Ramify
81To make no bones — Bone Bone (b[=o]n; 110), n. [OE. bon, ban, AS. b[=a]n; akin to Icel. bein, Sw. ben, Dan. & D. been, G. bein bone, leg; cf. Icel. beinn straight.] 1. (Anat.) The hard, calcified tissue of the skeleton of vertebrate animals, consisting very largely …
82To pick a bone with — Bone Bone (b[=o]n; 110), n. [OE. bon, ban, AS. b[=a]n; akin to Icel. bein, Sw. ben, Dan. & D. been, G. bein bone, leg; cf. Icel. beinn straight.] 1. (Anat.) The hard, calcified tissue of the skeleton of vertebrate animals, consisting very largely …
83To set the eyes on — Eye Eye ([imac]), n. [OE. eghe, eighe, eie, eye, AS. e[ a]ge; akin to OFries. [=a]ge, OS. [=o]ga, D. oog, Ohg. ouga, G. auge, Icel. auga, Sw. [ o]ga, Dan. [ o]ie, Goth. aug[=o]; cf. OSlav. oko, Lith. akis, L. okulus, Gr. o kkos, eye, o sse, the… …
84haversian canal — noun Usage: often capitalized H Etymology: Clopton Havers died 1702 English physician & anatomist Date: 1842 any of the small canals through which the blood vessels ramify in bone …
85ramada — noun Etymology: American Spanish, from Spanish, arbor, from rama branch, alteration of ramo, from Latin ramus more at ramify Date: 1853 Southwest a roofed shelter with usually open sides …
86ramate — adjective Etymology: Latin ramus branch more at ramify Date: 1897 ramose …
87ramus — noun (plural rami) Etymology: New Latin, from Latin, branch more at ramify Date: 1733 a projecting part, elongated process, or branch: as a. the posterior more or less vertical part on each side of the lower jaw that articulates with the skull b …
88branch — I. noun Usage: often attributive Etymology: Middle English, from Anglo French branche, from Late Latin branca paw Date: 14th century 1. a natural subdivision of a plant stem; especially a secondary shoot or stem (as a bough) arising from a main… …
89Free will — This article is about the philosophical questions of free will. For other uses, see Free will (disambiguation). A domino s movement is determined completely by laws of physics. Incompatibilists say that this is a threat to free will, but… …
90Algebraic number field — In mathematics, an algebraic number field (or simply number field) F is a finite (and hence algebraic) field extension of the field of rational numbers Q. Thus F is a field that contains Q and has finite dimension when considered as a vector… …
