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Originally Posted by Levin571
does anyone know how many tetra's can be fit under one of the goal by any chance?
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Considering the goals (aside from the center one) are about 5'3" = 63"(.. that's almost as tall as I am! .. ugh, I feel short now) and each tetra is 2'4" = 28" ...
Let's say each tetra raises the stack about 3"?
And you need about 28" clearance left to fit the last tetra in ...
4? That doesn't sound right. 7ish-9ish?
I think I just fried my sleep-deprived brain.
(edit) Err, cross that out .. I mean around 4-6 maybe per stack.. maybe.. assuming each tetra raises each stack 3". I think. Someone check my math or logic or something, brain's not working well right now..
Assuming you can fit 4 perfect stacks of 4 inside the goal, that's 16.
I'd say go with stacking on top of the goal.. go for containing if you're having a lot of problems with designing the arm, but stacking will give you three times the amount of points you can get by containing .. and the possibility of making a row.