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: This author wrote about a girl who refuses to throw away a chicken sandwich in "Just Before the War With the Eskimos. " Another work by this author features a boy with "rickets in one leg and elephantiasis in other" fishing next to a "No Fishing! " sign while in Montreal. "The Chief" tells members of the "Comanche Club" a story about a deformed criminal named the "Laughing Man" in one of his works. Another work by this man sees the central character chat with Sibyl on the beach before shooting himself in the head. For 10 points, name this creator of Seymour Glass in "A Perfect Day for Bananafish," who wrote about Holden in The Catcher in the Rye.
Example Output: Literature

Example Input: He stepped down as president of his country in 1985, but continued as head of the ruling party until 1990. His government emphasized a form of rural socialism known as ujamaa, and, in 1978, troops under his leadership entered Uganda, deposing Idi Amin. After his retirement he remained active in African politics, and was known throughout the continent as Mwalimu, Swahili for teacher. FTP, identify this first president of Tanzania, who died in October, 1999.
Example Output: History

Example Input: In quantum field theory, the partition function is equal to an integral of e to the power of quantity (an integral plus this quantity). In QED, the invariance of this quantity, along with the electric and magnetic fields, under gauge transformation is an easy way to derive charge conservation. In a scalar field theory, considering an extremum of this quantity leads to an equation identical to the Klein-Gordon equation. One version of this quantity is equal to a constant times the integral of the Ricci curvature tensor times the square root of the negative determinant of the metric tensor. Another version of this quantity is defined in terms of derivatives with respect to both the spacelike and timelike worldsheet (*) coordinates. For a classical orbit of a system in oscillating motion, this quantity is equal to the area enclosed by said orbit in phase space. Besides the Einstein-Hilbert, Nambu- Goto, and Polyakov versions of this quantity, this quantity times i over h-bar, all exponentiated, gives the probability amplitude of a given path in the Feynman formulation. Hamilton's principal function is equal to this quantity, which is stationary in the path followed by a physical system. For 10 points, name this quantity equal to the integral of the Lagrangian.
Example Output:
Science