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aasd(uid:77187)
职业资格认证:尚未取得认证
  • ${IF(fr_authority="SUPERROLE" ||INARRAY("公司高层",fr_authority)>0,"","AND PARENTID IN (SELECT PARENTID FROM IMP_DEPARTMANAGER A LEFT JOIN IMP_ADMIN_DTL B ON A.DEPARTID=B.ADMINID WHERE A.MANAGERID='"+fr_username+"')")} ${if(fr_username="admin" || INARRAY("公司高层",fr_authority)>0,"","AND B.PERSONID IN (SELECT PERSONID FROM DIM_PERSON WHERE INSTR(MANAGERSTR,(SELECT ','||ID||',' FROM DIM_PERSON WHERE PERSONID='"+fr_username+"'),1,1)>0 UNION ALL SELECT PERSONID FROM DIM_PERSON WHERE PERSONID='"+fr_username+"')")} ${IF(LEN(deptId)==0,"","AND A.ADMINIDTREE IN (SELECT DISTINCT T.ADMINIDTREE FROM DIM_ADMIN T WHERE DATAFROM='OA'--OA部门 AND ISCOMPANY='0'--部门 AND ISCANCELED = '0'--未取消 AND COMPANYID IN ('181', '381') START WITH T.ADMINIDTREE IN ('"+deptId+"') CONNECT BY T.FADMINID=PRIOR T.ADMINID)")} ${IF(LEN(DEPT)==0,"","AND A .ADMINIDTREE IN ("+"'"+treelayer(DEPT,true,"\',\'")+"'"+")")} 这三段代码都有什么作用啊,还有("+"'"+treelayer(DEPT,true,"\',\'")+"'"+")")}这是什么意思呀
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单选的时候没有问题,但是多选的时候,data:image/png;base64,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A.ADMINIDTREE IN (SELECT DISTINCT T.ADMINIDTREE FROM DIM_ADMIN T WHERE DATAFROM='OA'--OA部门 AND ISCOMPANY='0'--部门 AND ISCANCELED = '0'--未取消 AND COMPANYID IN ('181', '381') START WITH T.ADMINID IN ('"+BUMENID+"') CONNECT BY T.FADMINID=PRIOR T.ADMINID AND ISCANCELED = '0')")},跪求大神
  • WITH PERSONRANK AS ( SELECT REALSALERID, RANK () OVER ( ORDER BY RATE DESC ) PERSONRANK FROM( A AS( SELECT REALSALERID, REALSALERNAME, SUM (ASSIGNLOTGROSS) LOTGROSS FROM F_SALES_VIEW WHERE TO_CHAR(CREDATE,'YYYY-MM-DD') BETWEEN SUBSTR('2016-12-31',0,4)||'-01-01' AND '2016-12-31' AND REALSALERID in ( SELECT WORKCODE FROM DIM_PERSON WHERE OADEPTID IN ( SELECT OADEPTID FROM DIM_PERSON WHERE PERSONID='NB0046' )) GROUP BY REALSALERID, REALSALERNAME ), B AS ( SELECT EMPLOYEEID, SUM (DEBIT) DEBITL FROM F_FINANCE_COST WHERE TO_CHAR(CREDATE,'YYYY-MM-DD') BETWEEN SUBSTR('2016-12-31',0,4)||'-01-01' AND '2016-12-31' AND EMPLOYEEID in ( SELECT WORKCODE FROM DIM_PERSON WHERE OADEPTID IN ( SELECT OADEPTID FROM DIM_PERSON WHERE PERSONID='NB0046' )) GROUP BY EMPLOYEEID ) SELECT REALSALERID, REALSALERNAME, ROUND (CASE DEBITL WHEN 0 THEN 0 ELSE LOTGROSS / DEBITL END,2) RATE FROM A LEFT JOIN B ON A .REALSALERID = B .EMPLOYEEID ) ) SELECT PERSONRANK AS 名次 FROM PERSONRANK WHERE REALSALERID='NB0046' 问题大概是出在FROM 后面,就是不知道怎么解决

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