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.

Input: Consider Input: One work of his, the colossal Saint John the Evangelist currently resides in the Duomo of Florence, but from its creation until 1588, it occupied a place in the faade of the Baptistery, a building which this artist's mentor, Lorenzo Ghiberti, had designed. Following his work on Saint John, he worked on a statue of St. Mark for the Orsanmichele church, where he would also create a statue of Saint George several years later. While working on the sculpture Habbakuk, or Zuccone, he is alleged to have repeatedly muttered "Speak, Damn you, Speak" at the marble he was working with. For ten points, identify this 15th-century artist and sculptor of the Equestrian Monument of Gattamelata and the Bronze David.  

Output: Fine Arts


Input: Consider Input: One character in this work pretends to sing a fashionable song from "The Vain Precaution" in a scene that ends in the quintet "Buona Sera". This opera's tenor pretends to be a drunken soldier when he meets the servant girl Berta, while in the aria "Calumny is a little breeze", Doctor Bartolo receives advice from Don Basilio. Its popular overture was intended for its composer's Aureliano in Palmira, while its first act sees Rosina describe her love for Lindoro in "Una voce poco fa". This opera's title character first appears singing the aria "Largo al Factotum" and aids Count Almaviva in wooing Rosina. For 10 points, name this opera about Figaro, composed by Gioacchino Rossini.

Output: Fine Arts


Input: Consider Input: Differentiating this quantity with respect to the auxiliary function can be used to find the Feynman amplitude, while performing a Wick rotation on a Feynman path integral creates a function analogous to this one. Partially differentiating it twice with respect to alpha is equal to the variance in the number of particles when beta and volume are constant. Multiplying its partial derivative with respect to volume at constant chemical potential and beta is equal to the pressure, while it serves as the normalizing constant for the Gibbs measure. This function is equal to the sum over all microstates of e raised to the negative beta times the energy of that microstate, and it is usually defined for a canonical ensemble. For 10 points, name this function, which can be used to express all the properties of a thermodynamical system.


Output: Science