[QUESTION] If "Two professional hockey players battling for the puck." does that mean that "The hockey players don't like each other."?
Options:
- yes
- it is not possible to tell
- no
It cant be inferred that the players are professional or that they don't like each other.
The answer is it is not possible to tell.

Q: Given the sentence "Lab technician analyzes data from his telescope." is it true that "The technician works up the data from the experiment."?
A: A telescope is used for the experiment . Analyzes is a synonym of work up.
The answer is yes.

QUESTION: Premise: "A brown dog is climbing over a golden dog that is carrying bottle in its mouth."
Hypothesis: "Two dogs are playing around with a bottle."
Do we know that the hypothesis entailed by the premise?

Let's solve it slowly: A brown dog climbing over a golden dog that is carrying a bottle in its mouth are not necessarily playing around with a bottle.
The answer is it is not possible to tell.

[QUESTION] Test for natural language inference.
Premise: "A woman plays tug-of-war with her black dog in a brown landscape surrounded by trees."
Hypothesis: "A woman plays tug-of-war with her black labrador in a brown landscape."
Is the hypothesis entailed by the premise?
Options:
- yes
- no
- it is not possible to tell
Just because the landscape is surrounded by trees does not mean it has to be brown.
The answer is it is not possible to tell.

Q: If "A girl in a green shirt fishing in the ocean while standing next to a man in a blue t-shirt." does that mean that "A female and male are talking about life while looking for the catch of the day."?
Options:
- yes
- it is not possible to tell
- no
A: The girl and man may or may not be talking about life.
The answer is it is not possible to tell.

[QUESTION] Premise: "A basett hound runs for a falling biscut."
Hypothesis: "The dogs owner is giving it a biscut."
Is the hypothesis entailed by the premise?
Options:
- yes
- it is not possible to tell
- no
The dog is running for a falling biscuit but the dogs owner isn't necessarily giving the dog a biscuit.
The answer is it is not possible to tell.