An interesting approach to rotations! Normally people will use trigonometry to rotate each point on a field, but with complex numbers, we can Algebraicly rotate a bunch of points around an origin at once! Just create a 2D vector representing the rotation you want to achieve. [cos(angle), sin(angle)]. This is pretty standard. Then turn this into a complex number. (cos(angle) + sin(angle) * I) You then multiply every point in the field by this one number, and it will rotate it! It is extremely efficient, and there can't be any explosions. It is also much easier computationally, meaning you can rotate more points in a single frame than the conventional method. Note that when multiplying complex numbers, you have to follow the complex numbers multiplication rules. You cant just treat it like a vector when multiplying.
