(* TODO: Type error test case *)
(name, code, tokens)
+let test_queens =
+ let code =
+ " \n\
+ /* A program to solve the 8-queens problem */ \n\
+ \n\
+ let \n\
+ var N := 8 \n\
+ \n\
+ type intArray = array of int \n\
+ \n\
+ var row := intArray [ N ] of 0 \n\
+ var col := intArray [ N ] of 0 \n\
+ var diag1 := intArray [N+N-1] of 0 \n\
+ var diag2 := intArray [N+N-1] of 0 \n\
+ \n\
+ function printboard() = ( \n\
+ for i := 0 to N-1 do ( \n\
+ for j := 0 to N-1 do print(if col[i]=j then \" O\" else \" .\"); \n\
+ print(\"\n\") \n\
+ ); \n\
+ print(\"\n\") \n\
+ ) \n\
+ \n\
+ function try(c:int) = ( \n\
+ /* for i:= 0 to c do print(\".\"); print(\"\n\"); flush();*/ \n\
+ if c=N \n\
+ then printboard() \n\
+ else \n\
+ for r := 0 to N-1 \n\
+ do \n\
+ if row[r]=0 & diag1[r+c]=0 & diag2[r+7-c]=0 \n\
+ then ( \n\
+ row[r] := 1; \n\
+ diag1[r+c] := 1; \n\
+ diag2[r+7-c] := 1; \n\
+ col[c] := r; \n\
+ try(c+1); \n\
+ row[r] := 0; \n\
+ diag1[r+c] := 0; \n\
+ diag2[r+7-c] := 0 \n\
+ ) \n\
+ ) \n\
+ in \n\
+ try(0) \n\
+ end \n\
+ "
+ in
+ (code, code, [])
+
let tests =
[ test_01
; test_02
; test_03
; test_04
; test_09
+ ; test_queens
]
let () =