Q: Premise: "A motocross racer in a green and black jumpsuit rides his dirt bike down the dirt road."
Based on this premise, can we conclude that the hypothesis "A motocross racer rides his bike down the dirt road." is true?
Options:
- yes
- it is not possible to tell
- no
A: A motocross racer rides his dirt bike down the dirt road.
The answer is yes.

QUESTION: If "A man is walking down a sidewalk holding his girlfriend's hand." does that mean that "The man and woman are sitting in the park."?
Options:
- yes
- it is not possible to tell
- no

Let's solve it slowly: A man can't be both sitting in the park and walking down a sidewalk at the same time.
The answer is no.

[QUESTION] Test for natural language inference.
Premise: "Two boxers are fighting with one boxer stretched out swinging at his opponent."
Hypothesis: "Two people fighting in a ring."
Is the hypothesis entailed by the premise?
Options:
- yes
- no
- it is not possible to tell
Boxers are people who fight. Boxers that are fighting fight in a ring.
The answer is yes.

Q: Premise: "A black and white dog is jumping over a hurdle."
Based on this premise, can we conclude that the hypothesis "There is a black man and a white dog in the picture." is true?
Options:
- yes
- it is not possible to tell
- no
A: It is a picture of a white dog jumping over a hurdle.
The answer is yes.

QUESTION: If "A german shepherd walks at the beach with an orange kong toy in its mouth." does that mean that "There is an animal walking down the beach."?
Options:
- yes
- it is not possible to tell
- no

Let's solve it slowly: German Shephard is an animal and walking down the beach is same as walks at the beach.
The answer is yes.

QUESTION: Given the sentence "Two light tan dogs of the same breed but different size are running in the woods." can we conclude that "Two dogs are running through the woods."?
Options:
- yes
- it is not possible to tell
- no

Let's solve it slowly:
The dogs would be running in the woods while they are running through the woods.
The answer is yes.