{-# LANGUAGE Arrows #-}
import Test.QuickCheck.Simple (Test, defaultMain)
import qualified Test.QuickCheck.Simple as QSimple
import Lex (eqProp, eqProp')
import Model
import Data.Int (Int32, Int64)
import Control.Arrow (returnA, arr, (<<<), (***))
import Database.Relational.Query.Arrow
tables :: [Test]
tables =
[ eqProp "setA" setA "SELECT int_a0, str_a1, str_a2 FROM TEST.set_a"
, eqProp "setB" setB "SELECT int_b0, may_str_b1, str_b2 FROM TEST.set_b"
, eqProp "setC" setC "SELECT int_c0, str_c1, int_c2, may_str_c3 FROM TEST.set_c"
]
_p_tables :: IO ()
_p_tables = mapM_ print [show setA, show setB, show setC]
-- Monadic Operators tests
queryX :: Relation () SetA
queryX = relation $ proc () -> do
a <- query setA -< ()
returnA -< a
queryMaybeX :: Relation () (Maybe SetA)
queryMaybeX = relation $ proc () -> do
a <- queryMaybe setA -< ()
returnA -< a
onX :: Relation () (Maybe SetA, SetB)
onX = relation $ proc () -> do
a <- queryMaybe setA -< ()
b <- query setB -< ()
on -< a ?! intA0' .=. just (b ! intB0')
returnA -< (,) |$| a |*| b
wheresX :: Relation () (SetA, SetB)
wheresX = relation $ proc () -> do
a <- query setA -< ()
b <- query setB -< ()
wheres -< b ! intB0' .>=. value 3
returnA -< (,) |$| a |*| b
groupByX :: Relation () (Int32, Integer)
groupByX = aggregateRelation $ proc () -> do
a <- query setA -< ()
ga0 <- groupBy -< a ! intA0'
returnA -< (,) |$| ga0 |*| count (a ! intA0')
havingX :: Relation () Int
havingX = aggregateRelation $ proc () -> do
a <- query setA -< ()
let c = count (a ! intA0')
having -< c .>. value 1
returnA -< c
distinctX :: Relation () Int32
distinctX = relation $ proc () -> do
distinct -< ()
a <- query setA -< ()
returnA -< a ! intA0'
all'X :: Relation () Int32
all'X = relation $ proc () -> do
all' -< ()
a <- query setA -< ()
returnA -< a ! intA0'
assignX :: Update ()
assignX = derivedUpdate $ proc _proj -> do
assign intA0' -< value (0 :: Int32)
returnA -< unitPlaceHolder
registerX :: Insert (String, Maybe String)
registerX = derivedInsertValue $ proc () -> do
assign intC0' -< value 1
(ph1, ()) <- placeholder -< proc ph' -> do assign strC1' -< ph'
assign intC2' -< value 2
(ph2, ()) <- placeholder -< proc ph' -> do assign mayStrC3' -< ph'
returnA -< ph1 >< ph2
eqChunkedInsert :: String
-> Insert a
-> String
-> String
-> Test
eqChunkedInsert name ins prefix row =
maybe
(name, success)
(\(sql, n) ->
let estimate =
unwords
$ prefix
: replicate (n - 1) (row ++ ",") ++ [row]
in eqProp' name id sql estimate)
$ chunkedInsert ins
where
success = QSimple.Bool Nothing True
monadic :: [Test]
monadic =
[ eqProp "query" queryX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2 FROM TEST.set_a T0"
, eqProp "queryMaybe" queryMaybeX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2 FROM TEST.set_a T0"
, eqProp "on" onX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 RIGHT JOIN TEST.set_b T1 ON (T0.int_a0 = T1.int_b0)"
, eqProp "wheres" wheresX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 INNER JOIN TEST.set_b T1 ON (0=0) \
\ WHERE (T1.int_b0 >= 3)"
, eqProp "groupBy" groupByX
"SELECT ALL T0.int_a0 AS f0, COUNT(T0.int_a0) AS f1 \
\ FROM TEST.set_a T0 GROUP BY T0.int_a0"
, eqProp "having" havingX
"SELECT ALL COUNT(T0.int_a0) AS f0 FROM TEST.set_a T0 HAVING (COUNT(T0.int_a0) > 1)"
, eqProp "distinct" distinctX
"SELECT DISTINCT T0.int_a0 AS f0 FROM TEST.set_a T0"
, eqProp "all'" all'X
"SELECT ALL T0.int_a0 AS f0 FROM TEST.set_a T0"
, eqProp "update" assignX
"UPDATE TEST.set_a SET int_a0 = 0"
, eqProp "insert" registerX
"INSERT INTO TEST.set_c (int_c0, str_c1, int_c2, may_str_c3) VALUES (1, ?, 2, ?)"
, eqChunkedInsert "insert chunked" registerX
"INSERT INTO TEST.set_c (int_c0, str_c1, int_c2, may_str_c3) VALUES" "(1, ?, 2, ?)"
]
_p_monadic :: IO ()
_p_monadic =
mapM_ putStrLn
[ show queryX, show queryMaybeX, show onX, show wheresX
, show groupByX, show havingX, show distinctX, show all'X
, show assignX
]
-- Direct Join Operators
cross :: Relation () (SetA, SetB)
cross = setA `inner` setB `on'` []
innerX :: Relation () (SetA, SetB)
innerX = setA `inner` setB `on'` [ \a b -> a ! intA0' .=. b ! intB0' ]
leftX :: Relation () (SetA, Maybe SetB)
leftX = setA `left` setB `on'` [ \a b -> just (a ! strA1') .=. b ?!? mayStrB1' ]
rightX :: Relation () (Maybe SetA, SetB)
rightX = setA `right` setB `on'` [ \a b -> a ?! intA0' .=. just (b ! intB0') ]
fullX :: Relation () (Maybe SetA, Maybe SetB)
fullX = setA `full` setB `on'` [ \a b -> a ?! intA0' .=. b ?! intB0' ]
directJoins :: [Test]
directJoins =
[ eqProp "cross" cross
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 INNER JOIN TEST.set_b T1 ON (0=0)"
, eqProp "inner" innerX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 INNER JOIN TEST.set_b T1 ON (T0.int_a0 = T1.int_b0)"
, eqProp "left" leftX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 LEFT JOIN TEST.set_b T1 ON (T0.str_a1 = T1.may_str_b1)"
, eqProp "right" rightX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 RIGHT JOIN TEST.set_b T1 ON (T0.int_a0 = T1.int_b0)"
, eqProp "full" fullX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 FULL JOIN TEST.set_b T1 ON (T0.int_a0 = T1.int_b0)"
]
_p_directJoins :: IO ()
_p_directJoins = mapM_ print [show cross, show innerX, show leftX, show rightX, show fullX]
j3left :: Relation () Abc
j3left = relation $ proc () -> do
a <- query setA -< ()
b <- queryMaybe setB -< ()
on -< just (a ! strA2') .=. b ?! strB2'
c <- queryMaybe setC -< ()
on -< b ?! intB0' .=. c ?! intC0'
returnA -< Abc |$| a |*| b |*| c
j3right :: Relation () Abc
j3right = relation $ proc () -> do
a <- query setA -< ()
bc <- query $ setB `full` setC `on'` [ \b c -> b ?! intB0' .=. c ?! intC0' ] -< ()
let b = bc ! fst'
c = bc ! snd'
on -< just (a ! strA2') .=. b ?! strB2'
returnA -< Abc |$| a |*| b |*| c
join3s :: [Test]
join3s =
[ eqProp "join-3 left" j3left
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5, \
\ T2.int_c0 AS f6, T2.str_c1 AS f7, T2.int_c2 AS f8, T2.may_str_c3 AS f9 \
\ FROM (TEST.set_a T0 LEFT JOIN TEST.set_b T1 ON (T0.str_a2 = T1.str_b2)) \
\ LEFT JOIN TEST.set_c T2 ON (T1.int_b0 = T2.int_c0)"
, eqProp "join-3 right" j3right
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T3.f0 AS f3, T3.f1 AS f4, T3.f2 AS f5, T3.f3 AS f6, T3.f4 AS f7, T3.f5 AS f8, T3.f6 AS f9 \
\ FROM TEST.set_a T0 \
\ INNER JOIN (SELECT ALL T1.int_b0 AS f0, T1.may_str_b1 AS f1, T1.str_b2 AS f2, \
\ T2.int_c0 AS f3, T2.str_c1 AS f4, T2.int_c2 AS f5, T2.may_str_c3 AS f6 \
\ FROM TEST.set_b T1 FULL JOIN TEST.set_c T2 ON (T1.int_b0 = T2.int_c0)) T3 \
\ ON (T0.str_a2 = T3.f2)"
]
_p_j3s :: IO ()
_p_j3s = mapM_ print [show j3left, show j3right]
nestedPiRec :: Relation () SetA
nestedPiRec = relation $ proc () -> do
ar <- (query . relation $ proc () -> do
a <- query setA -< ()
returnA -< value "Hello" >< a) -< ()
returnA -< ar ! snd'
nestedPiCol :: Relation () String
nestedPiCol = relation $ proc () -> do
ar <- (query . relation $ proc () -> do
a <- query setA -< ()
returnA -< a >< value "Hello") -< ()
returnA -< ar ! snd'
nestedPi :: Relation () String
nestedPi = relation $ proc () -> do
ar <- (query . relation $ proc () -> do
a <- query setA -< ()
returnA -< (value "Hello" >< a) >< value "World") -< ()
returnA -< ar ! snd'
nested :: [Test]
nested =
[ eqProp "nested pi record" nestedPiRec
"SELECT ALL T1.f1 AS f0, T1.f2 AS f1, T1.f3 AS f2 \
\ FROM (SELECT ALL 'Hello' AS f0, \
\ T0.int_a0 AS f1, T0.str_a1 AS f2, T0.str_a2 AS f3 \
\ FROM TEST.set_a T0) T1"
, eqProp "nested pi column" nestedPiCol
"SELECT ALL T1.f3 AS f0 \
\ FROM (SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ 'Hello' AS f3 \
\ FROM TEST.set_a T0) T1"
, eqProp "nested pi both" nestedPi
"SELECT ALL T1.f4 AS f0 \
\ FROM (SELECT ALL 'Hello' AS f0, \
\ T0.int_a0 AS f1, T0.str_a1 AS f2, T0.str_a2 AS f3, \
\ 'World' AS f4 \
\ FROM TEST.set_a T0) T1"
]
_p_nested :: IO ()
_p_nested = mapM_ print [show nestedPiRec, show nestedPiCol, show nestedPi]
-- Projection Operators
bin53 :: (Projection Flat Int32 -> Projection Flat Int32 -> Projection Flat r) -> Relation () r
bin53 op = relation $ proc () -> do
returnA -< value 5 `op` value 3
strIn :: Relation () (Maybe Bool)
strIn = relation $ proc () -> do
returnA -< value "foo" `in'` values ["foo", "bar"]
boolTF :: (Projection Flat (Maybe Bool) -> Projection Flat (Maybe Bool) -> Projection Flat r) -> Relation () r
boolTF op = relation $ proc () -> do
returnA -< valueTrue `op` valueFalse
strConcat :: Relation () String
strConcat = relation $ proc () -> do
returnA -< value "Hello, " .||. value "World!"
strLike :: Relation () (Maybe Bool)
strLike = relation $ proc () -> do
returnA -< value "Hoge" `like` "H%"
_p_bin53 :: (Projection Flat Int32 -> Projection Flat Int32 -> Projection Flat r) -> IO ()
_p_bin53 = print . bin53
bin :: [Test]
bin =
[ eqProp "equal" (bin53 (.=.)) "SELECT ALL (5 = 3) AS f0"
, eqProp "lt" (bin53 (.<.)) "SELECT ALL (5 < 3) AS f0"
, eqProp "le" (bin53 (.<=.)) "SELECT ALL (5 <= 3) AS f0"
, eqProp "gt" (bin53 (.>.)) "SELECT ALL (5 > 3) AS f0"
, eqProp "ge" (bin53 (.>=.)) "SELECT ALL (5 >= 3) AS f0"
, eqProp "ne" (bin53 (.<>.)) "SELECT ALL (5 <> 3) AS f0"
, eqProp "and" (boolTF and') "SELECT ALL ((0=0) AND (0=1)) AS f0"
, eqProp "or" (boolTF or') "SELECT ALL ((0=0) OR (0=1)) AS f0"
, eqProp "in" strIn "SELECT ALL ('foo' IN ('foo', 'bar')) AS f0"
, eqProp "string concat" strConcat "SELECT ALL ('Hello, ' || 'World!') AS f0"
, eqProp "like" strLike "SELECT ALL ('Hoge' LIKE 'H%') AS f0"
, eqProp "plus" (bin53 (.+.)) "SELECT ALL (5 + 3) AS f0"
, eqProp "minus" (bin53 (.-.)) "SELECT ALL (5 - 3) AS f0"
, eqProp "mult" (bin53 (.*.)) "SELECT ALL (5 * 3) AS f0"
, eqProp "div" (bin53 (./.)) "SELECT ALL (5 / 3) AS f0"
]
justX :: Relation () (SetA, Maybe SetB)
justX = relation $ proc () -> do
a <- query setA -< ()
b <- queryMaybe setB -< ()
wheres -< isJust b `or'` a ! intA0' .=. value 1
returnA -< a >< b
maybeX :: Relation () (Int32, SetB)
maybeX = relation $ proc () -> do
a <- queryMaybe setA -< ()
b <- query setB -< ()
wheres -< a ?! strA2' .=. b ! mayStrB1'
returnA -< fromMaybe (value 1) (a ?! intA0') >< b
maybes :: [Test]
maybes =
[ eqProp "isJust" justX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 LEFT JOIN TEST.set_b T1 ON (0=0) \
\ WHERE ((NOT (T1.int_b0 IS NULL)) OR (T0.int_a0 = 1))"
, eqProp "fromMaybe" maybeX
"SELECT ALL CASE WHEN (T0.int_a0 IS NULL) THEN 1 ELSE T0.int_a0 END AS f0, \
\ T1.int_b0 AS f1, T1.may_str_b1 AS f2, T1.str_b2 AS f3 \
\ FROM TEST.set_a T0 RIGHT JOIN TEST.set_b T1 ON (0=0) WHERE (T0.str_a2 = T1.may_str_b1)"
]
_p_maybes :: IO ()
_p_maybes = mapM_ print [show justX, show maybeX]
groupX :: Relation () (String, Int64)
groupX = aggregateRelation $ proc () -> do
c <- query setC -< ()
gc1 <- groupBy -< c ! strC1'
returnA -< gc1 >< count (c ! intC0')
cubeX :: Relation () ((Maybe String, Maybe (Int64, Maybe String)), Maybe Int32)
cubeX = aggregateRelation $ proc () -> do
c <- query setC -< ()
gCube <- groupBy' -< cube $ proc () -> do
arr (uncurry (><)) <<< bkey *** bkey
-< (c ! strC1', c ! intC2' >< c ! mayStrC3')
returnA -< gCube >< sum' (c ! intC0')
groupingSetsX :: Relation () (((Maybe String, Maybe (Maybe String)), Maybe Int64), Maybe Int64)
groupingSetsX = aggregateRelation $ proc () -> do
c <- query setC -< ()
gs <- groupBy' -< groupingSets $ proc () -> do
s1 <- set -< proc () -> do
gRollup <- key' -< rollup $ proc () -> do
arr (uncurry (><)) <<< bkey *** bkey
-< (c ! strC1', c ! mayStrC3')
gc2 <- key -< c ! intC2'
returnA -< gRollup >< gc2
s2 <- set -< proc () -> do key -< c ! intC2'
returnA -< s1 >< s2
returnA -< gs
groups :: [Test]
groups =
[ eqProp "group" groupX
"SELECT ALL T0.str_c1 AS f0, COUNT(T0.int_c0) AS f1 \
\ FROM TEST.set_c T0 GROUP BY T0.str_c1"
, eqProp "cube" cubeX
"SELECT ALL T0.str_c1 AS f0, T0.int_c2 AS f1, T0.may_str_c3 AS f2, SUM(T0.int_c0) AS f3 \
\ FROM TEST.set_c T0 GROUP BY CUBE ((T0.str_c1), (T0.int_c2, T0.may_str_c3))"
, eqProp "groupingSets" groupingSetsX
"SELECT ALL T0.str_c1 AS f0, T0.may_str_c3 AS f1, T0.int_c2 AS f2, T0.int_c2 AS f3 \
\ FROM TEST.set_c T0 GROUP BY \
\ GROUPING SETS ((ROLLUP ((T0.str_c1), (T0.may_str_c3)), T0.int_c2), (T0.int_c2))"
]
_p_groups :: IO ()
_p_groups = mapM_ print [show groupX, show cubeX, show groupingSetsX]
ordFlatX :: Relation () (SetA, Maybe SetB)
ordFlatX = relation $ proc () -> do
a <- query setA -< ()
b <- queryMaybe setB -< ()
on -< just (a ! strA2') .=. b ?! strB2'
orderBy Asc -< a ! strA1'
orderBy Desc -< b ?! mayStrB1'
returnA -< (,) |$| a |*| b
ordAggX :: Relation () (String, Int64)
ordAggX = aggregateRelation $ proc () -> do
c <- query setC -< ()
gc1 <- groupBy -< c ! strC1'
orderBy Asc -< sum' $ c ! intC0'
returnA -< gc1 >< count (c ! intC0')
_p_orders :: IO ()
_p_orders = mapM_ print [show ordFlatX, show ordAggX]
orders :: [Test]
orders =
[ eqProp "order-by - flat" ordFlatX
"SELECT ALL T0.int_a0 AS f0, T0.str_a1 AS f1, T0.str_a2 AS f2, \
\ T1.int_b0 AS f3, T1.may_str_b1 AS f4, T1.str_b2 AS f5 \
\ FROM TEST.set_a T0 LEFT JOIN TEST.set_b T1 ON (T0.str_a2 = T1.str_b2) \
\ ORDER BY T0.str_a1 ASC, T1.may_str_b1 DESC"
, eqProp "order-by - aggregated" ordAggX
"SELECT ALL T0.str_c1 AS f0, COUNT(T0.int_c0) AS f1 \
\ FROM TEST.set_c T0 GROUP BY T0.str_c1 ORDER BY SUM(T0.int_c0) ASC"
]
partitionX :: Relation () (String, Int64)
partitionX = relation $ proc () -> do
c <- query setC -< ()
returnA -< (c ! strC1') >< rank `over` proc () -> do
partitionBy -< c ! strC1'
orderBy Asc -< c ! intC2'
partitionY :: Relation () (String, (Int64, Maybe Int32))
partitionY = relation $ proc () -> do
c <- query setC -< ()
returnA -< (c ! strC1') >< (rank >< sum' (c ! intC0')) `over` proc () -> do
partitionBy -< c ! strC1'
orderBy Asc -< c ! intC2'
partitions :: [Test]
partitions =
[ eqProp "partition 0" partitionX
"SELECT ALL T0.str_c1 AS f0, \
\ RANK() OVER (PARTITION BY T0.str_c1 ORDER BY T0.int_c2 ASC) AS f1 \
\ FROM TEST.set_c T0"
, eqProp "partition 1" partitionY
"SELECT ALL T0.str_c1 AS f0, \
\ RANK() OVER (PARTITION BY T0.str_c1 ORDER BY T0.int_c2 ASC) AS f1, \
\ SUM(T0.int_c0) OVER (PARTITION BY T0.str_c1 ORDER BY T0.int_c2 ASC) AS f2 \
\ FROM TEST.set_c T0"
]
_p_partitions :: IO ()
_p_partitions = mapM_ print [show partitionX, show partitionY]
setAFromB :: Pi SetB SetA
setAFromB = SetA |$| intB0' |*| strB2' |*| strB2'
aFromB :: Relation () SetA
aFromB = relation $ proc () -> do
x <- query setB -< ()
returnA -< x ! setAFromB
unionX :: Relation () SetA
unionX = setA `union` aFromB
unionAllX :: Relation () SetA
unionAllX = setA `unionAll` aFromB
exceptX :: Relation () SetA
exceptX = setA `except` aFromB
intersectX :: Relation () SetA
intersectX = setA `intersect` aFromB
exps :: [Test]
exps =
[ eqProp "union" unionX
"SELECT int_a0 AS f0, str_a1 AS f1, str_a2 AS f2 FROM TEST.set_a UNION \
\SELECT ALL T0.int_b0 AS f0, T0.str_b2 AS f1, T0.str_b2 AS f2 FROM TEST.set_b T0"
, eqProp "unionAll" unionAllX
"SELECT int_a0 AS f0, str_a1 AS f1, str_a2 AS f2 FROM TEST.set_a UNION ALL \
\SELECT ALL T0.int_b0 AS f0, T0.str_b2 AS f1, T0.str_b2 AS f2 FROM TEST.set_b T0"
, eqProp "except" exceptX
"SELECT int_a0 AS f0, str_a1 AS f1, str_a2 AS f2 FROM TEST.set_a EXCEPT \
\SELECT ALL T0.int_b0 AS f0, T0.str_b2 AS f1, T0.str_b2 AS f2 FROM TEST.set_b T0"
, eqProp "intersect" intersectX
"SELECT int_a0 AS f0, str_a1 AS f1, str_a2 AS f2 FROM TEST.set_a INTERSECT \
\SELECT ALL T0.int_b0 AS f0, T0.str_b2 AS f1, T0.str_b2 AS f2 FROM TEST.set_b T0"
]
insertX :: Insert SetA
insertX = derivedInsert id'
insertI :: Insert SetI
insertI = derivedInsert id'
insertQueryX :: InsertQuery ()
insertQueryX = derivedInsertQuery setAFromB setA
updateKeyX :: KeyUpdate Int32 SetA
updateKeyX = primaryUpdate tableOfSetA
updateX :: Update ()
updateX = derivedUpdate $ proc proj -> do
assign strA2' -< value "X"
wheres -< proj ! strA1' .=. value "A"
returnA -< unitPlaceHolder
deleteX :: Delete ()
deleteX = derivedDelete $ proc proj -> do
wheres -< proj ! strA1' .=. value "A"
returnA -< unitPlaceHolder
effs :: [Test]
effs =
[ eqProp "insert" insertX
"INSERT INTO TEST.set_a (int_a0, str_a1, str_a2) VALUES (?, ?, ?)"
, eqProp "insert1" insertI
"INSERT INTO TEST.set_i (int_i0) VALUES (?)"
, eqProp "insertQuery" insertQueryX
"INSERT INTO TEST.set_b (int_b0, str_b2, str_b2) SELECT int_a0, str_a1, str_a2 FROM TEST.set_a"
, eqProp "updateKey" updateKeyX
"UPDATE TEST.set_a SET str_a1 = ?, str_a2 = ? WHERE int_a0 = ?"
, eqProp "update" updateX
"UPDATE TEST.set_a SET str_a2 = 'X' WHERE (str_a1 = 'A')"
, eqProp "delete" deleteX
"DELETE FROM TEST.set_a WHERE (str_a1 = 'A')"
]
tests :: [Test]
tests =
concat [ tables, monadic, directJoins, join3s, nested, bin, maybes
, groups, orders, partitions, exps, effs]
main :: IO ()
main = defaultMain tests