A new type of escape time fractal created by calculating the result of iterating Z^2+C n times at a given point and using the result as the given parameters for that pixel on the screen. This animation shows a smooth interpolation between each iteration ranging from 0-5 iterations. Iterations exceeding a certain point (10 or more) will begin to lose accuracy while in the process of interpolation and therefore lose quality. When at high iterations, the mandelwarp set's shape begins to once again converge on the shape of the mandelbrot set, though the actual mandelbrot set that has been distorted to that degree will still be there, meaning that upon zooming in you will see many completely unique patterns. The actual mandelbrot set that is being calculated within this distorted plane has 100 iterations and the resolution is 480 by 360 pixels, the standard stage size for scratch.
