In free fall in a vacuum, we have...
d = 0.5 * g * tē = distance fallen in time t seconds under influence of gravity g = 32 ft / secē
so, for t = 12 sec.
d = 16 * 144 = 2304 ft
This is an upper limit on the height from which they fell. Effects like rolling, air drag, etc. will decrease this height but we don't have any data to calculate those effects. For something dense like rock, drag is probably a small effect; rolling, who knows?

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