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mercury/tests/hard_coded/construct_test.exp
Julien Fischer c78479c524 Extend hard_coded/construct_test to cover fixed size integers.
tests/hard_coded/construct_test.{m,exp}:
     As above.
2017-09-10 20:06:03 -04:00

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TESTING DISCRIMINATED UNIONS
3 functors in this type
2 - two/0 [] ordinal: 1 lex: 2
1 - three/0 [] ordinal: 2 lex: 1
0 - one/0 [] ordinal: 0 lex: 0
3 functors in this type
2 - two/0 [] ordinal: 1 lex: 2
1 - three/0 [] ordinal: 2 lex: 1
0 - one/0 [] ordinal: 0 lex: 0
3 functors in this type
2 - two/0 [] ordinal: 1 lex: 2
1 - three/0 [] ordinal: 2 lex: 1
0 - one/0 [] ordinal: 0 lex: 0
2 functors in this type
1 - banana/1 [banana_list] ordinal: 1 lex: 1
0 - apple/1 [apple_list] ordinal: 0 lex: 0
2 functors in this type
1 - banana/1 [banana_list] ordinal: 1 lex: 1
0 - apple/1 [apple_list] ordinal: 0 lex: 0
11 functors in this type
10 - zop/2 [_, _] ordinal: 10 lex: 10
9 - zoom/1 [_] ordinal: 7 lex: 9
8 - zip/2 [_, _] ordinal: 9 lex: 8
7 - zap/2 [_, _] ordinal: 8 lex: 7
6 - wombat/0 [] ordinal: 6 lex: 6
5 - qux/1 [_] ordinal: 3 lex: 5
4 - quux/1 [_] ordinal: 4 lex: 4
3 - quuux/2 [_, _] ordinal: 5 lex: 3
2 - foo/0 [] ordinal: 0 lex: 2
1 - bar/2 [_, _] ordinal: 2 lex: 1
0 - bar/1 [_] ordinal: 1 lex: 0
11 functors in this type
10 - zop/2 [_, _] ordinal: 10 lex: 10
9 - zoom/1 [_] ordinal: 7 lex: 9
8 - zip/2 [_, _] ordinal: 9 lex: 8
7 - zap/2 [_, _] ordinal: 8 lex: 7
6 - wombat/0 [] ordinal: 6 lex: 6
5 - qux/1 [_] ordinal: 3 lex: 5
4 - quux/1 [_] ordinal: 4 lex: 4
3 - quuux/2 [_, _] ordinal: 5 lex: 3
2 - foo/0 [] ordinal: 0 lex: 2
1 - bar/2 [_, _] ordinal: 2 lex: 1
0 - bar/1 [_] ordinal: 1 lex: 0
11 functors in this type
10 - zop/2 [_, _] ordinal: 10 lex: 10
9 - zoom/1 [_] ordinal: 7 lex: 9
8 - zip/2 [_, _] ordinal: 9 lex: 8
7 - zap/2 [_, _] ordinal: 8 lex: 7
6 - wombat/0 [] ordinal: 6 lex: 6
5 - qux/1 [_] ordinal: 3 lex: 5
4 - quux/1 [_] ordinal: 4 lex: 4
3 - quuux/2 [_, _] ordinal: 5 lex: 3
2 - foo/0 [] ordinal: 0 lex: 2
1 - bar/2 [_, _] ordinal: 2 lex: 1
0 - bar/1 [_] ordinal: 1 lex: 0
11 functors in this type
10 - zop/2 [_, _] ordinal: 10 lex: 10
9 - zoom/1 [_] ordinal: 7 lex: 9
8 - zip/2 [_, _] ordinal: 9 lex: 8
7 - zap/2 [_, _] ordinal: 8 lex: 7
6 - wombat/0 [] ordinal: 6 lex: 6
5 - qux/1 [_] ordinal: 3 lex: 5
4 - quux/1 [_] ordinal: 4 lex: 4
3 - quuux/2 [_, _] ordinal: 5 lex: 3
2 - foo/0 [] ordinal: 0 lex: 2
1 - bar/2 [_, _] ordinal: 2 lex: 1
0 - bar/1 [_] ordinal: 1 lex: 0
11 functors in this type
10 - zop/2 [_, _] ordinal: 10 lex: 10
9 - zoom/1 [_] ordinal: 7 lex: 9
8 - zip/2 [_, _] ordinal: 9 lex: 8
7 - zap/2 [_, _] ordinal: 8 lex: 7
6 - wombat/0 [] ordinal: 6 lex: 6
5 - qux/1 [_] ordinal: 3 lex: 5
4 - quux/1 [_] ordinal: 4 lex: 4
3 - quuux/2 [_, _] ordinal: 5 lex: 3
2 - foo/0 [] ordinal: 0 lex: 2
1 - bar/2 [_, _] ordinal: 2 lex: 1
0 - bar/1 [_] ordinal: 1 lex: 0
TESTING POLYMORPHISM
4 functors in this type
3 - poly_two/1 [_] ordinal: 1 lex: 3
2 - poly_three/3 [_, poly3_field2, _] ordinal: 2 lex: 2
1 - poly_one/1 [_] ordinal: 0 lex: 1
0 - poly_four/2 [_, _] ordinal: 3 lex: 0
4 functors in this type
3 - poly_two/1 [_] ordinal: 1 lex: 3
2 - poly_three/3 [_, poly3_field2, _] ordinal: 2 lex: 2
1 - poly_one/1 [_] ordinal: 0 lex: 1
0 - poly_four/2 [_, _] ordinal: 3 lex: 0
4 functors in this type
3 - poly_two/1 [_] ordinal: 1 lex: 3
2 - poly_three/3 [_, poly3_field2, _] ordinal: 2 lex: 2
1 - poly_one/1 [_] ordinal: 0 lex: 1
0 - poly_four/2 [_, _] ordinal: 3 lex: 0
TESTING BUILTINS
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
no functors in this type
1 functors in this type
0 - {}/4 [_, _, _, _] ordinal: 0 lex: 0
2 functors in this type
1 - [|]/2 [_, _] ordinal: 1 lex: 1
0 - []/0 [] ordinal: 0 lex: 0
TESTING OTHER TYPES
1 functors in this type
0 - var/1 [_] ordinal: 0 lex: 0
1 functors in this type
0 - var_supply/1 [_] ordinal: 0 lex: 0
1 functors in this type
0 - var_supply/1 [_] ordinal: 0 lex: 0
4 functors in this type
3 - two/4 [_, _, _, _] ordinal: 1 lex: 3
2 - three/7 [_, _, _, _, _, _, _] ordinal: 2 lex: 2
1 - four/10 [_, _, _, _, _, _, _, _, _, _] ordinal: 3 lex: 1
0 - empty/0 [] ordinal: 0 lex: 0
1 functors in this type
0 - qwerty/1 [qwerty_field] ordinal: 0 lex: 0
1 functors in this type
0 - dummy/0 [] ordinal: 0 lex: 0
2 functors in this type
1 - unboxed_arg/1 [_] ordinal: 1 lex: 1
0 - no/0 [] ordinal: 0 lex: 0
1 functors in this type
0 - xyzzy/1 [f21name] ordinal: 0 lex: 0
About to construct three/0
Constructed: three
About to construct apple/1
Constructed: apple([1, 2, 3])
About to construct banana/1
Constructed: banana([one, two, three])
About to construct foo/0
Constructed: foo
About to construct bar/1
Constructed: bar(1)
About to construct bar/2
Constructed: bar(1, 1)
About to construct qux/1
Constructed: qux(1)
About to construct quux/1
Constructed: quux(1)
About to construct quuux/2
Constructed: quuux(1, 1)
About to construct wombat/0
Constructed: wombat
About to construct zoom/1
Constructed: zoom(1)
About to construct zap/2
Constructed: zap(1, 2.1)
About to construct zip/2
Constructed: zip(1, 1)
About to construct zop/2
Constructed: zop(2.1, 2.1)
About to construct qwerty/1
Constructed: qwerty(1)
About to construct unboxed_arg/1
Constructed: unboxed_arg(unboxed_struct(12, 34))
About to construct poly_one/1
Constructed: poly_one(1)
About to construct poly_two/1
Constructed: poly_two("goodbye")
About to construct poly_four/2
Constructed: poly_four(1, "goodbye")
About to construct {}/3
Constructed: {4, "five", '6'}
About to call construct_tuple
Constructed tuple: univ_cons({[1, 2, 3], [one, two, three], 1, 2.1})