-- | some GUI tests to use from ghci

module GUI_tests where

import qualified Data.Map as Map

import qualified Data.Set as Set

import HTk (initHTk, withdrawMainWin,destroy)

import InfoBus (shutdown)

import Common.AS_Annotation

import Logic.Prover

import SoftFOL.Sign

import SoftFOL.Prove

printStatus :: IO [Proof_status ATP_ProofTree] -> IO ()

printStatus act = do st <- act

putStrLn (show st)

sign1 :: SoftFOL.Sign.Sign

sign1 = emptySign {sortMap = Map.insert "s" Nothing Map.empty,

predMap = Map.fromList (map (\ (x,y) -> (x, Set.singleton y) ) [("P",["s"]),("Q",["s"]),("R",["s"]),("A",["s"])])}

term_x :: SPTerm

term_x = SPSimpleTerm (SPCustomSymbol "x")

axiom1 :: Named SPTerm

axiom1 = NamedSen "Ax" True False (SPQuantTerm SPForall [term_x] (SPComplexTerm SPEquiv [SPComplexTerm (SPCustomSymbol "P") [term_x],SPComplexTerm (SPCustomSymbol "Q") [term_x]]))

axiom2 :: Named SPTerm

axiom2 = NamedSen "" True False (SPQuantTerm SPForall [term_x] (SPComplexTerm SPImplies [SPComplexTerm (SPCustomSymbol "Q") [term_x],SPComplexTerm (SPCustomSymbol "R") [term_x]]))

axiom3 :: Named SPTerm

axiom3 = NamedSen "B$$-3" True False (SPQuantTerm SPForall [term_x] (SPComplexTerm SPImplies [SPComplexTerm (SPCustomSymbol "Q") [term_x],SPComplexTerm (SPCustomSymbol "A") [term_x]]))

goal1 :: Named SPTerm

goal1 = NamedSen "Go" False False (SPQuantTerm SPForall [term_x] (SPComplexTerm SPImplies [SPComplexTerm (SPCustomSymbol "Q") [term_x],SPComplexTerm (SPCustomSymbol "P") [term_x] ]))

goal2 :: Named SPTerm

goal2 = NamedSen "Go2" False False (SPQuantTerm SPForall [term_x] (SPComplexTerm SPImplies [SPComplexTerm (SPCustomSymbol "P") [term_x],SPComplexTerm (SPCustomSymbol "R") [term_x] ]))

goal3 :: Named SPTerm

goal3 = NamedSen "Go2" False False (SPQuantTerm SPForall [term_x] (SPComplexTerm SPImplies [SPComplexTerm (SPCustomSymbol "P") [term_x],SPComplexTerm (SPCustomSymbol "A") [term_x] ]))

theory1 :: Theory SoftFOL.Sign.Sign SPTerm ATP_ProofTree

theory1 = (Theory sign1 $ toThSens [axiom1,-- axiom2,

goal1,goal2])

theory2 :: Theory SoftFOL.Sign.Sign SPTerm ATP_ProofTree

theory2 = (Theory sign1 $ toThSens [axiom1,axiom2,axiom3,

goal1,goal2,goal3])

runTest :: IO a -> IO a

runTest act =

do initHTk [withdrawMainWin]

r <- act

-- destroy m

return r

test1 :: IO ()

test1 = printStatus (runTest (spassProveGUI "Foo1" theory1))

test2 :: IO ()

test2 = printStatus (runTest (spassProveGUI "Foo2" theory2))

-- test1b :: IO ()

-- test1b = printStatus (spassProveBatch "Foo" theory1)