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In it, as in an earlier watershed string quartet, "Different Trains" (1988), Mr. Reich bases his melodies on recorded voices: here, those of Norad air traffic controllers and New York firefighters caught during the attacks; of friends and family members recalling being near the World Trade Center that morning; and of volunteers who sat with the remains, observing the Jewish ritual of shmira.
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But it shows us a dozen places where the rig's personnel could have stood their ground and didn't, right down to the moment a lifeboat pulls away from the flaming wreck and one of the characters who remains observes, "They left us".
But he remains bullish, observing that quality at the best foreign facilities can be much better than at the average American hospital, thanks to greater transparency and better information technology.
However, since ambiguity remains, by observing the relationship of the number of the overlapping on a neighboring border, the determination accuracy is improved.
Kenneth Clark, whose book on Leonardo, written in the nineteen-thirties, remains indispensable, observes that the range of his activities led him to write down his ideas, in his strange right-to-left script, and to annotate his drawings, beginning with simple pieces of machinery and ending with the world.
It remains to observe that [ f i 〉 belongs to C [ → Y 〉 1, but this has been shown in Corollary 7.6. □.
end{aligned}It only remains to observe that the right-hand side is bounded by that of (5.1), because of (5.2).
It remains to observe that (Vert (f_n)_+Vert _{L^infty }le {text {const}}Vert f_nVert _{L^infty }), see [53, 57] for details.
Thus (sigma ^*mathcal {C}) satisfies Definition 5.1 (ii), and to check (iii), it remains to observe that for any standard square (5.1) in (Delta X), (sigma (p_2 circ i)) is a perfect map.
It remains to observe that the resulting map from the top row to the bottom row of (2.8) factors through the object (Y leftarrow Y rightarrow Y) in (mathcal {C}^mathsf{V}), and this object is acyclic.
end{aligned}It remains to observe that (1.9.4) gives us desired estimates of the norms of (mathfrak {D}_xf) and (mathfrak {D}_yf) in the Haagerup tensor product (L^infty otimes _mathrm{h}L^infty ).
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