{-# LANGUAGE DataKinds #-} {-# LANGUAGE FlexibleContexts #-} {-# LANGUAGE FlexibleInstances #-} {-# LANGUAGE MultiParamTypeClasses #-} {-# LANGUAGE TypeApplications #-} {-# LANGUAGE TypeFamilies #-} {-# LANGUAGE TypeOperators #-} module Data.Diverse.ManySpec (main, spec) where import Control.Lens import Data.Diverse import Data.Typeable import Test.Hspec -- `main` is here so that this module can be run from GHCi on its own. It is -- not needed for automatic spec discovery. main :: IO () main = hspec spec spec :: Spec spec = do describe "Many" $ do it "is a Typeable" $ do let x = (5 :: Int) ./ False ./ nul y = cast x :: Maybe (Many '[Int, String]) z = cast x :: Maybe (Many '[Int, Bool]) y `shouldBe` Nothing z `shouldBe` Just x (show . typeRep . (pure @Proxy) $ x) `shouldBe` "Many (': * Int (': * Bool '[]))" it "is a Read and Show" $ do let s = "5 ./ False ./ 'X' ./ Just 'O' ./ nul" x = read s :: Many '[Int, Bool, Char, Maybe Char] show x `shouldBe` s it "is a Eq" $ do let s = "5 ./ False ./ 'X' ./ Just 'O' ./ nul" x = read s :: Many '[Int, Bool, Char, Maybe Char] y = 5 ./ False ./ 'X' ./ Just 'O' ./ nul x `shouldBe` y it "is an Ord" $ do let s = "5 ./ False ./ 'X' ./ Just 'O' ./ nul" x = read s :: Many '[Int, Bool, Char, Maybe Char] y5o = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul y4o = (4 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul y5p = (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul compare x y5o `shouldBe` EQ compare y4o y5o `shouldBe` LT compare y5o y4o `shouldBe` GT compare y5o y5p `shouldBe` LT compare y5p y5o `shouldBe` GT it "can converted to and from a tuple" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul y' = ((5 :: Int), False, 'X', Just 'O') y = toMany' y' y2 = review _Many' y' x' = fromMany' x x2' = view _Many' x x `shouldBe` y x `shouldBe` y2 x' `shouldBe` y' x2' `shouldBe` y' it "can construct using 'single', 'nul', 'prefix', 'postfix', 'append'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul x' = (5 :: Int) `prefix` False `prefix` 'X' `prefix` Just 'O' `prefix` nul y = single (5 :: Int) \. False \. 'X' \. Just 'O' y' = single (5 :: Int) `postfix` False `postfix` 'X' `postfix` Just 'O' a = single (5 :: Int) `postfix` False b = single 'X' `postfix` Just 'O' x `shouldBe` y x `shouldBe` x' y `shouldBe` y' a /./ b `shouldBe` x a `append` b `shouldBe` x it "can contain multiple fields of the same type" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul y = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul (x /./ (6 :: Int) ./ Just 'A' ./ nul) `shouldBe` y it "can destruct using 'front', 'back', 'aft', 'fore'" $ do let a = (x ./ y) \. z x = 5 :: Int y = single False ./ 'X' ./ nul z = Just 'O' front a `shouldBe` x back a `shouldBe` z aft a `shouldBe` (y \. z) fore a `shouldBe` x ./ y it "has getter for unique fields using 'fetch'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul fetch @Int x `shouldBe` 5 x .^. (Proxy @Int) `shouldBe` 5 fetch @Bool x `shouldBe` False x .^. (Proxy @Bool) `shouldBe` False fetch @Char x `shouldBe` 'X' x .^. (Proxy @Char) `shouldBe` 'X' fetch @(Maybe Char) x `shouldBe` Just 'O' x .^. (Proxy @(Maybe Char))`shouldBe` Just 'O' it "has getter for for unique fields using 'fetchN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul fetchN @0 Proxy x `shouldBe` 5 fetchN @1 Proxy x `shouldBe` False fetchN @2 Proxy x `shouldBe` 'X' fetchN @3 Proxy x `shouldBe` Just 'O' it "has getter for duplicate fields using 'fetchN'" $ do let y = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul fetchN @0 Proxy y `shouldBe` 5 fetchN @1 Proxy y `shouldBe` False fetchN @2 Proxy y `shouldBe` 'X' fetchN @3 Proxy y `shouldBe` Just 'O' fetchN @4 Proxy y `shouldBe` 6 fetchN @5 Proxy y `shouldBe` Just 'A' it "with duplicate fields can still use 'fetch' for unique fields" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul fetch @Bool x `shouldBe` False x .^. (Proxy @Bool) `shouldBe` False fetch @Char x `shouldBe` 'X' x .^. (Proxy @Char) `shouldBe` 'X' it "has setter for unique fields using 'replace'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul replace @Int x 6 `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul (x .~. (6 :: Int)) `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul replace x True `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ nul (x .~. True) `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ nul replace x 'O' `shouldBe` (5 :: Int) ./ False ./ 'O' ./ Just 'O' ./ nul (x .~. 'O') `shouldBe` (5 :: Int) ./ False ./ 'O' ./ Just 'O' ./ nul replace x (Just 'P') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul (x .~. (Just 'P')) `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul it "has setter for unique fields using 'replaceN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul replaceN @0 Proxy x 7 `shouldBe` (7 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul replaceN @1 Proxy x True `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ nul replaceN @2 Proxy x 'Y' `shouldBe` (5 :: Int) ./ False ./ 'Y' ./ Just 'O' ./ nul replaceN @3 Proxy x (Just 'P') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul it "has setter for duplicate fields using 'replaceN'" $ do let y = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul replaceN @0 Proxy y 7 `shouldBe` (7 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul replaceN @1 Proxy y True `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul replaceN @2 Proxy y 'Y' `shouldBe` (5 :: Int) ./ False ./ 'Y' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul replaceN @3 Proxy y (Just 'P') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ (6 :: Int) ./ Just 'A' ./ nul replaceN @4 Proxy y 8 `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (8 :: Int) ./ Just 'A' ./ nul replaceN @5 Proxy y (Just 'B') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'B' ./ nul it "has setter for unique fields using 'replace' (even if there are other duplicate fields)" $ do let y = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul replace @Bool y True `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul replace @Char y 'Y' `shouldBe` (5 :: Int) ./ False ./ 'Y' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul it "has getter/setter lens using 'item'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul x ^. item @Int `shouldBe` 5 (x & item @Int .~ 6) `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul x ^. item @Bool `shouldBe` False (x & item @Bool .~ True) `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ nul x ^. item @Char `shouldBe` 'X' (x & item @Char .~ 'O') `shouldBe` (5 :: Int) ./ False ./ 'O' ./ Just 'O' ./ nul x ^. item @(Maybe Char) `shouldBe` Just 'O' (x & item @(Maybe Char) .~ Just 'P') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul it "has getter/setter lens for duplicate fields using 'itemN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul x ^. itemN (Proxy @0) `shouldBe` 5 (x & itemN (Proxy @0) .~ 6) `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul x ^. itemN (Proxy @1) `shouldBe` False (x & itemN (Proxy @1) .~ True) `shouldBe` (5 :: Int) ./ True ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul x ^. itemN (Proxy @2) `shouldBe` 'X' (x & itemN (Proxy @2) .~ 'O') `shouldBe` (5 :: Int) ./ False ./ 'O' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul x ^. itemN (Proxy @3) `shouldBe` Just 'O' (x & itemN (Proxy @3) .~ Just 'P') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'P' ./ (6 :: Int) ./ Just 'A' ./ nul x ^. itemN (Proxy @4) `shouldBe` 6 (x & itemN (Proxy @4) .~ 7) `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (7 :: Int) ./ Just 'A' ./ nul x ^. itemN (Proxy @5) `shouldBe` Just 'A' (x & itemN (Proxy @5) .~ Just 'B') `shouldBe` (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'B' ./ nul it "has getter for multiple fields using 'narrow'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul narrow @'[Int, Maybe Char] x `shouldBe` (5 :: Int) ./ Just 'O' ./ nul x \^. (Proxy @'[Int, Maybe Char]) `shouldBe` (5 :: Int) ./ Just 'O' ./ nul it "can reorder fields using 'narrow' or 'narrowN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul narrow @'[Bool, Int, Maybe Char] x `shouldBe` False ./ (5 :: Int) ./ Just 'O' ./ nul let y = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul narrowN (Proxy @'[5, 4, 0, 1, 3, 2]) y `shouldBe` Just 'A' ./ (6 :: Int) ./ (5 ::Int) ./ False ./ Just 'O' ./ 'X' ./ nul it "has getter for multiple fields with duplicates using 'narrowN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul narrowN (Proxy @'[5, 4, 0]) x `shouldBe` Just 'A' ./ (6 :: Int) ./ (5 ::Int) ./ nul it "can't narrow into types from indistinct fields" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul -- Compile error: Int is a duplicate -- narrow @[Bool, Char, Int] x `shouldBe` False ./ 'X' ./ (5 :: Int) ./ nul x `shouldBe` x it "with duplicate fields has getter for multiple unique fields 'narrow'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul narrow @'[Bool, Char] x `shouldBe` False ./ 'X' ./ nul x \^. (Proxy @'[Bool, Char]) `shouldBe` False ./ 'X' ./ nul it "has setter for multiple fields using 'amend'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul amend @'[Int, Maybe Char] x ((6 :: Int) ./ Just 'P' ./ nul) `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul (x \~. (6 :: Int) ./ Just 'P' ./ nul) `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul it "has setter for multiple fields with duplicates using 'amendN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul amendN (Proxy @'[5, 4, 0]) x (Just 'B' ./ (8 :: Int) ./ (4 ::Int) ./ nul) `shouldBe` (4 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (8 :: Int) ./ Just 'B' ./ nul it "can't amend into types from indistinct fields" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul -- Compile error: Int is a duplicate -- amend @ '[Bool, Char, Int] x (True ./ 'B' ./ (8 :: Int) ./ nul) `shouldBe` -- (5 :: Int) ./ True ./ 'B' ./ Just 'O' ./ (8 :: Int) ./ Just 'A' ./ nul x `shouldBe` x it "with duplicate fields has setter for unique fields 'amend'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul amend @ '[Bool, Char] x (True ./ 'B' ./ nul) `shouldBe` (5 :: Int) ./ True ./ 'B' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul it "has getter/setter lens for multiple fields using 'project'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ nul x ^. (project @'[Int, Maybe Char]) `shouldBe` (5 :: Int) ./ Just 'O' ./ nul (x & (project @'[Int, Maybe Char]) .~ ((6 :: Int) ./ Just 'P' ./ nul)) `shouldBe` (6 :: Int) ./ False ./ 'X' ./ Just 'P' ./ nul it "has getter/setter lens for multiple fields with duplicates using 'projectN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul x ^. (projectN @'[5, 4, 0] Proxy) `shouldBe` Just 'A' ./ (6 :: Int) ./ (5 ::Int) ./ nul (x & (projectN @'[5, 4, 0] Proxy) .~ (Just 'B' ./ (8 :: Int) ./ (4 ::Int) ./ nul)) `shouldBe` (4 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (8 :: Int) ./ Just 'B' ./ nul it "can be folded with 'Many' handlers using 'forMany' or 'collect'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul y = show @Int ./ show @Char ./ show @(Maybe Char) ./ show @Bool ./ nul ret = ["5", "False", "'X'", "Just 'O'", "6", "Just 'A'"] afoldr (:) [] (collect x (cases y)) `shouldBe` ret afoldr (:) [] (forMany (cases y) x) `shouldBe` ret afoldr (:) [] (forMany (cases y) x) `shouldBe` ret it "can be folded with single 'CaseTypeable' handlers using 'forMany' or 'collect'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul afoldr (:) [] (forMany (CaseTypeable (show . typeRep . (pure @Proxy))) x) `shouldBe` ["Int", "Bool", "Char", "Maybe Char", "Int", "Maybe Char"] it "can be folded with 'Many' handlers in index order using 'forManyN' or 'collectN'" $ do let x = (5 :: Int) ./ False ./ 'X' ./ Just 'O' ./ (6 :: Int) ./ Just 'A' ./ nul y = show @Int ./ show @Bool ./ show @Char ./ show @(Maybe Char) ./ show @Int ./ show @(Maybe Char) ./ nul ret = ["5", "False", "'X'", "Just 'O'", "6", "Just 'A'"] afoldr (:) [] (collectN x (casesN y)) `shouldBe` ret afoldr (:) [] (forManyN (casesN y) x) `shouldBe` ret