No Title

[yv3]

This is my personal approach to implement the Collatz conjecture into a mandelbrot fractal .

Code:

	
void yFractal::GetFractalColor64() 
{
	static double	x, y, prev_x, prev_y;
	static int		n, i;

	prev_x=m_CustomRange4;
	prev_y=0.0;

	for(n=0; n<m_Iterations; n++)
	{
		x=m_StartX + (prev_x*prev_x*1.0) - (prev_y*prev_y*1.0);
		y=m_StartY + (prev_x*prev_y*2.0);

		i=int(x*y);

		if(i%2==0)
		{
			if(m_CustomRange2!=0.0)
			{
				x=x/m_CustomRange2;
				y=y/m_CustomRange2;
			}
		}
		else
		{
			x*=m_CustomRange3;
			x+=m_CustomRange1;
			y*=m_CustomRange3;
			y+=m_CustomRange1;
		}

		if((x*x)+(y*y) < m_Magnitude )
		{
			prev_x=x;
			prev_y=y;
		}
		else 
		{
			m_C=int( float(n) * m_ColorPerIteration ); // Return color index from range 0 to (m_NumColors-1)
			return;
		}
	}

	m_C=0;
}

Made with yFract.