Sentence examples for satisfied only if from inspiring English sources

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Personally, I'd be satisfied only if Bury immortalised the entire Acorn Antiques cast in the town square, but never mind me.

If that is true — it seemed for a time that the public would be satisfied only if Britney Spears lit herself on fire — it is less true of people's feelings toward Ms. Fuller.

And if it should, then it is hard to overlook a huge body of educated, patriotic and law-abiding Indians who have been saying through all available channels that their "conscience" will be satisfied only if their nation ends the practice of executing people.

While some of the tales are explicitly angry or bitter, others are ironically detached, and still others make their point with a piece of sly wit, one of these being "The Pride of the Garbage," in which a bag loaded with garbage, in its vainglory, is satisfied only if it is placed on the very top of the heap of bags bound for the dump.

In recent briefings, she has unsettled reporters with graphic photographs of Iraqis who had been tortured or harmed by chemical weapons; she has baited Mr. Hussein by feeding speculation that he might be dead; she has teased Mr. Rumsfeld for his hard-guy manner and poked fun at access-demanding reporters, who, she said, would be satisfied only if they were "on the receiving end" of airstrikes.

The boundary conditions (24) are satisfied only if 2 lambda+mu C_{1} + {bC}_{2} = -lambda.

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Then the equality x ⋅ x i = 0 satisfies only if i = n.

Among these are desires we can satisfy only if we live on for a few days, but also desires we cannot possibly satisfy within the span of a normal lifetime, and the desire for immortality itself.

Notice also that if d satisfies only (GM1) and (GM2), then it is called semimetric (see, e.g., [3]).

In the above definition, if d satisfies only (GMS1) and (GMS2), then it is called a semimetric (see e.g. [25]).

Firstly, we use these functions to determine the copositivity of the symmetric matrix studied in [3], where satisfies ; only if and.

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