We should not become confused or let our public become confused over irrelevant questions of number or even of geography.

We should stand firmly and courageously for our right to free access into Berlin.

We believe that the list of vital things left undone to date by the Eighty-seventh Congress should have included repeal by the Senate of the Connally amendment.

We should avoid these congestion points or, putting it another way, keep cars starting and ending on the East side of the river -- on the East side.

We found in Gonzales v. United States, supra, that this was the controlling reason why copies of the recommendation should be furnished a registrant.

We should hope that peace corps projects will be truly international and that our citizens will find themselves working alongside citizens of the host country and also volunteers from other lands.

We should like to re-emphasise the importance of stating results solely in terms of international units of TSH activity and of avoiding the re-introduction of biological units.

We should do what we can to discourage this conclusion, both by offering assistance for their domestic needs and by reacting firmly to irresponsible actions on the world scene.

We should spread the view that planning and national development are serious matters which call for effort as well as enthusiasm.

We should encourage the governments to develop their own technical assistance to communities, state and provincial governments, rural communities, and other smaller groups, making certain that no important segment of the economy is neglected.

We should first recognize our tendency to develop a hierarchy of values, locating brief treatment at the bottom and long-term intensive service at the top, instead of seeing the services as part of a continuum, each important in its own right.

We should expect that general phonologic theory should be as adequate for tone as for consonants and vowels, but it has not been.

We are abstracting from the fact of strikes here, but it should be obvious that the extent to which the public-limit price is raised by a given increase in the basic wage rate is also a function of the show of resistance put up by the industry.

We should say that we made our point with feeling the first time and little or no feeling the second time, but that it was the same point we were making.

We should think of it more as an act of justice than compassion ''.

We should not allow the image of an immanent end brought about indirectly by our own action in the continuing human struggle for a just endurable order of existence to blind us to the fact that in some measure accelerating the end of our lease may be one consequence among others of many other of mankind's thrusts toward we know not what future.

We should recall the number of movements for the service of mankind which arose from the kindred Evangelicalism of the British Isles and the Pietism of the Continent of Europe -- among them prison reform, anti-slavery measures, legislation for the alleviation of conditions of labour, the Inner Mission, and the Red Cross.

" You don't think she would have remembered this from the first time ", ' We should consult Absolem " and " your majesty ".

We show this by contradiction by making a program that creates a string that should only be able to be created by a longer program.

We should have never had a day off last Wednesday.

We should never have three days off after the season.

An early statement appeared in Discourse of the Common Wealth of this Realm of England, 1549: " We must always take heed that we buy no more from strangers than we sell them, for so should we impoverish ourselves and enrich them.

Attlee responded the next day in the debate on increased air estimates that Hitler's speech contained unfavourable references to the Soviet Union but that " We see here a chance to call a halt in the armaments race ... We do not think that our answer to Herr Hitler should be just rearmament.

We shall prove that Af.

We can now prove several lemmas.

We approach the proof of Theorem 2 by successively restricting the class of all formulas φ for which we need to prove " φ is either refutable or satisfiable ".

We seek to prove that there exist two irrational numbers and such that

Say instead we wish to prove proposition p. We can proceed by assuming " not p " ( i. e. that p is false ), and show that it leads to a logical contradiction.

We prove the inequality

We prove that there exists ( x, y, z ) such that

We will prove these things below ; let us first see an example of this proof in action.

We can prove the cancellation law easily using Euclid's lemma, which generally states that if an integer b divides a product rs ( where r and s are integers ), and b is relatively prime to r, then b must divide s. Indeed, the equation

In 1950, Time quoted Webb: " We don ’ t even try to prove that crime doesn ’ t pay ... sometimes it does " ( Dunning, 210 )

We can prove in a similar manner that the Kelvin statement implies the Clausius statement, and hence the two are equivalent.

We shall prove the five lemma by individually proving each of the 2 four lemmas.

We prove that if an increasing sequence is bounded above, then it is convergent and the limit is.

We wish to prove that they are all the same color.

We cannot use Russia's methods, as they only and at best prove that the economy of an agrarian nation can be leveled to the ground ; Russia's thoughts are not our thoughts.

Jim Capaldi used this hiatus to record a solo album, Oh How We Danced, which would prove to be the beginning of a long and successful solo career.

We shall therefore now consider only arguments that prove the theorem directly for any matrix using algebraic manipulations only ; these also have the benefit of working for matrices with entries in any commutative ring.

We prove that this is not true.

We need to prove that some time class TIME ( g ( n )) is strictly larger than some time class TIME ( f ( n )).

We prove that R ( r, s ) exists by finding an explicit bound for it.

We now prove the result for the general case of c colours.

We have given to us a conception A uniting among its constituent marks two that prove to be contradictory, say M and N ; and we can neither deny the unity nor reject one of the contradictory members.

We wish to prove 4T < sup > 2 </ sup >

We do not intend to prove otherwise.