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Page "hobbies" ¶ 990
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We and have
`` We know Penny spent some -- and Carmer must have dropped a few dollars getting that load on ''.
`` We have now a national character to establish '', Washington wrote in 1783.
We have ample light when the sun sets ; ;
We have staved off a war and, since our behavior has involved all these elements, we can only keep adding to our ritual without daring to abandon any part of it, since we have not the slightest notion which parts are effective.
We are forced, in our behavior towards others, to adopt empirically successful patterns in toto because we have such a minimal understanding of their essential elements.
We showed them to each other and said `` Would you have guessed ''??
A Yale historian, writing a few years ago in The Yale Review, said: `` We in New England have long since segregated our children ''.
We hear equally fervent concern over the belief that we have not enough generalists who can see the over-all picture and combine our national skills and knowledge for useful purposes.
We have proved so able to solve technological problems that to contend we cannot realize a universal goal in the immediate future is to be extremely shortsighted, if nothing else.
We must believe we have the ability to affect our own destinies: otherwise why try anything??
We have recourse to the scientifically-trained specialist in the laboratory.
We must not forget, to be sure, that free discussion and debate have produced beneficial results.
We have so completely entered the child's fantasy that his illness and his death are the plausible and the necessary conclusion.
We experience a vague uneasiness about events, a suspicion that our political and economic institutions, like the genie in the bottle, have escaped confinement and that we have lost the power to recall them.
We feel uncomfortable at being bossed by a corporation or a union or a television set, but until we have some knowledge about these phenomena and what they are doing to us, we can hardly learn to control them.
`` We have nothing to hide under a bushel.
We already have the only one of its kind ''.
We may also recognize cases in which the poets have influenced the philosophers and even indirectly the scientists.
We must, therefore, have a look at the new archaeological material and re-examine the literary and place-name evidence which bears upon the problem.
`` We have just returned from Roswell, N.M., where we were defeated, 34 to 9 '', the young man noted.
`` We have a tremendous amount of talent -- but we lack cohesion ''.
We in East Greenwich have the example of two neighboring communities, one currently utilizing double sessions in their schools, and the other facing this prospect next year.
We have far less to fear in the migrant family than we have in the migrant developer under these conditions.

We and set
We will recall that the still confident liberals of the Truman administration gathered with other Western utopians in San Francisco to set up the legal framework, finally and at last, to rationalize war -- to rationalize want and fear -- out of the world: the United Nations.
We of the liberal-led world got all set for peace and rehabilitation.
We set up the Lloyd's Neck school, worked out its curriculum, and taught there.
`` We, the Subscribers, do agree, that as soon as a convenient Number of Persons have subscribed to this, or a similar Writing, We will present a petition to the Hon'ble General Court of the Commonwealth of Massachusetts, praying for an Act incorporating into a Body politic the subscribers to such Writing with Liberty to build such a Bridge, and a Right to demand a Toll equal to that received at Malden Bridge, and on like Terms, and if such an Act shall be obtained, then we severally agree each with the others, that we will hold in the said Bridge the several shares set against our respective Names, the whole into two hundred shares being divided, and that we will pay such sums of Money at such Times and in such Manners, as by the said proposed Corporation, shall be directed and required ''.
We turn now to the set of tangent points on the graph.
We first define a function b{t} as follows: given the set of squares such that each has three corners on C and vertex at t, b{t} is the corresponding set of positive parametric differences between T and the backward corner points.
We may now take up for consideration a hard case which seems to require either no action employing economic pressure or else action that would seem to violate the principles set forth above.
We met at Maxine's and decided we were set to stay as long as it took, into or even through the evening, to talk things out.
We will abbreviate " Zermelo-Fraenkel set theory plus the negation of the axiom of choice " by ZF ¬ C.
We also allow for an empty set, often denoted Ø and sometimes: a set without any members at all.
We just sold our farms and set out north-westwards to find a new home.
Indeed, following, suppose ƒ is a complex function defined in an open set Ω ⊂ C. Then, writing for every z ∈ Ω, one can also regard Ω as an open subset of R < sup > 2 </ sup >, and ƒ as a function of two real variables x and y, which maps Ω ⊂ R < sup > 2 </ sup > to C. We consider the Cauchy – Riemann equations at z = 0 assuming ƒ ( z ) = 0, just for notational simplicity – the proof is identical in general case.
She lost her job on The Dinah Shore Show when, as she said, " We were shooting all night, and into the next day, and time just got away from me, and I didn't realize that I was supposed to be on the set working as Dinah's double on her show, Chevy Theatre.
Representable functors: We can generalize the previous example to any category C. To every pair X, Y of objects in C one can assign the set Hom ( X, Y ) of morphisms from X to Y.
We are interested in the following set of continuous functions called loops with base point x < sub > 0 </ sub >.
We define the kernel of h to be the set of elements in G which are mapped to the identity in H
The ( unique ) representable functor F: → is the Cayley representation of G. In fact, this functor is isomorphic to and so sends to the set which is by definition the " set " G and the morphism g of ( i. e. the element g of G ) to the permutation F < sub > g </ sub > of the set G. We deduce from the Yoneda embedding that the group G is isomorphic to the group
" I think the biggest black mark against our management to date is the Cukor situation and we can no longer be sentimental about it .... We are a business concern and not patrons of the arts ..." Cukor was relieved of his duties, but he continued to work with Leigh and De Havilland off the set.

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