About this page
This page takes a simple rule and uses it to generate a pattern. The colour of each cell depends on the colours of the cells above it in a way determined by the rule.
The rule takes the form of one dimensional array of size \(2^n\), where \(n\) is the number of neighbouring cells that are taken into account. Each value in the rule corresponds to a different value of the bitmap.
For example if a cell considers its two immediate neighbours and itself then it considers three cells in total, and there will be \(2^3=8\) possible outcomes. The eight values in the rule will correspond to these values.
For Sierpinski's triangle try the pattern 01011010. 10000101 is also quite pretty.
Current pattern
Make a new pattern
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