Sentence examples for existed at one point from inspiring English sources

Senior Iraqi scientists have told investigators that the biological weapons program -- which obviously existed at one point -- was dropped some time ago.

The practice has existed at one point or another in almost all human civilizations, most commonly to exert control over the sexual behavior, including masturbation, of girls and women, but also to change the clitoris's appearance.

However, at E3 2009, Sakamoto confirmed Metroid Dread existed at one point, and may still be in development, though in a later interview Sakamoto stated that Nintendo prefers to keep secrecy on the project, and also that he would like to "reset the situation at once and start from scratch".

(A Le Monde profile notes, "Jean Dujardin forms, like a goldsmith, the character of the belated adolescent, a fantasy of a dreamy childhood without taboos, in which the great occupation is to shut someone up" — "casser" — "with a fine repartee. For example, 'You are like the cedilla in "surf"' — you don't exist.' Cassé!"), At one point, the song reached number two on the French charts.

P1: If P and Q are distinct points, then there is a unique line passing through P and Q (denoted by P ∨ Q or PQ); P2: If l and m are any lines, then there exist at least one point on both l and m; P3: There exists four points such that no three of them are collinear.

P2: If l, m ∈ L, then there exists at least one point on both l and m.

A consistent problem formulation is defined to be the one in which there exists at least one point with possibility equal to one.

They are thought to have existed for millions of years and at one point to have had a population in the tens of thousands.

I put scare quotes around these things so that you know that at one point they existed in the public consciousness, but have now been discarded like socks on the motorway.

Proof of Theorem 1.4 Suppose that ℱ is a family meromorphic and not normal in D. Then there exists at least one point z 0 ∈ D such that ℱ is not normal at the point z 0. By Lemma 2.1, there exist: (a) functions f n ∈ F ;   (b) points z n ∈ Δ, z n → z 0, and   (c) positive numbers ρ n → 0 +  .

Then, there exists at least one point z0 such that F is not normal at the point z0.