Q: israel has bonds ith this country
Our country has been very active with regular conversations with the leaders there. And we just have to take it day-to-day right now. But one thing I would say where diplomacy is concerned, Israel should feel absolutely secure about one thing. Our bonds with Israel are larger than agreements or disagreements on some details of diplomatic initiatives.
OPTIONS:
- Yes
- It's impossible to say
- No
A: Yes


Catch the Thief<br>The police were trying to catch a neighborhood thief. They decided to stake-out the entire area that night. They didn't catch the thief so decided to continue the stake-out. Four nights later they saw the thief. All the police officers rushed to grab the guy and they caught him.
A dozen police officers rushed to grab the guy and they caught him. OPTIONS:
- Yes
- It's impossible to say
- No
A: It's impossible to say


input hypothesis: Da Nang has hosted missions in the past that have lasted at least ten days.
Context: The personnel pose for a picture in front on the new school. PP17 is in the middle of a mission in Da Nang from May 8 to May 18. This is the 11th Pacific Partnership, and the 4th time Da Nang has been a host. After Da Nang, PP17 will visit the central province of Khanh Hoa.
OPTIONS:
- Yes
- It's impossible to say
- No
true or false: Yes


Context:
Career Changes<br>It was career day at Ron's school. Ron heard an astronaut speak to his class. The astronaut explained what it was like to be in a spaceship. Ron decided against being a firefighter. He wanted to be an astronaut.
Hypothesis: Ron heard an astronaut named reagan OPTIONS:
- Yes
- It's impossible to say
- No
It's impossible to say


Input: OPTIONS:
- Yes
- It's impossible to say
- No

Although Schneider's father, Marvin, died of complications from diabetes only two weeks after "Deuce Bigalow" was released, his Filipino mother Pilar continues to live in Pacifica.

Sentence: it mention A movie having came out

Output: Yes


Input: OPTIONS:
- Yes
- It's impossible to say
- No

In mathematics, an O*-algebra is an algebra of possibly unbounded operators defined on a dense subspace of a Hilbert space. The original examples were described by and , who studied some examples of O*-algebras, called Borchers algebras, arising from the Wightman axioms of quantum field theory. and began the systematic study of algebras of unbounded operators.

Sentence: Unbounded operators are always positive integers.

Output: