English: High resolution bifurcation (orbit) map for the Logistic Equation (the iterative logistic equation). Resolution of actual map (not including axes area) is 2000X3000 pixels. Algorithm is this: For each r pixel column, use super-sampling of 5 or more values -- thus, if each pixel column in r is 0.0001 units wide, break this into 0.00002 units and run the following for each value: for each sub-sample of any given pixel column, choose a unique starting value for x -- so if 5 super-samples as given before, each one will have a unique starting x value. iterate for ~2000 cycles, discarding the results as this is is heavily affected by the transient solutions. After 2000 iterations, start keeping the results as follows: if a result lands in an (x,r) pixel, increment pixel value by 1. Clip the maximum pixel-value to 100000 or so (test for best looking results). After all super-samples for a given pixel column are complete, divide all values in the pixel column by the maximum in that column (can be less than the clip-value set). This is the algorithm, contact me for any questions.