1 != 0
No.12923707 ViewReplyOriginalReport
Quoted By: >>12923734 >>12923766 >>12923991 >>12924039 >>12924572
Man it's so hard to get over this shit.
Ok first of all we're going to use Hitomi's number even though it makes /sci/ seethe because they believe infinity can be properly interpreted by retard apes that they are.
Reasoning is simple 1 != 0. This is a simple axiom of identity. We just agree that identity exists and that 1 and 0 are unique objects to each other.
>The exact elements which we could waste time defining to define A define A, that such set of elements is not equivalent to B thus A != B
It's a good agreement to make, otherwise I'd confuse a cow with your mom, and might accidentally put my dick in a cow.
Now 1 is equal to the series of 1/2^n where n >= 1.
and we see 1/2 = the series 1/3^n where n >= 1.
...
ETC
Well simple substitutions. we get 1 = 1/n + 1/n + ...
as n -> inf
now lets use hitomi's number
1/h = 0 .
1 = 0 + 0 + 0 + 0 + ...
well we know 0 + 0 = 0
so then1 = 0. right?
WRONG.
1 = 1.
which is true.
0 * h = 1.
prove me wrong. I dare you to say 1 = 0.
pic unrelated
Ok first of all we're going to use Hitomi's number even though it makes /sci/ seethe because they believe infinity can be properly interpreted by retard apes that they are.
Reasoning is simple 1 != 0. This is a simple axiom of identity. We just agree that identity exists and that 1 and 0 are unique objects to each other.
>The exact elements which we could waste time defining to define A define A, that such set of elements is not equivalent to B thus A != B
It's a good agreement to make, otherwise I'd confuse a cow with your mom, and might accidentally put my dick in a cow.
Now 1 is equal to the series of 1/2^n where n >= 1.
and we see 1/2 = the series 1/3^n where n >= 1.
...
ETC
Well simple substitutions. we get 1 = 1/n + 1/n + ...
as n -> inf
now lets use hitomi's number
1/h = 0 .
1 = 0 + 0 + 0 + 0 + ...
well we know 0 + 0 = 0
so then1 = 0. right?
WRONG.
1 = 1.
which is true.
0 * h = 1.
prove me wrong. I dare you to say 1 = 0.
pic unrelated
