Îõ³h&òˆÈ      !"#$%&'()*+,-./0123456789:;<=>?@ABCDEFG Safe-Inferred 2ÁÂÃÄÅÌÚã*ordering-duplicatesview order lt 1 1 :: OrderingLTview order lt 1 2 :: OrderingLTview order lt 2 1 :: OrderingLT-\x y -> (view order lt x y :: Ordering) == LT+++ OK, passed 100 tests.ordering-duplicatesisLT LTTrueisLT GTFalseisLT EQFalseordering-duplicates ifLT 1 2 LT2 ifLT 1 2 GT1 ifLT 1 2 EQ1ordering-duplicatesview order eq 1 1 :: OrderingEQview order eq 1 2 :: OrderingEQview order eq 2 1 :: OrderingEQ-\x y -> (view order eq x y :: Ordering) == EQ+++ OK, passed 100 tests.ordering-duplicatesisEQ LTFalseisEQ GTFalseisEQ EQTrueordering-duplicates ifEQ 1 2 LT1 ifEQ 1 2 GT1 ifEQ 1 2 EQ2ordering-duplicatesview order gt 1 1 :: OrderingGTview order gt 1 2 :: OrderingGTview order gt 2 1 :: OrderingGT-\x y -> (view order gt x y :: Ordering) == GT+++ OK, passed 100 tests.ordering-duplicatesisGT LTFalseisGT GTTrueisGT EQFalseordering-duplicates ifGT 1 2 LT1 ifGT 1 2 GT2 ifGT 1 2 EQ1ordering-duplicates0\x y -> view order ordOrder x y == x `compare` y+++ OK, passed 100 tests.!ordering-duplicates2getPredicate (orderL _1 (Predicate even)) (1, "a")False2getPredicate (orderL _1 (Predicate even)) (2, "a")True=view order (orderL _1 ordOrder) (1, "a") (2, "b") :: OrderingLT=view order (orderL _1 ordOrder) (2, "a") (1, "b") :: OrderingGT=view order (orderL _1 ordOrder) (1, "a") (1, "b") :: OrderingEQ"ordering-duplicates7view order (ordOrderL _1) (1, "a") (2, "b") :: OrderingLT7view order (ordOrderL _1) (2, "a") (1, "b") :: OrderingGT7view order (ordOrderL _1) (1, "a") (1, "b") :: OrderingEQ#ordering-duplicatesËgetPredicate (orderS (state (\s -> (1, reverse s))) (Predicate even)) "abc"FalseËgetPredicate (orderS (state (\s -> (2, reverse s))) (Predicate even)) "abc"TrueËview order (orderS (state (\s -> (s + 1, s * 2))) ordOrder) 5 6 :: OrderingLTËview order (orderS (state (\s -> (s + 1, s * 2))) ordOrder) 5 4 :: OrderingGTËview order (orderS (state (\s -> (s + 1, s * 2))) ordOrder) 5 5 :: OrderingEQ$ordering-duplicatesÅview order (ordOrderS (state (\s -> (s + 1, s * 2)))) 5 6 :: OrderingLTÅview order (ordOrderS (state (\s -> (s + 1, s * 2)))) 5 4 :: OrderingGTÅview order (ordOrderS (state (\s -> (s + 1, s * 2)))) 5 5 :: OrderingEQ%ordering-duplicates?getPredicate (orderR (reader (\r -> r + 1)) (Predicate even)) 1True?getPredicate (orderR (reader (\r -> r + 1)) (Predicate even)) 2FalseÃview order (orderR (reader (\r -> r + 1)) ordOrder) 1 0 :: OrderingGTÃview order (orderR (reader (\r -> r + 1)) ordOrder) 1 2 :: OrderingLTÃview order (orderR (reader (\r -> r + 1)) ordOrder) 2 1 :: OrderingGT&ordering-duplicates=view order (ordOrderR (reader (\r -> r + 1))) 1 0 :: OrderingGT=view order (ordOrderR (reader (\r -> r + 1))) 1 2 :: OrderingLT=view order (ordOrderR (reader (\r -> r + 1))) 2 1 :: OrderingGT'ordering-duplicatesÞperRest (OrderT (\a1 a2 -> if a1 == 5 then Nothing else Just (a1 `compare` a2))) [5,1,2,3,5,6]NothingÜperRest (OrderT (\a1 a2 -> if a1 == 5 then Nothing else Just (a1 `compare` a2))) [5,1,2,3,6])Just [(5,LT),(1,GT),(2,GT),(3,GT),(6,EQ)]ÜperRest (OrderT (\a1 a2 -> if a1 == 0 then Nothing else Just (a1 `compare` a2))) [5,1,2,3,6])Just [(5,LT),(1,GT),(2,GT),(3,GT),(6,EQ)]ÞperRest (OrderT (\a1 a2 -> if a1 == 0 then Nothing else Just (a1 `compare` a2))) [4,5,1,2,3,6]0Just [(4,GT),(5,LT),(1,GT),(2,GT),(3,GT),(6,EQ)](ordering-duplicates6perRest' ordOrder [1,2,3,1,3,2,4] :: [(Int, Ordering)]2[(1,GT),(2,GT),(3,LT),(1,GT),(3,LT),(2,GT),(4,EQ)])ordering-duplicatesÚReturns a list of all elements in a list with at least one duplicate (equal according to  ) in the remainder of the list.?@ABCDEFÇ0ordering-duplicates-0.1.0-K3za3pbC1ocB69FrbxbgIiData.Ord.OrderingProfunctorOrderT MonadOrderT HasOrderingordering AsOrdering _Ordering_LT_EQ_GTOrderOrderTorderltisLTifLTeqisEQifEQgtisGTifGTordOrder monadOrder argument1 argument2profunctorOrder appendOrder listOrder bothOrder bothOrder'orderL ordOrderLorderS ordOrderSorderR ordOrderRperRestperRest' duplicates duplicates'areEqual.===.$fDivisibleOrderT$fContravariantOrderT$fMonoidOrderT$fSemigroupOrderT$fWrappedOrderT$fRewrappedOrderTt$fAsOrderingOrdering$fHasOrderingOrdering$fMonadTransMonadOrderT$fMonadIOMonadOrderT$fAlternativeMonadOrderT$fAltMonadOrderT$fMonadMonadOrderT$fBindMonadOrderT$fApplicativeMonadOrderT$fApplyMonadOrderT$fFunctorMonadOrderT$fMonadIOProfunctorOrderT$fAlternativeProfunctorOrderT$fAltProfunctorOrderT$fMonadProfunctorOrderT$fBindProfunctorOrderT$fApplicativeProfunctorOrderT$fApplyProfunctorOrderT$fFunctorProfunctorOrderT$fChoiceProfunctorOrderT$fProfunctorProfunctorOrderT