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More and more, his heart pounds like a drum, drowning out all sound in the forest, just like the thought screaming in his head louder than anything else. The instant he turns to look in the voice's direction, he finds a crossbow bolt embedded deep into the soil, a mere inch from his feet.
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This is not the case of the Schwarz Group's main companies, Lidl and Kaufland, which are rival food retailers. I don't want to die here," he finally croaks, unable to stifle the pain, realizing the dire situation he's facing. Operator Schwarz has demonstrated a remarkable aptitude for inflicting physical casualties with precision on enemies at close range.KG is a food production company specialising in the manufacture of own-brand goods for the supermarket chains Lidl and Kaufland. The business mainly services organisations owned by the Schwarz Group, though they also take on contracts from third-party clients.
schwarz translation in English | German-English dictionary schwarz translation in English | German-English dictionary
She's reminded of when she'd just joined Rhodes Island, on the heels of a clash with certain others after having almost killed a target. You must have been thinking that with such a terrifying accident, the children weren't likely to be alive, so you gave up on any rescue, and let them die on their own.He strains to look up, and the woman who gives him so much cause for fear is standing upon a thick tree trunk, the shade covering most of her face, leaving only a mouth pressed into a straight line. u ‖ := ⟨ u , u ⟩ , {\displaystyle \|\mathbf {u} \|:={\sqrt {\langle \mathbf {u} ,\mathbf {u} \rangle }},} where ⟨ u , u ⟩ {\displaystyle \langle \mathbf {u} ,\mathbf {u} \rangle } is always a non-negative real number (even if the inner product is complex-valued). i = 1 n u i ) 2 ∑ i = 1 n v i ≤ ∑ i = 1 n u i 2 v i or equivalently, ( u 1 + u 2 + ⋯ + u n ) 2 v 1 + v 2 + ⋯ + v n ≤ u 1 2 v 1 + u 2 2 v 2 + ⋯ + u n 2 v n . With the Dieter Schwarz Foundation, the company supports education primarily in Dieter Schwarz's hometown Heilbronn. The corresponding inequality for integrals was published by ViktorBunyakovsky( 1859) [2] and HermannSchwarz( 1888).