to a greater degree or extent; used with comparisons; "looked sick and felt even worse"; "an even (or still) more interesting problem"; "still another problem must be solved"; "a yet sadder tale"
Even are an Australian indie rock three-piece fronted by singer/songwriter/guitarist Ashley Naylor, with Matthew Cotter on drums and Wally Kempton (also known as Wally Meanie) on bass and backing vocals. Even formed in Melbourne in 1994 and have played regularly around the live music scene since.
Coming out of a gambling experience with as much money as you came in with. Also known as breaking even. Matt brought $ 500 with him to Mohegan Sun. Over the course of the day, he left with $500, coming out even. A type of bet where the odds are 50 - 50. A type of bet in roulette, where the bettor picks an even number (i.e. 2 - 4 - 6 to infinity).
(1) (of a suit split) exactly equal; [Example: a three-three split is an even split.](2) (of a card) with an even number of pips (the 2, 4, 6, 8 or 10);(3) (of a suit holding) of even parity.
equal in degree or extent or amount; or equally matched or balanced; "even amounts of butter and sugar"; "on even terms"; "it was a fifty-fifty (or even) split"; "had a fifty-fifty (or even) chance"; "an even fight"
used as an intensive especially to indicate something unexpected; "even an idiot knows that"; "declined even to consider the idea"; "I don't have even a dollar!"
Balanced; adjusted; fair; equitable; impartial; just to both sides; owing nothing on either side; -- said of accounts, bargains, or persons indebted; as, our accounts are even; an even bargain.
Level, smooth, or equal in surface; not rough; free from irregularities; hence uniform in rate of motion of action; as, even ground; an even speed; an even course of conduct.
being level or straight or regular and without variation as e.g. in shape or texture; or being in the same plane or at the same height as something else (i.e. even with); "an even application of varnish"; "an even floor"; "the road was not very even"; "the picture is even with the window"
We say that a function, , is even, if it satisfies the equation (-) = () for all values of . This terminology is based on the fact that all even power functions (e.g., -6, etc.) satisfy this equation.