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This implies that

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  • This Is Just To Say — (1934) is a famous imagist poem by William Carlos Williams.Critical analysisWritten as though it were a note left on a refrigerator, Williams’ poem appears to the reader like a piece of found poetry.cite web| title = Stephen Matterson | work =… …   Wikipedia

  • That Travelin' Two-Beat — was a duet album by Bing Crosby and Rosemary Clooney, recorded in August and December 1964 and released on Capitol Records in 1965. With its world tour theme, it was an unabashed revisitation of the concept explored in the duo s acclaimed RCA… …   Wikipedia

  • Proof that holomorphic functions are analytic — In complex analysis, a field of mathematics, a complex valued function f of a complex variable z *is holomorphic at a point a iff it is differentiable at every point within some open disk centered at a , and* is analytic at a if in some open disk …   Wikipedia

  • Do not go gentle into that good night — Do not go gentle into that good night, a villanelle, is considered to be among the finest works by Welsh poet Dylan Thomas (1914–1953). Originally published in the journal Botteghe Oscure in 1951,[1] it also appeared as part of the collection In… …   Wikipedia

  • Machine that always halts — In computability theory, a machine that always halts also called a decider (Sipser, 1996) or a total Turing machine (Kozen, 1997) is a Turing machine that halts for every input. Because it always halts, the machine is able to decide whether a… …   Wikipedia

  • Structure implies multiplicity — In diatonic set theory structure implies multiplicity is a quality of a collection or scale. This is that for the interval series formed by the shortest distance around a diatonic circle of fifths between member of a series indicates the number… …   Wikipedia

  • List of recurring characters from That's So Raven — Throughout the run of the popular television show That s So Raven (shown on Disney Channel) there have been many recurring characters. Some of them have stayed with the show for all four seasons although in most cases the character has just… …   Wikipedia

  • Proof that the sum of the reciprocals of the primes diverges — In the third century BC, Euclid proved the existence of infinitely many prime numbers. In the 18th century, Leonhard Euler proved a stronger statement: the sum of the reciprocals of all prime numbers diverges. Here, we present a number of proofs… …   Wikipedia

  • Proof that e is irrational — In mathematics, the series representation of Euler s number e : e = sum {n = 0}^{infty} frac{1}{n!}!can be used to prove that e is irrational. Of the many representations of e, this is the Taylor series for the exponential function e y evaluated… …   Wikipedia

  • Exception that proves the rule — The exception [that] proves the rule is a frequently confused English idiom. The original meaning of this idiom is that the presence of an exception establishes that a general rule exists. Fowler s Modern English Usage identifies five ways in… …   Wikipedia

  • Whoever Did This — Infobox Television episode | Title = Whoever Did This Series = The Sopranos Season = 4 Episode = 48 Guests= see below Airdate = November 10, 2002 Production = 409 Writer = Robin Green Mitchell Burgess Director = Tim Van Patten Episode list =… …   Wikipedia

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