input: M-80 (explosive)

Contrary to urban legend, an M-80 that contains 3,000 mg of powder is not equivalent to a quarter-stick of dynamite. Dynamite generally contains a stable nitroglycerin based high explosive, whereas M-80s or any other kind of firecracker contains a low explosive powder, like flash powder or black powder. Some illicits, however, contain(ed), or were reported to contain, small amounts of picric acid (similar to TNT), for greater effect.

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is a m80 a quarter stick of dynamite
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output: no

input: Polo Grounds

In baseball, the original Polo Grounds was home to the New York Metropolitans from 1880 until 1885, and the New York Giants from 1883 until 1888. The Giants played in the second Polo Grounds for part of the 1889 season and all of the 1890 season, and at the third and fourth Polo Grounds from 1891 through 1957. The Polo Grounds was also the home field of the New York Yankees from 1913 until 1922 and the New York Mets in their first two seasons of 1962 and 1963. It hosted the 1934 and 1942 Major League Baseball All-Star Games.

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did the mets play at the polo grounds
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output: yes

input: Talk:Everclear (alcohol)

- Update: Actually,there is a BP gas station on Hall Rd in Utica, MI. that sells liquor and they have Everclear in half-pints. The real deal, 190 proof grain alcohol I was surprised when I first saw them there. They had a few of them sitting on the counter right up front by the cash register and more on the shelves with the rest of the half-pints directly behind the register. I couldn't believe it, because I had always thought/been told that it was illegal in this State. It is located at 8100 Hall Rd, Utica, MI 48317. -- Preceding unsigned comment added by 2601:406:C202:7591:82A:7DEE:F0F0:4077 (talk) 05:01, 29 December 2017 (UTC)

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can you buy 190 proof everclear in michigan
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output: yes

input: Subset

In mathematics, a set A is a subset of a set B, or equivalently B is a superset of A, if A is ''contained'' inside B, that is, all elements of A are also elements of B. A and B may coincide. The relationship of one set being a subset of another is called inclusion or sometimes containment. A is a subset of B may also be expressed as B includes A; or A is included in B.

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- yes
can a set be an element of another set
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output:
yes