deletions | additions       diff --git a/Triangular Structure.tex b/Triangular Structure.tex  index 3f4f06c..eea72ff 100644  --- a/Triangular Structure.tex  +++ b/Triangular Structure.tex 
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A $1$ in a box signifies a divisor. \\  the topmost diagonal line relates to divisible by $1$, hence all numbers have a $1$ in this line. \\  the shifting this line right by one relates to divisible by $2$, hence $2,4,8, \dotsc$ have a 1 in this line \\  There will exist no numbers that have a full vertical bar of $1$ greater than the number $2$. Upon searching for a cellular automata rule to generate this triangle it was observed that the rule must have a higher arity than binary.  If these rules exist. Then it will be easy to check primality but also the patterns the prime numbers take.  %Notice extension... divisible by zero... divisible by -1...   %Zeroo upwards  %-1 upawrds check....  %Floating random non triangle numbers.... meaning