkQRoFEIYymCmouLcJo0tE0LVAfP/2RcITRZMQTTQ2E0VRBzaVFGE0u9hc8yxbjR/ufkBxhNBmFn2J2iZ4aAiCMpgpqLi3CaBJxfM1zfOVjwSbpEEaTjuP/A5GMCKOpgppLizCajNxe9hxDKqs1SYEwmnTCTyiWRZMdYTRVUHNpEUaThWBZ1PL6Z/7RfgNyIowmF8dnmeOPkB9hNFVQc2kRRpOL/f13xxdC+yslL5CSI4wmHVZGlUEYTRXUXFqE0SRiefFz3G6+Yf8T0iKMJh1WRpVBGE0V1FxahNFkYV/yPOHycui2VtoVs0S0CKNJh5VRZRBGUwU1lxZhNEk5vuY5viISRpMCYTTpsDKqDMJoqqDm0iKMJhG3pZega6WQEGE06bAyqgzCaKqg5tIijCYvt1c+x7fyeYGUHGE06bAyqgzCaKqg5tIijCYRz9UX8bvzvEbKjDCadMJPMUeJnh0CIIymCmouLcIoAACEUfVRc2nZw2gdAAAphjCqPmouLXsYrQYAIMUQRtVHzaVlD6NlAACkGMKo+qi5tOxhNFEzAQAgUQij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAAIo+qj5tIijAIAQBhVHzWXFmEUAADCqPqoubQIowAAEEbVR82lRRgFAIAwqj5qLi3CKAAAhFH1UXNpEUYBACCMqo+aS4swCgAAYVR91FxahFEAAAij6qPm0iKMAgBAGFUfNZcWYRQAAMKo+qi5tAijAAAQRtVHzaVFGAUAgDCqPmouLcIoAACEUfVRc2kRRgEAIIyqj5pLizAKAABhVH3UXFqEUQAACKPqo+bSIowCAEAYVR81lxZhFAAAwqj6qLm0CKMAABBG1UfNpUUYBQCAMKo+ai4twigAAIRR9VFzaRFGAQAgjKqPmkuLMAoAAGFUfdRcWoRRAAASEEZpXd9ifNTQSQijAAB0dRgFEEYYBQCAMAokDGEUAADCKJAwhFEAAAijQMIQRgEAIIwCCUMYBQCAMAokDGEUAADCKJAwhFEAAAijQMIQRgEAIIwCCUMYBQCAMAokDGEUAADCKJAwhFEAAAijQMIQRgEAIIwCCUMYBQCAMAokDGEUAADCKJAwhFEAAAijQMIQRgEAIIwCCUMYBQCAMAokDGEUAADCKJAwhFEAAAijQMIQRgEAIIwCCUMYBQCAMAokDGEUAADCKJAwhFEAAAijQMIQRgEAIIwCCUMYBQCAMAokDGEUAADCKJAwOTk55h95fgEAUlCwMJqbm9u10wNUVlhYaP6RMAoASEHBwmhJSUnXTg9QWV1dnflHwigAIAUFC6MNDQ35+fk6gBjk5OQUFhbW1taKn40AAKQCPVAYBdB5CKMAgBREGAVkQRgFAKQgwiggC8IoACAFEUYBWRBGAQApiDAKyIIwCgBIQYRRQBaEUQBACiKMArIgjAIAUhBhFJAFYRQAkIIIo4AsCKMAgBSU+DC6Zs2aN9563a3t3rOrsyeAGG2prv60rMzSEj2ppEQYBQCkoMSH0Tfeev37SC0tLS0tLV9//XVLSwt5VH6FpaWtNomeVFIijAIAUlAcwuiBAwfy8vLcvoZ79uzZxcXFlZWVy5Ytc9zdCKNnz55tbGxsPNN45syZhjMNWz//fNnygvoT9eTROIrxkXKzbNOm71pbb6ts7bft+//+4tvfbr16S/nlTjoFtRFGAQApKA5hNC8vr7q6uqmpyfHehoaG5cuXDx06dPjw4Xl5efYORhh93ib3o1nNzc31J+rrT9S/8dbrntPQNM2zT4qL5ZGyvxG/pbrauGvJhg0t339/W2XrG+das85+99utV185aQ2jno+O5iWqM04yhFEAQAqKQxjVdd0t34RCodra2qeeeup3v/vd8OHD77//fnuHcBjdvn27+c9FixfmfjTrg2nvGRePek4jRfJKLGJ5pOxvxBeWlhp3zVq27Mq3376x59yU3U2v1zS+tqPhlaqT9vHDD5BjyjQ/fPaHMkUeXMIoACAFxSeMhkKhxsbGhoYGy11Gvhk+fLgRcaZNm2bf3W1ltG5/3foN67aUle7YscMtjKb4QlpQsTxSt5Rf/tWWS703X/yvjed7rW/+rrV12aZNoVCovLIyd8WKr1paKg8evNLScqWlZeu+fVdaWsz7Wh4Xx9zpP6oqjDAKAEhB8QmjDQ0Nr7zyytixYw8ePBjeXldXZ+QbI+J8+OGHzc3N9t3DYbS6unrChAmXL18uKSkx/vz666/XrFlz5MgRVkbjIpZH6pWTl3+15dJfj16YeDjUa31zy/ffL9mwobyycun69ZdbW89/803lwYPbDhz4oq5ux+HD5Xv2OE7AHEYtwTT8oziqqo0wCgBIQfEJo6+++qoRZZ555hkj5YRX2gx//vOfHZNoqD2MTmi3JlJxcfH3338vCKMsi/oXyyP1StXJydvqJ31x7IWtR57/7NCVb7+dt2qVkUTfnzfv3JUrlQcPXrxy5eKVK1v37bt45Yp9BHvutG8M33ZLpWojjAIAUlB8wug777wTTjPjx48vLy8fPXp0eMuHH344c+ZMt93DYbSqqmrChAnnzp1bs2ZN+E/PMBqWInklFrE8UldaWrbs2mW8Eb++quqrlhYjiX60dOmbs2c3Xr4cXhmtPnTIcWXU8ja9PYw6ZtCU+g8GYRQAkILiE0bPnj1rTjlmxnu+gldZI4w+1664XVE7tzDquCaaavElkFgeqfI9e6r279+8c+fG7dvXV1Wd/+YbI4kWbdw4c/Hi05cuVR482HzpUvOlS1v37Wu+dMmyuzmJ+lwZtewevzLIizAKAEhBcfsFJseUE7760DOMPvvss//4xz/Gjx9/8eLF1atXm//0szJqSTZwFMsjdfHKlS27dhlvxK+vqjp35YqRREOh0Ifz55/46qvwyujWffssK6OOuVMQRu1bUuSRJYwCAFJQ3MJoKBRqamp66623wvnmgw8+CF99mJOT47Z7OIw+++yz48ePLyoqWr169SoTzzDqtrrmOfNUE8sjVb5nzz/q6sIro42XL7//ySfGXVkzZjR8882xixfNzT6C/dFxfLwcV7VT5NEkjAIAUlAcwmhubu6pU6eM242NjUbK+fvf/x7ONzU1NYWFhW67G2F0/PjxX3zxxbhx406ePLlq1aqLFy+G//TzC0zmH0Mpk12CiuWRar50acuuXcYb8eurqk5fujRz8eJQKLR79+53pk9//s03Lc0+gs8wGv4xBf9rQRgFAKSgOITRkpKSLVu2uN1bU1MzZ86curo6tw5GGB3XbpWN+JrRkI83fGGI5ZEq37Nny65d4ZXRE1999eH8+aFQ6NixY7W1tfts7CPYHyDLw8cVwIRRAEAKikMYbWhoyM/Pd/y685ycnMLCwtraWsHuRhgV83ybXryuBkMsj5TlXfiGb77JmjHj2LFj/o/uuGht+R+FeF/lEUYBACkoDmE0Rp/Mm2t84aegfTJvbmdPA2L2N+LfmT599+7diZ6XUgijAIAUlPgwCsBAGAUApCDCKCALwigAIAURRgFZEEYBACmIMArIgjAKAEhBhFFAFoRRAEAKIowCsiCMAgBSULAweuDAgby8PMcPqgTg3+zZs4uLixsaGgTPRgAAUoEeKIzm5eVt3779ypUrrQBi8NVXX5WVleXn5wuejQAApIJgYVTXdZIoEBfffvut5elHGAUApKDAYTTRr+CAOgijAAAQRoGEIYwCAEAYBRKGMAoAAGEUSBjCKAAAhFEgYQijAAAQRoGEIYwCAEAYBRKGMAoAAGEUSBjCKAAAhFEgYQijAAAQRoGEIYwCAEAYBRKGMAoAAGEUSBjCKAAAOTk55h8Jo0DXsaTP3NzcrnjSAwAgk8LCQvOPhFGg61j/L1hS0hVPegAAZFJXV2f+0SOM5ubmnj9/PtGv4IAK6urqLP8XbGhoyM/P1wEASAE5OTmFhYW1tbWWbOoRRktKSsrKylpaWhL9Og4kt7q6ujlz5lj+LwgAADzCKCs3QOzc/i8IAAA8wigAAADQeQijAAAASBjCKAAAABKGMAoAAICEIYwCAAAEcODAgby8vIT8Ruzs2bOLi4sbGhqSfYZmhFEAAIAA8vLyqqurm5qauv7QDQ0NW7Zsyc/PF3eTf4ZmhFEAAIAAdF0/c+bM2cTRI79cOhlnaEYYBQAACEDX9YaE8hNGJZ+hGWEUAAAgAF3XTyaUnzAq+QzNCKMAAAAB6Lp+LIi0tLSo73XkJ4wGHdMP/1MljAIAAHQWXdcPu0szcdti30UwoJ2fMOpzhn5mJbgR9QzNCKMAAAAB6Lp+wEtaWprlhmWjmHhwP2E00PTcDm3vZjmjqGdoRhgFAAAIQNf1fV7S0tIEW+z3ive18BNGfU7PciPGifmfoRlhFAAAIABd1/cIpaWlmW9biPf1w08Y9ZyhZT7GDcuPbqfgeRaEUQAAgM6i63qNUDixGbfDf5p/FBOP7yeMes7Q8Yb50PY+9ruinqEZYRQAACAAXder3Rlp0rgR/tHMcRfBgHZ+wqh4BPt8zHMWdBacRaAZmhFGAQAAAtB1fZtQWlqa45/mG24b/fATRv3M0H7DcSb2jZ4TJowCAAB0Fl3XK4TS0tLMf1pYutn7iAevqKjwE0b9zDB8aMtG+4kIziK6GZoRRgEAAALQdb1cKJzYjNvhP8033Db64SeM+pleeJKO0xBMz3PChFEAAIDOout6qVBaWprjn/Yblnt98hNGfQ7lOB/LlOzT85wwYRQAAKCz6Lq+0Z+0tDTLj8YW83bHN8HFw86aNSu+M7TMx+dZxDJDM8IoAABAADk5OUVFRWsTpLCw8JNPPkn2GZoRRgEAAAJYtGhRfn5+cSIsXbp01qxZJSUlyT5DM8IoAABAAMePH587d67e5WbNmjV37tzi4uKGhoZkn6EZYRQAAAAJQxgFAABAwhBGAQAAkDCEUQAAACSMQxil0Wg0Go1Go9G6rP10e31bGP3p9noajUaj0Wg0Gq2LmwYAAAAk0P8FEwCzRUQSaegAAAAASUVORK5CYII=" 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创建完数据库查询后会在左侧数据集下显示你的查询，和对应的字段，直接将字段拖入表格即可。

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" 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最后点击预览就可以查看报表数据了

aaarticlea/png;base64,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" 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三.FineReport调用存储过程

现在我们有了存储过程，FineReport也可以生成报表，要做的就是用FineReport调用存储过程，只有简单一句，如图

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" 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点击预览，看看是否调用成功，传一个参数“2”给它。

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" 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有结果了有木有。

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" 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最后我们将结果集拖入表格，如图。

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

另存为模版文件，这样我们就拿到了能够调用存储过程的FineReport模版。