Question about Flash's Metabolism

So he has an increased metabolism and healing affect. He is eating constantly. How often and where does he go to the restroom? Think about it. If he has to eat at increased rate, that means the waste needs to come at an increased rate as well. Take Jay Garrick for example in Batman: TBatB. In one episode, Jay was constantly rushing to the bathroom during a party. So how do the younger Flashs solve this problem?

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

2 Likes

My theory, skin tight, absorbent diapers.

2 Likes

It goes to the speed force

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That would be a good explanation. But where does the speed force take it?

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Heat generated from the Speed Force probably vaporizes, wait…why am I talking about this? Oh yeah, I’m a nerd.

Anyway, Speed Force heat.

thinks that Speed Force Heat would’ve been a good USA Up All Night movie

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The speed force stores it until the Flash is ready to vibrate it out of his body and fling it at perceived threats.

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Like some creepy super powered monkey

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I bet that’s one of the reasons Connor Kent hates monkeys.

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Monkeys know what they did. They. Know.

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Conner better not hate The Monkees though. Davy Jones was a sing-song delight.

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Maybe a speedster’s body just uses everything and doesn’t have any waste? And then maybe since Jay Garrick is older, his body is becoming less efficient. Or it could just be an excuse to get away from the party.

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Tornadosoup is partially correct. Speedsters, as with everything else, can go to the restroom at lightning speed. So it only takes less than a split second. And also with that knowledge why put it in a comic book.

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The obvious answer is that Jay is not anywhere near as fast as Barry or Wally. So he leaves for a minute to go to the bathroom, slow. Where others can do it faster than the human eye could see you leave the room so nobody ever sees it happen

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I don’t think a person’s hands can be washed that quickly. Shivers

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Maybe a Speedster’s digestive system works so quickly that food burns up during the process and doesn’t leave much of a waste product behind. This would also explain why they can eat way more food than is possible for a human stomach to contain all at once.

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Maybe he leaves pellets everywhere like a rabbit

:rabbit2:…

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