Possible Superpower Tournament

To be fair 7 is already a pretty impressive number for one of these

good luck buddy
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I might change my ability
how are these fights gonna play out btw

If am truly gonna run that gamble ability then I must list out all possible abilities in my deck

wdym what? it’s 2v2 not 1v1

i’ll announce the teams then the players will vote on the map that they’ll play on per fight. after this, i’ll set up a post for each 2v2 match and there’s a poll below that determines who wins. the people in the fight can respond to the post to tell their strategy and what they’ll do.

Dwag
This will truly be a 1/120 chance

is this types of attacks or number of attacks?

could post in the forum curses server maybe

i guess, but it’s not forum curses themed at all

type

according to my google doc here’s the players



I mean do we not have mana or energy?

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Yes, but with functionally infinite ammo (I always just so happen to have 1 more bullet)

And I also meant I have the ability to consciously manipulate luck, along with just being incredibly lucky (ex, I wish for a voidwalker to appear and they do)

is round 1 free for all? If so, i’ll just hide until there is only 1 enemy left.

Also, I could just prepare myself since I can see who will win and who will not.

energy dissipation would be too overpowered, no?
(when considering that energy is what composes all of the universe, including matter)

Since we’re all in the same tier of power (ignoring superpowers that alter them). I’m going with Taskmaster’s ability as my superpower.
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Has this started yet? For my weapons it can just be a knife and pistol.

I summon the cubes of silly nilly to assist me…

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In geometry, a cube is a three-dimensional solid object bounded by six square faces. It has twelve edges and eight vertices. It can be represented as a rectangular cuboid with six square faces, or a parallelepiped with equal edges.

no, it’s 2v2, you win if your enemy dies

did you know in geometry, a cube is a three-dimensional solid object bounded by six square faces. It has twelve edges and eight vertices. It can be represented as a rectangular cuboid with six square faces, or a parallelepiped with equal edges.

no lmao

Vectors.

angles.

90 degree.

it’s all making sense now.

Archen… arch… 90… 90hailor? hail… tetra? 90tetrahailor… skibidi cube??? yes. yes…

the pixels speak to me.