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According to the CDC (Centers for Disease Control and Prevention), the average height for a male age 20 and older is $69.3\text{ inches}$.

Assuming these heights are normally distributed, what proportion of men in this age range have a height that puts them somewhere between $1.2$ standard deviations below the mean and $1.8$ standard deviations above the mean?

A

$0.151$

B

$0.815$

C

$0.849$

D

$0.964$

E

$0.997$

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