MixfixTerms.casl.output revision 5de34eba726f63d1522bf17a857309a6208ce0b5
4 * x ^ 4 + 3 * x ^ 3 + 2 * x ^ 2 + 1 * x ^ 1 + 0 * x ^ 0
"ab\"\'\n\\"
12
12.1
1E1
1.0E2
1.0E-23
12 + 34 * "afa"
"" + ""
(op x : a) (a, b)
10.8: *** Error: unknown type 'a'
a
a + b
a (: s + b : s)
13.9: *** Error: not a class 's'
a (as s : s) (as s)
14.15: *** Error: unknown type 's'
14.10: *** Error: not a class 's'
a (: s : s) (as s) (as s)
15.15: *** Error: unknown type 's'
15.10: *** Error: unknown type 's'
15.5: *** Error: not a class 's'
[ ]
+ a
a + b
a when a < b else b
a when (pred a : b) else b
20.16: *** Error: unknown type 'b'
{ a b }
22.1-22.5: *** Error:
ambiguous mixfix term
(a b) p
a b p
(a b) p
23.1-23.5: *** Error:
ambiguous mixfix term
(q a) b
q a b
24.1-24.4: *** Error:
ambiguous mixfix term
B ([ b ])
B [ b ]
25.1-25.11: *** Error:
ambiguous mixfix term
B ((a (c :: ([ d ]))) :: ([ b ]))
B[a[c,d],b]
[ a, [ c, d ], b ]
27.1-27.10: *** Error:
ambiguous mixfix term
(a (c :: ([ d ]))) :: ([ b ])
a[c,d] :: ([ b ])
a B[a[c,d],b] b
while while a do b od do c od
while while a do b od do while c do d od od
{ a { b c } }
32.1-32.10: *** Error:
ambiguous mixfix term
a :: ([ (A (0 B)) ])
a :: ([ ((A 0) B) ])
33.1-33.9: *** Error:
ambiguous mixfix term
A (A (0 B) B)
A (A ((0 B) B))
(A (A 0 B)) B
A (A (0 B)) B
34.1-34.13: *** Error:
ambiguous mixfix term
(b + (A (0 B))) + b
(b + ((A 0) B)) + b
35.1-35.7: *** Error:
ambiguous mixfix term
- (A (0 B))
- ((A 0) B)
a ! ! !
Pl7 { nicht_wenden } -- folge_dem_Gang --> { nicht_wenden } Pl3
--> RS3
--> RS6
(a + b) * c
a * (b * c)
c * (a + b)
a * b * c
s n * c
(- a) !