-= Input file for Bifurcation Fractal Plotter. Do not rename it and do not delete/insert lines=-
-= Please save a backup copy of this file in case of something do wrong with it! =-
You can write unlimited notes here, input file starts after an empty line.
Applicable from v6.0

0	0: Normal mode, 1: Zoom mode
1	Coloring (0: gray, 1: blue)
1	Color distribution (-1: hyperbolic, 0: linear, 1: logarithmic, 2: mixed)
0.03	Saturation/reveal to linear/hyperbolic coloring (0..0.1(..1))

300	Image width  [pixels]
450	Image height [pixels]
300	Iterations per pixel per parameter step (5..300, and use more when zooming)_

50	Trials to change attractor (20..500, for multiple attractor fractals, use less when iterations is low)

2	Minimum of parameter (=r) range on parameter-axis
4	Maximum of parameter (=r) range on parameter-axis

0	Minimum value (=x) for plot on value-axis
1	Maximum value (=x) for plot on value-axis

1	Scaling on parameter-axis (0:lin., 1:log, 2:log(log), 3:inv.log, 4: inv.log(log)) 
1	Ignore first 1% of iterations (0: do not ignore, 1: ignore)

0.1	Coupling factor for coupled systems (0..0.5)
0.0	Amplitude of parameter perturbation (0..0.5(..))
0.1	Frequency of parameter perturbation (0..1(..))
0	Swap actual parameter (r) and 1: coupling factor, 2: Amplitude, 3: Freq., 0: do not mix up

1  	Actual part number of calculation (for multicore computing, set to 0 for default use, max. 20)
1	Total parts number of calculation (number of processor cores use to calc., max. 20)
	 (When all parts finished please restart the program to merge parts to picture)

0	Type of fractal:
	 0: logistic map with parabola (r: -2..4, x: 0..1)
	-1: delayed logistic map (r: 1.99..2.271, x: 0..1)
	-2: delayed averaged log. map (r: 3.8..4.617, x: -0.83..1.165)
	-3: delayed geom. avg log. map (r: 3.68..4.828, x: -1.215..1.22)
	-4: delayed 9/1 avg log. map (r: 3.5..4.12287, x: 0.373..0.95)
-----------------------------------------------------------------------
	-5: BOUNCING BALL ON TWIN-SLOPES, initial values:
60	a = slopes angle [deg] (0.00001..89.99999)
0	z = velocity^2 perpendicular to slope (approx. 0..1)
0.2	u = velocity parallel with slope (approx. 0..3(..1))
0	0: use fixed z or u, 1: use fixed angle of initial velocity to slope
2	Plotted quantity when bounce (1: z, 2: u ; values (x) approx. -1..1)
z	Stepped parameter (a, z, u ; see parameter (r) ranges above)
-----------------------------------------------------------------------
	 1: circle   (r: 0..0.1, x: 0..1)
	 2: hyperbola   (r: 0..8.4721, x: 0..1)
	 3: 4rd order parabola   (r: 0..16, x: 0..1)
	 4: r*sin(x)   (r: 2..16, x: -14..14)
	 5: sin(pi*x)+r   (r: 0..2, x: -1..3)
	 6: r*x*(1-x^2)   (r: 1..3, x: -1.2..1.2)
	 7: r*x^3*(1-x)   (r: 6.73..8.9 x: 0.45..0.945)
	 8: r*(1-(2*x-1)^4)   (r: 0.1..1, x: 0..1)
	 9: r*(1-2*abs(x-0.5))   (r: 0.5..1, x: 0..1)
	10: x*exp(r*(1-x))   (r: 2..7.4(..5), x: 0..70(..5))
	11: x<0.5: r*x, else r*(1-x)   (r: 1..2, x: 0..1)
	12: x<1: 2*x, else 2*x^(1-r)   (r: 0..200(..20), x: 0..2)
   -----------------------------------------------------------------
	13: DOUBLE PENDULUM, initial values and settings:
1	m1 = upper mass
1	m2 = lower mass
1	L1 = upper length
1	L2 = lower length
0	theta1 = upper deflection [deg]
160	theta2 = lower deflection [deg]
1E-4	dt = time resolution (3E-5..3E-4, recommendation will be printed to screen)
	(indicative value, actual dt is adaptive, lower is better but slower)
3	rendering criterion (1..11, 1:theta1=0 2:theta2=0 3:w1=0 4:w2=0 5:B1=0 6:B2=0 7:theta1=theta2 8:w1=w2 9:B1=B2 10:vx of m2=0 11:vy of m2=0)
2	Plotted quantity (1..10, 1:theta1 2:theta2 3:w1 4:w2 5:B1 6:B2 7:theta2-theta1 8:w2-w1 9:B2-B1 10:time)
6	Stepped parameter (1:m1 2:m2 3:L1 4:L2 5:theta1 6:theta2 ; values of thetas will be -pi..pi !)
1E-9	dHoAVG_target: average energy instability during motion (1E-15..1E-9, recommendation will be printed to screen, lower is better but slower)
   -----------------------------------------------------------------
***********************************************************************
	14: STANDARD MAP, initial values and settings:
1.2	k = constant (0..10)
0	p initial (0..2*pi)
3.14	q initial (0..2*pi)
k	Stepped parameter (k, p, q ; see parameter (r) ranges above)
p	Plotted quantity (p, q ; see value (x) ranges above)
***********************************************************************
   -----------------------------------------------------------------
	-6: delayed "abs()" log. map (r: 1.3..1.645, x: -1.2..1.2)
	-7: delayed causal log. map (r: 1.3..1.65, x: -1.2..1.5)
	-8: delayed causal avg. log. map (r: 2.7..3.7, x: 0..1)
	-9: delayed causal avg. szimm. log. map (r: 2..4.875, x: 0.1..1.6)
   -----------------------------------------------------------------
	-10: coupled log. maps (r: 0..4, x: 0..1)
***********************************************************************
        -11: HENON MAP (r: 0..1.5, x: -1.5..1.5)
0.3	b parameter (eg. 0.3)
***********************************************************************
	15: Coupled standard maps (parameters are in 14's section and in coupling section)