GDT 10/8 NLDS Game 3: Get the brooms ready

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Just because: Kyle Wright was 0-4 with an 8.05 ERA on Sept. 8. Since then, he's gone 3-0 in 24.3 innings and only allowed 5 runs.
 
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

same
 
Just because: Kyle Wright was 0-4 with an 8.05 ERA on Sept. 8. Since then, he's gone 3-0 in 24.3 innings and only allowed 5 runs.

Been great recently, Dodgers are the real test but he's turned a corner. How much? We're gonna find out.
 
Turning the corner doesn't mean he is an Ace. He doesn't need to be an ace.

It does appear to mean he is a dependable pitcher who won't put them in a big hole. That has to be the hope for now. Maybe more later.
 
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