In this task you will be given a text passage from a trivia quiz. You should choose the category this question belongs to from these categories: History, Science, Social Science, Fine Arts, Literature. You can only choose one category, so if in doubt, please choose the closest match.
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Question: A virtuoso violinist from this country composed a series of Gypsy Melodies for Violin and Piano titled Zigeunerweisen and also authored a Fantasy on Carmen. One nationalist composer from this country created the operas Follet and Liliana early in the 20th century and another one about a man who returns from Algeria that's often compared to Cavalleria rusticana. Another work from this country features a second movement that has a melody introduced by English horn. One of the most famous composers from here composed a ballet featuring the "Dance of the Miller's Wife". The songs "The Pan Piper" and "Will O' the Wisp" appear on a jazz album titled for this place by Miles Davis. The birthplace of the composer of The Three-Cornered Hat, for 10 points, name this country home to the composer of Concierto de Aranjuez and Manuel de Falla.

Answer: Fine Arts

Question: One novel set in this city features "apparat"s that share data about characters like Eunice Park and Lenny Abramov. That novel is Gary Shtyenngart's Super Sad True Love Story. In another novel set here a key found in an envelope prompts a meeting at which William Black is told by Oskar Schell about a voicemail consisting of the repeated phrase "Are you there" In another novel set here Keith Neudecker's estranged wife Lianne repeatedly sees the title street performer. For 10 points, name this setting of Jonathan Safran Foer's Extremely Loud and Incredibly Close and Don DeLillo's Falling Man, both of which center on responses to the 9/11 attacks.

Answer: Literature

Question: The Bogomolov-Miyaoka-Yau inequality implies the truth of this statement, as does a statement relating the minimal discriminant to a conductor of a certain type of curve called Szpiro's conjecture. One statement that leads to the proof of this statement is part of the Langlands program. The proof by Ken Ribet of the "epsilon conjecture," which stated that the Frey curve was not modular, led to a proof of a special case of the Taniyama-Shimura conjecture, whose truth implies the truth of this theorem. For ten points, identify this theorem which states that the equation "x to the n plus y to the n equals z to the n" has no nonzero integer solutions for integer n greater than two, eventually proved by Andrew Wile.

Answer:
Science