noughts-and-crosses
11noughts and crosses — noun (U) BrE a game in which two players write 0 or X in a pattern of nine squares, trying to win with a row of three 0s or three Xs; ticktacktoe AmE noun noun (C) a word or group of words that represent a person (such as Michael or teacher or… …
12noughts and crosses — UK / US noun [uncountable] British a game for two players in which they take turns placing an X or an O in one of nine boxes until one player gets three Xs or three Os in a row …
13noughts-and-crosses — ˈ ̷ ̷ ̷ ̷ˈ ̷ ̷ ̷ ̷ noun plural but singular in construction chiefly Britain : ticktacktoe * * * /nawts euhn kraw siz, kros iz/, n. (used with a sing. v.) Brit. tick tack toe (def. 1). [1890 95] …
14naughts-and-crosses — variant of noughts and crosses …
15Noughts & Crosses (novel series) — Knife Edge redirects here. For the video game, see Knife Edge: Nose Gunner. For the song by Emerson, Lake Palmer, see Emerson, Lake Palmer (album). The Noughts Crosses series by Malorie Blackman is a critically acclaimed series of young adult… …
16Noughts & Crosses series — The Noughts Crosses series by Malorie Blackman is a sequence of young adult, science fiction, novels and a novella set in a fictional, racist, dystopia.BackgroundThe Noughts Crosses series is set in a world where the people with black skin… …
17List of social science fiction writers and stories — This is a list of social science fiction writers with their best known works.* Iain M. Banks Tales of The Culture * Malorie Blackman Noughts Crosses series * Ray Bradbury Fahrenheit 451 * Robert A. Heinlein * Aldous Huxley Brave New World *… …
18Tic-tac-toe — Noughts and Crosses redirects here. For the series by Malorie Blackman, see Noughts Crosses series. Tic tac toe redirects here. For the band, see Tic Tac Toe (band). Tic tac toe Game play of Tic tac toe Genre(s) Paper and pencil game Players 2 …
19Malorie Blackman — Born February 8, 1962 (1962 02 08) (age 49) Clapham, London Occupation Author …
20Hales–Jewett theorem — In mathematics, the Hales–Jewett theorem is a fundamental combinatorial result of Ramsey theory, concerning the degree to which high dimensional objects must necessarily exhibit some combinatorial structure; it is impossible for such objects to… …
