Sentence examples for means at present from inspiring English sources

I will tell you presently – soon – is the traditional British English usage, whereas in American English it means at present, and is usually redundant ("we are presently third in the table").

That means, at present, a solid majority of companies don't require a response to such claims, allowing allegations to continue to be swept under the rug.

After the firings, Mr Abe even mused publicly about pacifist Japan making pre-emptive strikes on North Korean missile facilities (though Japan lacks the means at present).

This means that at present the radial-velocity method normally can detect only massive Jupiter-like extrasolar planets.

This means that at present, the ability to predict which salt forms will have desirable physical properties is essentially nonexistent.

This means that at present, Mr. Kornblau said, only banking institutions regulated by the Office of Thrift Supervision can claim to be exempt from state law.

This gap means that at present no freight trains, including truck-competitive intermodal trains, cross the Hudson River at New York City on the most direct and logical rail route along the Northeast rail corridor.

"As an example, this means that at present, Washington DC is just a little too cold (34 degrees F in January) for palms to successfully propagate in the wild, but that you can expect range expansion in the coming decades as average winter temperatures warm up," said Reichgelt.

Among the young and houseless, price falls are a cause for celebration, even if the logjam in the money markets means that at present only those with the fattest piggy-banks can take advantage of cheaper homes.But capital values are only one part of the housing story.

Platini's decision not to challenge the Swiss for the Fifa presidency means that, at present, there is just one candidate - former Fifa deputy secretary general Jerome Champagne.

Decidability means that at present for any given $n$ there exists (can be constructed) a proof of $A(n)$ or of $\neg A(n)$.