Sentence examples for fulfilled only if from inspiring English sources

The first understands equal opportunity as a communal obligation, an ideal that can be fulfilled only if individuals have the tools and skills and support to advance themselves; the other holds fast to the mythology of the agricultural age, the American frontier, a nation of self-made, self-reliant men and women.

Mr. Havergal, an older man who projects a weary dignity, enters and introduces Mann's central character, Gustav von Aschenbach, a renowned writer "who longed to grow old, for he had always held an artist's talent to be fulfilled only if it could bear fruit at all stages of life".

The mission of this movie will be fulfilled only if it is seen by those — especially kids — who have never met a grownup musical, at the cinema, and who may not know what busy thrills can bloom, without recourse to violence, from the simplest things.

When the realization of the extended family is constrained by the limit of resources, people can have their ideal form of living arrangement fulfilled only if they possess a certain amount of wealth (Fei 1999; Ruggles and Heggeness 2008).

Based on Eq. (8), we have ε b =−ε w, and so the former equality is fulfilled only if ky0=0 for K↑ and K′↓ electrons at Δ z =2λ SO, corresponding to the original Dirac point.

If, indeed, the intention to mean green by 'green' is fulfilled only if S uses 'green' in accordance with its meaning, then there can be no such thing as meaning green by 'green' while not using the expression in accordance with its meaning.

If (4) is not fulfilled, only A i of selected UEs will be updated.

The Temple was to reality what Disneyland is to six-year-olds: a place where their most deeply-held wishes and dreams were fulfilled, if only for a while.

If the first partial derivatives of (S_{X_{1},X_{2}}(x_{1},x_{2})) exist and are continuous in (mathcal {A} backslash L), then relation (6) is fulfilled if and only if the joint survival function can be represented by (12).

It is clear that assumption (3) in Theorem 2.2 is fulfilled if and only if there exists a vector z ̄ = col ( z ̄ 1, …, z ̄ n ) with all positive components and ε > 0 such that ∑ j = 1 n ( B i j z ̄ j ) ( t ) ≥ ε, t ∈ [ 0, ω ], i = 1, …, n, (2.10).

A striking number of TED talks preach that you can have it all, a great career and a fulfilled life, if only you work hard and follow your passion.