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.

Ex Input:
One character in this novel retrieves a cross of cypress and a cross of copper from a drawer. This novel includes a policeman who drinks champagne in the Crystal Palace named Zametov. This novel's epilogue takes place in a prison hospital, where the protagonist ponders the suicide of Svidrigailov. Porfiry Petrovich investigates this novel's protagonist, who is loved by the prostitute Sonia Marmeladov and murders the pawnbroker Alyona Ivanovna. For 10 points, name this novel centering on the murderous Raskolnikov, written by Fyodor Dostoyevsky.

Ex Output:
Literature


Ex Input:
Some 37 delegates were killed in Mechanics Hall in this city while drafting a new constitution. This city hosted the unsuccessful World Cotton Centennial in 1884. During the Civil War, the so-called "Women's Order" issued in this city made it a crime to insult (+) Union soldiers, although that order eventually led to the removal of Benjamin Butler as its military commander. This city fell to Union forces under the command of David Farragut in the Battle of Forts Jackson and St. Philip. French representatives (*) relinquished control of this city from its Cabildo statehouse following a massive land transfer to the US in 1803. For 10 points, name this site of a battle where General Packenham's soldiers were defeated by those under Andrew Jackson after the signing of the Treaty of Ghent ending the War of 1812.

Ex Output:
History


Ex Input:
This term refers to a knot which is defined in cylindrical polar coordinates by the equations "r equals 2 plus cosine of p theta over q", and "z equals sin of p theta over q", where p and q are relatively prime integers. The fundamental group of one of these objects is equal to the cartesian product of the integers with themselves. The Kolmogorov-Arnold-Moser theorem concerns quasiperiodic orbits described by trajectories moving on the surface of one of these objects, which can be viewed as the cartesian product of two circles. By the Heawood conjecture, 7 colors are needed to color this genus one surface, which can be obtained by gluing opposite edges of a rectangle together with no twists. For 10 points, identify this kind of three-dimensional surface with a single hole, whose name describes the shape of a donut.

Ex Output:

Science