Today is April 30th 2025. Complexity!.js is finished, Complexity: Forever is in the works! If you don't know what are complex numbers, what are you doing here? Well, just knowing i^2 = 1 and basic trigonometry will do. (I hope)
Complexity uses Rawify's code and ClickerTale_2's coding help to allow Complex Numbers on TurboWarp. Just write the numbers and it'll do the math!
The classic. The definitive. The basic, yet complex. Plannig on writing a doc for this, maybe.
Whenever you don't know what's a block supposed to do, first try to read it. But there are some blocks that NEED explanation: The root block finds a root. (3)root(64)=4. But now, with complex numbers. The Magnitude_of(x) block is the absolute value of x. Mag(x)^2 = Re(x)^2 + Im(x)^2 The Sign_of(x) normalizes x: Sign(x)*Mag(x)=x The e(x) block is for the natural exponent. For -1, try e(6.28318530718i). e(1)=Math.E The ln(x) block is for the natural logarithm. The (x)pi block multiplies x with pi. For a full turn, try (2i)pi. (1)pi = ()pi = Math.PI
If you wanna help, join the discord server! [we need a LOT of help] It's at https://discord.gg/JZUZxHpF