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: His work explaining the instability of James Watt's fly-ball governor is regarded as the birth of modern control theory, and his mathematical analysis of the stability of Saturn's rings showed that they could be neither entirely solid nor liquid. He showed how to calculate stresses in suspension bridges and coined the term "curl" to use in the differential form of his most famous accomplishment; however, the only other real work he did on it was the addition of a term for "displacement current. "  FTP identify this British physicist best known for combining his revision of Ampere's Law with Faraday's Law and Gauss's Laws of Electricity and Magnetism to produce his four namesake "equations" governing electromagnetism.
Example Output: Science

Example Input: This composer reworked his ballet Ala i Lolli into the Scythian Suite, and this composer of the Lieutenant Kije Suite styled his first symphony in D major after Haydn, calling it the "Classical Symphony."  The "Dance of the Knights" appears in this composer's ballet Romeo and Juliet. He used an oboe to represent a duck and strings to represent the title character in one tone poem, which also features the bassoon to represent a grandfather and french horns to represent the title animal. For 10 points, name this Russian composer of Peter and the Wolf.
Example Output: Fine Arts

Example Input: On the moon, mascons are areas where this type of anomaly is present. In geophysics, its strength is related to an object's moment of inertia by MacCullagh's formula. Faye's formula gives the difference in values of this phenomenon that is induced by free-air anomalies. Models with anomalies in the strength of this phenomenon can be calculated in a formula given by Bouguer. The equipotential surface of this force which gives the (*) mean sea level is known as the geoid. The distance at which tidal forces will overcome this other force is known as the Roche limit. Isostatic equilibria are made between a balance between the lithosphere's buoyancy and this other force. For 10 points, name this force, which causes a downward acceleration of most objects equal to 9.8 meters per second squared.
Example Output:
Science