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.

Example Input: One work by this composer is considered one of the most technically demanding of its kind and has a notable second movement with quick glissandi, but ends in its fourth with an unusual use of the rare Locrian mode. This mans other compositions include an E-minor work dedicated to Rostropovich, and a suite that contains a movement entitled The Glorious Departure of Lolli and the Cortge of the Sun. Besides his Symphony-Concerto and Scythian Suite, he also composed a piece commissioned by Paul Wittgenstein, as well as a ballet containing the movement Dance of the Knights, and a suite with a bell-filled Troika movement. He imitated Haydn in his Classical Symphony. For 10 points, name this Russian composer of The Love for Three Oranges and the Lieutenant Kije suite.
Example Output: Fine Arts

Example Input: In topological insulators, one version of this effect gives rise to a defect-resistant current induced by spin-orbit coupling. In graphene, this effect is shifted by one half, giving rise to an anomalous minimum of the relevant quantity, which can allow for ballistic transport. A more complex version of it was discovered in gallium arsenide and can be explained by Laughlin quasiparticles; this is referred to as the fractional version. This effect can be understood in terms of partial filling of Landau levels and has characteristic "plateaus", and it yields numbers called filling factors. Discovered by Klaus von Klitzing when studying a two-dimensional electron gas, for 10 points, identify this effect in which conductivity in a strong magnetic field is quantized.
Example Output: Science

Example Input: Euler's proof of Fermat's Last Theorem for the n equals 3 case involved extending integer arithmetic to one of these structures, which contain numbers of the form a plus b times the square root of negative 3. Dedekind defined an ideal complex number based upon a property related to these structures and Hilbert utilized (*) polynomial ones to solve his Basis Theorem. The advent of quaternion algebra and the extension of the axioms of this structure to square matrices led to the formulation of its non-commutative theory and the first single theory of the abstract commutative variety of these structures was proposed by Noether. FTP, what are these mathematical objects defined as a set containing two operators that satisfy a collection of axioms.
Example Output:
Science