with+angles
91(2,3,7) triangle group — In the theory of Riemann surfaces and hyperbolic geometry, the triangle group (2, 3, 7) is particularly important. This importance stems from its connection to Hurwitz surfaces, namely Riemann surfaces of genus g with the largest possible order,… …
93craven — cravenly, adv. cravenness, n. /kray veuhn/, adj. 1. cowardly; contemptibly timid; pusillanimous. n. 2. a coward. 3. cry craven, to yield; capitulate; give up. v.t. 4. to make cowardly. [1175 1225; ME cravant, cravaunde defeated < OF craventé, ptp …
94Jerry Mathers — Données clés Surnom The Beav Naissance …
95Carracks black sword — The Carracks Black Sword sometimes called Crab Sword, is a type of sword invented in Portugal, during the 15th century, designed to be used by soldiers and sailors in ships and caravels in the Age of Discovery.[1] It is characterized by having a… …
96Poincaré , (Jules) Henri — (1854–1912) French mathematician and philosopher of science Poincaré was born at Nancy in eastern France and studied at the Ecole Polytechnique and the School of Mines. At first he had intended to become an engineer, but fortunately his… …
97Amstel Gold Race — Infobox Cycling race name = Amstel Gold Race current event = The peloton during the 2006 Amstel Gold Race date = Mid to late April region = Limburg, Netherlands english = Amstel Gold Race localnames = Amstel Gold Race nl icon nickname =… …
98Joggle bending — see also offset bend1. A Joggle Bend is an offset bend in which the two opposite bends are each greater than 90°, and are separated by a neutral web less than 5 workpiece thicknesses apart. [(http://www.toolingu.com/definition 410130 35505 joggle …
99Dawn Maxey — ‹ The template below (BLP IMDb refimprove) is being considered for deletion. See templates for discussion to help reach a consensus.› Dawn Maxey Born August 18, 1966 (1966 08 18) (age 45) Cleveland, Ohio, U.S …
100Newton's theorem about ovals — In mathematics, Newton s theorem about ovals states that the area cut off by a secant of a smooth convex oval is not an algebraic function of the secant. Isaac Newton stated it as lemma 28 of section VI of book 1 of Newton s… …
