Pot-pourri Barnsley


This HTML page describes the different parameters you can find in the mde - Pot-pourri Barnsley formula. For further explanations or just suggestions, you may contact me at mdessur@hotmail.com.

I would also mention that English is not my first language. So, I would appreciate comments on how to better this text from that point of view. Thanks.


The formula

Pot-pourri Barnsley is a fantasy based on Barnsley formulas and my own Pair-impair. It follows the same principles as my previous Pot-pourri celtique and Pot-pourri Pokorny.

As a recall, the principle behind the Barnsley formulas in Fractint is the following:

In Pair-impair, the principle is similar: In this formula, the calculations I have taken are those of the original Barnsleys themselves instead of variations of some other formulas as in the previous pot-pourris. By using the Barnsley option of the Switch parameter, you have the behaviour of the original Barnsleys. By using the Odd-even one, the behaviour is now changed to follow the pair-impair philosophy.
 

Here are the specific parameters of the formula:
 
Formula This parameter let you choose between Barnsley 1, 2 and imaginaire. Barnsley 3 is not possible.
Choices Barnsley 1 (default), Barnsley 2, Barnsley im

 
Switch This parameter let you choose between applying Barnsley or Odd-Even
Choices Barnsley (default), Odd-Even
Comments If you choose Barnsley, the Odd-even parameters toolbox will not work. The opposite is also true.

 
Seed This is just a set of two numbers you may use to modify the formula in the Julia version. The meaning is purely mathematical.
Choices You may use any number.
Comments This number can be determined by using instead the Mandelbrot version and the switch mode.

 
Starting Point This is just a set of two numbers you may use to start the calculation in the Mandelbrot version. The meaning is purely mathematical.
Choices You may use any number.

 
Power A power can be apply to the formula. A power like the square, the cube, the square root, etc.
Choices You may use any number. 

This formula uses also the Coordinates Parameter Toolbox, the Barnsley Parameters Toolbox, the Odd-Even Parameters Toolbox, the Epsilon Range Parameter Toolbox and the Bailout Parameters Toolbox.