Sentence examples for 1 wr from inspiring English sources

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Other notable signees included Rivals.com's No. 1 WR Ronald Johnson and 5-star OL Kristofer O'Dowd.

A major storyline for UGA this Saturday night will be the play of Malcolm Mitchell, who emerged as the No. 1 WR as a freshman last season, but was moved to CB (where he was originally recruited) to supplement the abundance of suspensions in the secondary early this season.

When IA/ IR = 1, wR = 17 nm, and rA = 50 nm, the power of illumination from the aperture rim accounts for 43% of the net illumination power.

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Ian Poulter (Age: 34, WR: 8) Finished 11th here in 2005 and was disgusted to do so after so many missed chances.

Paul Casey (Age: 32, WR: 10) Links golf continues to baffle England's biggest talent and his best chance of winning a major obviously lies elsewhere.

end{aligned}It follows that (varphi _omega ^{(1)} : G_0 longrightarrow G_0 wr S_2) induces a homomorphism begin{aligned} psi _omega ^{(n)}, :, left{ begin{array}{ll} G_{omega,n}, &longrightarrow, G_{omega, n-1} wr S_2 gN_{omega,n}, &longmapsto, left( left( (varphi _{omega _n}(g))_x N_{omega, n-1} right) _{x in X}, tau _g^{(1)} right) end{array}right.

In the situation of the previous lemma, for all (n ge 1), we have begin{aligned} N_n, =, varphi _1^{-1}left( N_{n-1}^dright) end{aligned}so that (varphi _1 : G_0 longrightarrow G_0 wr S_d) induces a homomorphism begin{aligned} psi _n, :, left{ begin{array}{ll} G_n, &longrightarrow, G_{n-1} wr S_d gN_n, &longmapsto, left( left( varphi _1(g)_x N_{n-1} right) _{x in X}, tau _g^{(1)} right).

Fig. 4 WR preparation phase overview.

Air entraining DARAVAIR 1000 WR Grace Air entraining Daraset 400 WR Grace Accelerator Eucon 1037 Euclid Chemicals co.

Hence the homomorphism ( varphi _1^mathrm{un}, :, G_0^mathrm{un}longrightarrow G_0^mathrm{un}wr S_d) induces a homomorphism (varphi _1 : G_0 longrightarrow G_0 wr S_d).

end{aligned}We have natural homomorphisms begin{aligned} pi _omega, :, G_0,&longrightarrow, G_omega, widehat{pi }_omega = widehat{pi }_{omega,1}, :, G_0 wr S_2,&longrightarrow, G_{sigma (omega )} wr S_2, widehat{pi }_{omega,n}, :, G_0 wr ^n S_2,&longrightarrow, G_{sigma ^n omega )} wr ^n S_2.

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