| EQUIBALANCED | • equibalanced v. Simple past tense and past participle of equibalance. • EQUIBALANCE v. to balance equally. |
| HARLEQUINADE | • harlequinade n. A pantomime-like comedy featuring the harlequin or clown. • harlequinade n. Any comical or fantastical procedure or playfulness. • HARLEQUINADE n. (French) part of a pantomime in which a harlequin plays a chief part. |
| INADEQUATELY | • inadequately adv. In an inadequate manner. • INADEQUATE adv. not adequate. |
| LIQUIDAMBARS | • liquidambars n. Plural of liquidambar. • LIQUIDAMBAR n. a genus of balsamiferous trees of the family Hamamelidaceae. |
| MAQUILADORAS | • maquiladoras n. Plural of maquiladora. • MAQUILADORA n. (Spanish) a manufacturing plant in Mexico that produce parts for assembly in the United States, also MAQUILA. |
| QUADRANGULAR | • quadrangular adj. Having the shape of a quadrangle; in the shape of a quadrangle. • QUADRANGULAR adj. like a quadrangle. |
| QUADRAPLEGIA | • QUADRAPLEGIA n. paralysis of both arms and both legs, also QUADRIPLEGIA, TETRAPLEGIA. |
| QUADRAPLEGIC | • QUADRAPLEGIC n. one suffering from quadriplegia, paralysis of both arms and both legs, also QUADRIPLEGIC. |
| QUADRENNIALS | • quadrennials n. Plural of quadrennial. • QUADRENNIAL n. an event taking place every four years. |
| QUADRIENNIAL | • quadriennial adj. Alternative form of quadrennial. • quadriennial n. Alternative form of quadrennial. • QUADRIENNIAL adj. taking place every four years. |
| QUADRINOMIAL | • quadrinomial adj. Consisting of four names or parts or terms. • quadrinomial n. (Algebra) An expression consisting of four terms. • QUADRINOMIAL n. an expression of four terms. |
| QUADRIPLEGIA | • quadriplegia n. Paralysis from the neck down. • quadriplegia n. Paralysis of all four limbs. • QUADRIPLEGIA n. paralysis of both arms and both legs, also TETRAPLEGIA. |
| QUADRIVALENT | • quadrivalent adj. (Chemistry) Having a valence of four. • quadrivalent adj. (Of a vaccine) Protecting against four different (usually flu) viruses. • quadrivalent adj. (Graph theory) Said of a graph: that all of its vertices have degree four. |