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In chapter 217, CM2 Kimimaru creates an entire forest made out of bones with his Bracken Dance. As far as the eye can see from a point of view at least a dozen meters above ground level there was nothing but large bones. On top of this Kimimaru's bones are stated to be maximum density and as hard as steel. Which I believe would make it even more impressive.
Anyone has an idea how to calc this?
Maybe calculate the size of the average bone, count the amount of bones, and figure out how much energy to create one, then multiply by the amount of bones?
Edit: I also found this, saying that the number of bones can get as high as thousands to tens of thousands ( at least 20,000 ). And since Kimimaru was going all-out, I think it's fair to assume he generated the higher end.
Another edit: The size of the bones would be far greater than what's seen on screen, as they come from underground after Gaara buried Kimimaru with his Sand Burial, which would be 200 meters underground. Obviously Kimimaru was still in the process of being buried, so he was not yet at 200 meters depth. But still worth noting he was at least a few meters underground.
Anyone has an idea how to calc this?
Maybe calculate the size of the average bone, count the amount of bones, and figure out how much energy to create one, then multiply by the amount of bones?
Edit: I also found this, saying that the number of bones can get as high as thousands to tens of thousands ( at least 20,000 ). And since Kimimaru was going all-out, I think it's fair to assume he generated the higher end.
Another edit: The size of the bones would be far greater than what's seen on screen, as they come from underground after Gaara buried Kimimaru with his Sand Burial, which would be 200 meters underground. Obviously Kimimaru was still in the process of being buried, so he was not yet at 200 meters depth. But still worth noting he was at least a few meters underground.
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