The law of the United States comprises many levels of codified and uncodified forms of law, of which the most important is the United States Constitution, the foundation of the federal government of the United States. The Constitution sets out the boundaries of federal law, which consists of acts of Congress, treaties ratified by the Senate, regulations promulgated by the executive branch, and case law originating from the federal judiciary. The United States Code is the official compilation and codification of general and permanent federal statutory law.
If it is possible to answer this question, answer it for me (else, reply "unanswerable"): Laws that are only general are called what?
Ah, so.. unanswerable

The province of France has produced a large number of preachers. The conferences of Notre-Dame-de-Paris were inaugurated by Pere Lacordaire. The Dominicans of the province of France furnished Lacordaire (18351836, 18431851), Jacques Monsabre (18691870, 18721890), Joseph Ollivier (1871, 1897), Thomas Etourneau (18981902).[citation needed] Since 1903 the pulpit of Notre Dame has been occupied by a succession of Dominicans. Pere Henri Didon (d. 1900) was a Dominican. The house of studies of the province of France publishes L'Annee Dominicaine (founded 1859), La Revue des Sciences Philosophiques et Theologiques (1907), and La Revue de la Jeunesse (1909). French Dominicans founded and administer the Ecole Biblique et Archeologique francaise de Jerusalem founded in 1890 by Pere Marie-Joseph Lagrange O.P. (18551938), one of the leading international centres for Biblical research. It is at the Ecole Biblique that the famed Jerusalem Bible (both editions) was prepared.
If it is possible to answer this question, answer it for me (else, reply "unanswerable"): What Dominican Friar inugurated the conferences of Notre Dame of Paris?
Ah, so.. Pere Lacordaire

A computer's memory can be viewed as a list of cells into which numbers can be placed or read. Each cell has a numbered "address" and can store a single number. The computer can be instructed to "put the number 123 into the cell numbered 1357" or to "add the number that is in cell 1357 to the number that is in cell 2468 and put the answer into cell 1595." The information stored in memory may represent practically anything. Letters, numbers, even computer instructions can be placed into memory with equal ease. Since the CPU does not differentiate between different types of information, it is the software's responsibility to give significance to what the memory sees as nothing but a series of numbers.
If it is possible to answer this question, answer it for me (else, reply "unanswerable"): How many numbers can a cell of a computer's memory hold?
Ah, so..
a single number