Sentence examples for have ever conceived of from inspiring English sources
When I reported on it, I saw the worst things I could have ever conceived of: armies of drugged and mutilated children, women who had been gang-raped and shot in the vagina.
Indeed, who would have ever conceived of a series where a pestiferous Mighty Mouse of a leadoff hitter named Timo (don't call me Timoniel) Perez would make a greater impact than a Man Mountain of a home run hitter named Mark McGwire? La Russa was limited in his use of McGwire, who has a right knee wracked with tendinitis.
By the way, we, the taxpayers of this nation, pay for Chaffetz's health insurance and probably also for his iPhone, so it's pretty...rich...of him to have ever conceived of this as a tradeoff.
Before Babbage there is no evidence that anyone had ever conceived of such a device, let alone attempted to build one.
There is no evidence that anyone before Babbage had ever conceived of such a device, let alone attempted to build one.
It had to mean both things, for no one had ever conceived of survival after death without a mind to verify the fact of continued existence, to enjoy its pleasures, and to suffer its pains.
The concept of space-based solar power has been around for a long time, but no one has ever conceived of an array that's billions of square kilometers in size.
They went on to speculate all sorts of things about hairline treatments and hair loss and the like, almost as if they hadn't noticed that whoever had cut the thing in the first place must have used a) a bowl and b) a cruel sense of humour to have ever conceived the idea of creating such a style in the first place.
Finland is building something that must outlast every institution humans have ever conceived.
It is as affecting and beautiful a sequence as any that Spielberg has ever conceived — a shaft of national tragedy that time will never heal; the wound, in this image, still feels fresh.
This exception is the famous Riemann hypothesis: that all the zeros of ζ ( s ) in the strip 0 ≤ σ ≤ 1 lie on the central line σ = 1 / 2. It stands today as the most important unsolved problem of mathematics, and perhaps the most difficult problem that the mind of man has ever conceived.
