O RLY!? WATCH AS I TAKE THE SQUARE ROOT OF NEGATIVE i!!
takes sqrt
You amaze!
Takes $$-1^{\frac{1}{2}}$$
$$i$$ have $$i$$, too! N$$i$$ce!
11/2 is just 1...?
I WILL TAKE THE SQRT(-i)!
takes sqrt
Well, this is not what I expected.
Later:
Yeah, I'm leaving this whole "breaking code by sqrt" thing and trying to extend the complex numbers the same way that complex numbers were made in the 1st place.
Suddenly, a weird code glitching thing appears in the distance
Wait, what!?
Looks at the thing in the distance
@bluebaritone21! @coder_07! EVERYONE! WHAT IS THAT!?
He meant -1.
puts the sqrt back
Glitch is still there because me "taking" the sqrt was me evaluating it. Also glitch is getting closer.
squares it
I know it's may, and this is coding jokes, but...
$$\frac{\frac{\frac{\frac{\frac{\frac{\frac{\frac{\frac{\frac{\frac{\frac{\frac{ }{ }}{ }}{ }}{ }}{ }}{ }}{ }}{ }}{ }}{ }}{ }}{ }}{1}merry\ christmas$$
Glitch is still there and coming closer also the christmas tree picture was funny.
clears RAM
Glitch is still there and coming closer
Glitch is still getting closer
return ayham.responseto(tethrarxitet) === "Thanks!" // returns true
Glitch is even closer now, not even infinite sums and products can stop it
@cybersteve547 uses "Divide by zero" on @Glitch! It's not very effective.
Quick! Ready up the firewall!