HANGMAN SOLVER

noun

1. (biology) A small, temporary body between the conidia of some fungi.
2. A kind of electrical circuit breaker.

noun

1. plural of enjoinder

noun

1. (carpentry) A middle joist or crossbeam.
2. (carpentry) The space or interval between two joists.

noun

1. plural of jaborandi

verb

1. simple past tense and past participle of jargonise

noun

1. One who tells jests; a joker.

noun

1. A woman to whom an estate is bequeathed via jointure.

noun

1. A style of writing used in some newspapers and magazines, characterized by cliché, hyperbolic language and clipped syntax.

verb

1. (British spelling) Alternative spelling of journalize

noun

1. The activity or profession of being a journalist.
2. The aggregating, writing, editing, and presenting of news or news articles for widespread distribution, typically in electronic publications and broadcast news media, for the purpose of informing the audience.
3. The style of writing characteristic of material in periodical print publications and broadcast news media, consisting of direct presentation of facts or events with an attempt to minimize analysis or interpretation.

noun

1. (originally) The keeper of a personal journal, who writes in it regularly.
2. A reporter, someone who professionally reports on news and current events.
3. One whose occupation is journalism, originally only writing in the printed press.

noun

1. plural of journeyer

noun

1. plural of joyriding

noun

1. The rank or position of junior; juniority.

noun

1. (law) An incorrect union of parties or of causes of action in a procedure in court.

verb

1. Third-person singular simple present indicative form of readjourn

noun

1. plural of rejection

noun

1. plural of rejoicing

noun

1. plural of rejoinder

noun

1. plural of sojourner

noun

1. The act of one who sojourns; a short stay or residence.

verb

1. present participle of sojourn

noun

1. Something subjoined to another

noun

1. (set theory) A function for which every element of the codomain is mapped to by some element of the domain; (formally) Any function f:X→Y for which for every y∈Y, there is at least one x∈X such that f(x)=y.