In the late 1970s and early 80s, mathematicians and computer engineers made a remarkable discovery.  An entirely new universe of pure mathematics. 
Not a computer glitch. Not human design. Not a fluke of nature. Not anything that could be explained by chance. But an infinite series of stunning fractal patterns and designs that came from computer calculations of a very simple equation. 
 Z squared plus C. 
Plugging in different variables for Z, then substituting each answer back into the equation, the computers plotted out each answer on a graph. The results? Never-before scenes of breathtaking, complex designs, running on infinitely on different scales. 
And as our guest on this episode of Good Heavens! argues, these patterns and designs ultimately come from the mind of God, reflecting His infinite glory. There can be no mathematics without God. 
"Great are the works of the Lord, they are studied by all who delight in them" the psalmist proclaims (Psalm 111:2).  
An infinite universe of complexity, wonder, and amazing design await you! So come and see what the fractals of the Mandelbrot Set have to tell us about the God of the Bible, the Lord Jesus Christ.
For more on Dr. Lisle's work: 
https://biblicalscienceinstitute.com/dr-lisle/
Fractals - The Secret Code of Creation: 
https://biblicalscienceinstitute.com/product/fractals/
See also this Good Heavens! program on YouTube:
https://youtu.be/_dACmhvSsTo

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