The bear sees the tiger. The cow sees the tiger. The tiger likes the bear. If someone sees the bear then the bear sees the cow.
The bear sees the tiger.
("bear" "sees" "tiger" "+")
The cow sees the tiger.
("cow" "sees" "tiger" "+")
The tiger likes the bear.
("tiger" "likes" "bear" "+")
If someone sees the bear then the bear sees the cow.
((("someone" "sees" "bear" "+")) -> ("bear" "sees" "cow" "+"))
The tiger likes the bear.
True
1
proof
[(triple3)]
("tiger" "likes" "bear" "+")
triple3
The tiger does not like the bear.
False
1
inv-proof
[(triple3)]
("tiger" "likes" "bear" "-")
triple3
The bear does not see the cow.
Unknown
inv-rconc
[@1: The bear sees the cow.[CWA. Example of deepest failure = (rule1 <- FAIL)]]
("bear" "sees" "cow" "-")
The cow is blue.
Unknown
random
[@0: The cow is blue.[CWA. Example of deepest failure = (FAIL)]]
("cow" "is" "blue" "+")
@0: The bear sees the tiger.[(triple1)] The cow sees the tiger.[(triple2)] The tiger likes the bear.[(triple3)]
The bear sees the tiger.
("bear" "sees" "tiger" "+")
triple1
The cow sees the tiger.
("cow" "sees" "tiger" "+")
triple2
The tiger likes the bear.
("tiger" "likes" "bear" "+")
triple3