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.

[Q]: One work set in this country sees one character relinquish his throne to his son, who eventually has an affair with his own son's wife. Another work from this country centers on 108 bandits who occupy the title location. One novel from this country which produced The Outlaws of the Marsh centers on the retrieval of Buddhist scriptures from India and centers on Sun Wukong ["woo-kong"], who is the Monkey King. For 10 points, name this Asian country, whose classical novels include Dream of the Red Chamber and Journey to the West, which was written during the Ming dynasty.
[A]: Literature

[Q]: In this composer's first opera, Arindal gains immortality with Ada. In addition to The Fairies, this man wrote an opera in which the title character rejects the Venusberg and the Pope's staff sprouts leaves; that opera is Tannhauser. Walther performs the "Prize Song" to gain entry in to the title guild in this composer's The (*) Mastersingers of Nuremberg, and this man frequently used the leitmotif. In one of his operas, the Liebestod aria is sung by Isolde over Tristan's dead body, and in another, Brunnhilde appears with the title group after the "Ride of the Valkyries." For 10 points, The Rheingold is the first opera in what German composer's Ring Cycle
[A]: Fine Arts

[Q]: A Grothendieck topology defines a sieve as a collection of subsets of a set with this property that themselves have this property. The Lindehf condition for a space requires every cover of this type to have a countable subcover. Generally, two points are "separated" if each point is contained in a set of this type that doesn't contain the other. In the particular point topology, all sets that contain an arbitrary point are of this type. A subset U of a metric space has this property if every point therein has a neighborhood inside U. Sets have this property in R^n when every point is an interior point. For 10 points, name this topological property, possessed by a set if its complement is closed.
[A]:
Science