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Similar to Gee's argument, we found that modeling Surge's motion through the placement of impulses along their predicted paths allowed specific aspects of the players' interpreted experience to be interrogated and used for problem solving in ways that led from concreteness to abstraction.
In agreement with this argument we found an increased respiratory rate with disease severity in combination with comparable tidal volumes between BPD and healthy infants.
In support of this argument we found that MitoQ suppressed β-catenin translocation to the nucleus.
In further support of this argument, we found that receiving strong support from family, friends and neighbours were negatively associated with persistent pain.
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Repeating the above argument, we find that, for (3.15).
By a similar argument, we find that Γ has compact values.
Here a perennial interpretive question arises: how should we construe the argument we find in §26, together with material from §24, which is sometimes designated as the second step of the B-Deduction?
Following the previous argument, we find that u is a positive solution of (1.1) and (u=u xi,t)) converges pointwise to a (u_{infty}(xi)) as (t to+ infty), and (u_{infty}(xi)) is a positive solution of (2.9).
Repeating this argument, we find that h bigl( F_{xy} bigl( phi bigl( c^{r-1}s_{0} bigr) bigr) bigr) =h bigl( F_{Tx,Ty} bigl( phi bigl( c^{r-1}s_{0} bigr) bigr) bigr) leqpsi bigl( h bigl( F_{xy} bigl( phi bigl( c^{r-2}s_{0} bigr) bigr) bigr) bigr), where we have used (F_{xy} ( phi ( c^{r-2}s_{0} ) ) >0) by (17).
If k >0 and j >0 then since x is normal with a unique parent, it follows that v k - 1 = w j - 1. Repeating the argument we find that either there is an i such that v = w i or else there is an i such that w = v i.
In support of these arguments, we found more strongly expressed neural activity in the M170 interval in response to inverted unfamiliar than to inverted familiar faces.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com