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gyehoek-hs/test/Gyehoek/Test/Sexp.hs
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Haskell

module Gyehoek.Test.Sexp
( root
, EquivSexp(..)
, assertEquiv
, equivto
)
where
import Test.Tasty (TestTree, testGroup)
import Test.Tasty.HUnit
import Language.Sexp.Located qualified as SL
import Language.SexpGrammar ()
import Gyehoek.Sexp (sx, equivalent)
import Data.Function (on)
root :: IO TestTree
root = pure . testGroup "sexp" $
[ sxTree
]
newtype EquivSexp = MkEquiv SL.Sexp
deriving newtype (Show)
instance Eq EquivSexp where
MkEquiv x == MkEquiv y = equivalent x y
assertEquiv
:: HasCallStack
=> String -> SL.Sexp -> SL.Sexp -> Assertion
assertEquiv prefix = assertEqual prefix `on` MkEquiv
equivto = assertEquiv ""
sxTree :: TestTree
sxTree = testGroup "sx"
[ testCase "quotation" do
equivto (SL.Symbol "abc") [sx|abc|]
equivto (SL.ParenList [SL.Symbol "a", SL.Symbol "b"]) [sx|(a b)|]
, testCase "antiquotation" do
equivto [sx|123|]
let meta = 123 :: Int
in [sx|#{meta}|]
equivto [sx|(blah (blah blah) blah)|]
let meta = [sx|blah|]
in [sx|(#{meta} (#{meta} #{meta}) #{meta})|]
, testCase "splicing" do
equivto [sx|(a b c d e f g)|]
let metas = SL.Symbol <$> ["c","d","e"]
in [sx|(a b ##{metas} f g)|]
equivto [sx|(a (b c d) e f g)|]
let
e1 = SL.Symbol "c"
e2 = SL.Symbol <$> ["e","f"]
in [sx|(a (b #{e1} d) ##{e2} g)|]
]