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~30 min

@Algebraic!, how did you get that? ;P

math&stuff

That's not a valid explanation! ;O

where's my cookie?

Roughly 30.275 mins.

idk differential equations, but i can try setting up one :p

flowrate outside = \(\pi (1/2)^2\sqrt{2gh} \) cubic inch per sec

I meant:
\[
\frac{v}{f_\text{rate}}
\]... oops.

still waiting...