The One Above All (Marvel Comics) vs The Yin-Yang Brothers (Amalgam Comics)

[Bob74h]

Setting/Location: 1610 universe

Victory Conditions: Death of the opposing character

Motivation: In character

Circumstance:Fighting over whos the real god of the comic universe

Equipment: Standard Equipment

Knowledge: N/A

Continuity/Canon: Composited

Period/Saga/Era: Pre retcon yin-yang brothers while merged

Starting distance: 1000 meters

Rules: the above all is not referring to the celestial of the same name

The One above all

Yin Yang Brothers

[Beadle]

Well, feats are kinda hazy at this point, but the Pre-Retcon Brothers were basically each one of the post-Crisis DCU and the Marvel Universe.

So you’re talking about doubling up two guys who are each roughly on a par with TOAA.

Meaning it’s two infinities versus one infinity.

Which somehow is kinda sorta loosely meaningful in comics and in Rumbles, and thereby says the Bro’s probably win. But in any other language two infinities is the same as one infinity.

[Alan2099]

Well, feats are kinda hazy at this point, but the Pre-Retcon Brothers were basically each one of the post-Crisis DCU and the Marvel Universe.

So you’re talking about doubling up two guys who are each roughly on a par with TOAA.

Meaning it’s two infinities versus one infinity.

Which somehow is kinda sorta loosely meaningful in comics and in Rumbles, and thereby says the Bro’s probably win. But in any other language two infinities is the same as one infinity.

Makes sense in a very elementary school kinda way. "Yeah! Well my guy has infinite power times two!"

[The Drunkard Kid]

Well, feats are kinda hazy at this point, but the Pre-Retcon Brothers were basically each one of the post-Crisis DCU and the Marvel Universe.

So you’re talking about doubling up two guys who are each roughly on a par with TOAA.

Meaning it’s two infinities versus one infinity.

Which somehow is kinda sorta loosely meaningful in comics and in Rumbles, and thereby says the Bro’s probably win. But in any other language two infinities is the same as one infinity.

I mean, technically speaking, there are different sizes of infinities. Like, the set of all even intergers above zero is equal in size to the set of all odd intergers above zero, and both are lower the set of all intergers above zero. That said, I'm not sure whether or not that distinction is even relevant in this case.