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
JS :FR.remoteEvaluate('=SQL("DMHR","call fhwx",1,1)')
存储过程：fhwx
alter PROCEDURE .
as
begin
UPDATE DM_003 SET KHDFXJ=F.XJ
FROM
(select KHFL AS FL,SUM(KHDF*BL) AS XJ from dm_003 GROUP BY KHFL) F
WHERE DM_003.KHFL=F.FL
update dm_003 set jjje=je*gsxy*bl*khdf/isnull(khdfxj,0) where isnull(khdfxj,0)>0
AND khfl in ('仓管','车间','机修','后勤')
update dm_003 set jjje=je*gsxy*bl*0.8 where
khfl in ('财务','总经办','市场文秘')
update dm_003 set jjje=je*(gsxy*bl*0.5+khdf/khdfxj*0.5)*0.8 where isnull(khdfxj,0)>0
AND khfl in ('试化验')
select 1
end
GO
