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.
Here are the parameters for this formula:
Flavour | This is a choice of possible behaviours for the colouring method |
Choices | 1st (default), 2nd, 3rd, 4th, 5th, 6th |
Comments | 1st corresponds to the cartesian default in Mark's original formula. 6th corresponds to his polar default. The other ones are mine. |
Horizontal Frequency | This parameter has a mathematical meaning. |
Choices | Any number is OK. Default is 10. |
Comments | With the parameter and the next one, you can get shapes that are rectangular
instead of square.
It has an effect on the real part of Z (horizontal axis). |
Horizontal Amplitude | This parameter has a mathematical meaning. |
Choices | Any number is OK. The default is 0.5. |
Comments | With the parameter and the previous one, you can get shapes that are
rectangular instead of square. This one has also some impacts on colour
density.
It has an effect on the real part of Z (horizontal axis). |
Vertical Frequency | This parameter has a mathematical meaning. |
Choices | Any number is OK. Default is 10. |
Comments | With the parameter and the next one, you can get shapes that are rectangular
instead of square.
It has an effect on the imaginary part of Z (vertical axis). |
Vertical Amplitude | This parameter has a mathematical meaning. |
Choices | Any number is OK. The default is 0.5. |
Comments | With the parameter and the previous one, you can get shapes that are
rectangular instead of square. This one has also some impacts on colour
density.
It has an effect on the imaginary part of Z (vertical axis). |
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. |
Offset | This is just a set of two numbers you may use to start the calculation. Its meaning is purely mathematical. |
Choices | You may use any number. |
First, Second, Third Function | This is a choice of functions used in the flavours. |
Choices | All the standard functions you may use in UF parameters. Default is ident for the first two ones and tan for the third one. |
Comments | This is the way these functions are handled in the flavours that makes
the difference among them.
Flavour 1st to 5th use the three functions. Flavour 6th uses only the first two ones. |
It also uses the Coordinates
Parameter Toolbox, the Barnsley
Parameters Toolbox, the Odd-Even
Type Parameters Toolbox, the Epsilon
Range Parameter Toolbox, the Bailout
Parameters Toolbox and the Function
Application (new) Toolbox..