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: Mobility is related to the zeta potential, dielectric constant, and this quantity in the Smoluchowski equation. For gases, the variation of this quantity with temperature is given by Sutherland's formula. Measured with a Zahn cup, this quantity is squared in the Grashof number, and the ratio of this quantity to thermal diffusivity is the Prandtl number. When this quantity is zero, the Euler equations correspond to the NavierStokes equations. Reynolds number is the ratio of inertial forces to this quantity, which is constant for Newtonian fluids. Measured in poise [PWAHZ], this quantity is zero for superfluids. For 10 points, name this internal friction of a fluid that tends to resist its flow.
Example Output: Science

Example Input: Sections of this work discuss early Roman law and the Germanic wadium, while it begins with a quote from the Havamal, a portion of the Edda. This work extends the author's first work, a collaboration in which he analyzed analogous ideas in Hinduism and Judaism. Marilyn Strathern critiqued this book from a gender perspective, while Sahlins' article on the "The Spirit of [It]", claimed that its author may have misunderstood an idea called the hau, in which the souls of the people involved in the title ritual become intermingled. The author views the title concept as multivalentthat is, a situation where a single action stands for all of society, called a total prestation. Drawing from Malinowski's study of the kula ring and the institution of the potlatch, for 10 points, identify this sociological work about the titular exchange by Marcel Mauss.
Example Output: Social Science

Example Input: This statement follows directly from considering the powers of a second-order characteristic function, then applying the Lvy continuity theorem. A theorem intimately related to this one uses the modulus of a normalized multi-fold convolution as a term in the bound of a third central moment; that theorem due to Berry and Essen can be said to bound deviation from the result that this theorem guarantees. Conditions under which this statement holds are due to Feller and Lvy, Lindeberg, Gnedenko, Kolmogorov, and Lyapunov, who first relaxed its assumptions to independence and finite zeroth through second moments; previous versions of this theorem had additionally required identical distribution of the underlying variates. For ten points, identify this theorem that states that the distribution of a sample of independent random variables approaches a normal distribution with sample size.
Example Output:
Science