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@ -124,7 +124,7 @@ Now we may start working with the [data](data.md), let's for example notice we c
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Here patterns start to show, for example the level one of the tree are all prime numbers. Also in this tree we can nicely find the [greatest common divisor](gcd.md) of two numbers as their closest common ancestor. Also if we go from low numbers to high numbers (1, 2, 3, ...) we see we go kind of in a zig-zag direction around the bottom-right diagonal -- what if we make a program that plots this path? Will we see something [interesting](interesting.md)? We could use this tree to encode numbers in an alternative way too, by indicating path to the number, for example *45 = {2,1,1}*. Would this be good for anything? If we write numbers like this, will some operations maybe become easier to perform? You can just keep diving down rabbit holes like this.
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Here patterns start to show, for example the level one of the tree are all prime numbers. Also in this tree we can nicely find the [greatest common divisor](gcd.md) of two numbers as their closest common ancestor. Also if we go from low numbers to high numbers (1, 2, 3, ...) we see we go kind of in a zig-zag direction around the bottom-right diagonal -- what if we make a program that plots this path? Will we see something [interesting](interesting.md)? We could use this tree to encode numbers in an alternative way too, by indicating path to the number, for example *45 = {2,1,1}*. Would this be good for anything? Would such a representation facilitate some operations? You can just keep diving down rabbit holes like this.
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## Numbers In Math
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