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Penguin Pablo's Picnic is a video game where the main character is a penguin living in Antarctica. The goal of the game is to help Pablo eat as many fish as possible, and points are scored for every fish he consumes. Some types of fish are worth more points than others.

Assuming scores are normally distributed, what $z$-score is needed to put a player in the $80\text{th}$ percentile for number of points scored?

A

$-0.84$

B

$-0.8$

C

$0.8$

D

$0.84$

E

$80$

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