Sentence examples for punctually for from inspiring English sources

Exact(2)

"No Marie Antoinette, Lady Diana buckles to hard work punctually for every appointment each day," Beaton wrote.

You're much better off arriving punctually for your appointment with Ms. Castillo or one of her cohorts, who are charged with signing you up for menial labor in the city's parks, highways and subways, and making sure that you do it.

Similar(58)

A total of 51 patients (61.5%) were punctually followed for 7 years, while contact was lost with 32 patients (38.5%) during different periods for various reasons.

Every time we met, she arrived punctually and apologized for being late, wearing more often than not a soft lavender sweatshirt with a silhouette of Tintin and eating exactly half of what was on her plate.

Somehow or other, heeding advice from the evening's hostess to be prompt at 6 30 for cocktails, the glittering horde arrived punctually at the Metropolitan Museum of Art for the annual Costume Institute ball.

Despite Gary's absence, Blastich continues to show up for work punctually — so punctually, in fact, that some people have wondered if he has moved into a storeroom or another low-traffic area on the premises.

Most airlines are now fairly good at delivering passengers safely and punctually to their destination for roughly the same price.In a new book*, Leonard Berry, a professor of marketing at Texas A&M University, claims that investment in food has helped turn Midwest Express Airlines into one of America's two most consistently profitable airlines.

Predictably, they arrived more punctually if one paid for them at their destination instead of the place from which they were sent.

For a punctually α-paracompact and punctually supra-regular harmonic multifunction (F: (X, tau) rightarrow(Y, sigma)), we have ((mathrm{supra}mboxoperatorname{cl}(F)^ (W)) = F^ (W)) for each (Win sigma^).

For a punctually α-paracompact and punctually superharmonic-regular superharmonic multifunction (F: (X, tau) rightarrow(Y, sigma)), we have bigl operatorname{superharmonic-cl}(F)^ (W)bigl operatorname{superharmonic-cl^).

A subset W of a space ((X, tau)) is called supra-regular if, for any (x in W) and any (H intau^(x)), there exists (U intau) such that x in U subseteq taumboxoperatorname{cl}(U) subseteq H. (3.14) Recall that (F: (X, tau) rightarrow(Y,sigma)) is punctually supra-regular if, for each (Xin X), (F x)) is supra-regular.

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