CFJ's The One I Cannot Kill [Game Ended]

[TemporalLich]

idek anymore

/in

hammer

[TemporalLich]

NaN

[TemporalLich]

2 to the power of 4 is 16

[TemporalLich]

RVS + LYLO = random math facts

[TemporalLich]

yeah I could see the breaking strategy from a mile away... I would have said "5" though

[TemporalLich]

I might need a lead rist

[TemporalLich]

the easy way out is for me to just put a wikipedia link inthread

[TemporalLich]

congrats enjoy your immunity... I hope to earth you're town

[TemporalLich]

copypasta from wikipedia:

Proof by unique factorization

An alternative proof uses the same approach with the fundamental theorem of arithmetic which says every integer greater than 1 has a unique factorization into powers of primes.

Assume that √2 is a rational number. Then there are integers a and b such that a is coprime to b and √2 = a/b. In other words, √2 can be written as an irreducible fraction.
The value of b cannot be 1 as there is no integer a the square of which is 2.
There must be a prime p which divides b and which does not divide a, otherwise the fraction would not be irreducible.
The square of a can be factored as the product of the primes into which a is factored but with each power doubled.
Therefore, by unique factorization the prime p which divides b, and also its square, cannot divide the square of a.
Therefore, the square of an irreducible fraction cannot be reduced to an integer.
Therefore, √2 cannot be a rational number.

This proof can be generalized to show that if an integer is not an exact kth power of another integer then its kth root is irrational. For a proof of the same result which does not rely on the fundamental theorem of arithmetic, see: quadratic irrational.

[TemporalLich]

because if town loses the earth loses one iota

[TemporalLich]

elements, claim your favorite color now

[TemporalLich]

one iota of what?

life

pink

An interesting choice. You may be town I guess.

[TemporalLich]

however pink is just red + white, and red is scum.... so drop hammer?

[TemporalLich]

I claim cyan btw

[TemporalLich]

VOTE: Elements

I hope this works...

[TemporalLich]

yey, this was fun