- 6,268
- 4,049
The calc has Stolas' height at 3.3 meters, but that's based on non-canonical pilot episode. Sun's density link also doesn't work, and I doubt that the source was very reliable.
Most importanty, calc assumes that Stolas takes the full friction, but Moon would actually shield most if not all of the air resistance:
And this is how scene itself portrays it too by the way, because if Stolas experienced full air resistance, he would literally not be able to walk on the Moon, as Moon would fall far faster than Stolas does. This is why a book falls onto the Earth faster than a piece of paper does, but if you put paper onto the book, then they both fall at the same time. Also, when the Moon collapses, the star is beneath him rather than in front of him, so it further him being on the opposite side of Moon.
So, I don't think the calc can be used or that it is a feat in the first place.
Most importanty, calc assumes that Stolas takes the full friction, but Moon would actually shield most if not all of the air resistance:
And this is how scene itself portrays it too by the way, because if Stolas experienced full air resistance, he would literally not be able to walk on the Moon, as Moon would fall far faster than Stolas does. This is why a book falls onto the Earth faster than a piece of paper does, but if you put paper onto the book, then they both fall at the same time. Also, when the Moon collapses, the star is beneath him rather than in front of him, so it further him being on the opposite side of Moon.
So, I don't think the calc can be used or that it is a feat in the first place.
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