User blog:GamesFan2000/HNEAN (Part 4: Layered Arrays 2, Planar, Dimensional, and beyond)

Quicker than a bullet, I've returned to further expand our layered arrays in HNEAN. So hang tight, it will blow your socks off!

Layered Arrays Within Layered Arrays
{3{3{1}3}3} is our next logical place to go. It really isn't too hard to understand, the layered array within the separator is solved the same way, and the answer determines how long the separator array is and the entry value of the array, as well as how long the chain is and the length and entry value of the surrounding arrays. Not too difficult to figure out. You can repeat this many times, and you can chain within the separator.

Planar Arrays
{33} is the next array we will go over. Take {3, 3, 3}, solve it, and the answer will be used as the length of the chain, how many layered arrays are within each separator, how long the chains within each separator is, and the length and entry value of the separator and surrounder arrays. Oh, and one more thing: now the determiner array has its own determiner array. So {33}'s main determiner array is a {3, 3} length array of threes. {33} has you solve {3, 3} then use that answer to make an array of {3, 3}'s to get the determiner.

Dimensional Arrays
{33} literally does the same thing to planar arrays as planar arrays do to layered arrays. However, the determiner arrays now have their size decided by layered arrays, where the separators are actually affected as well as the surrounding numbers.

Beyond Dimensional Arrays
{33} replaces the layered arrays that determined the determiner with planar arrays. The pattern continues all the way through the higher-level tier 2 arrays. So I don't think I need to explain this further. Up next are the -tational arrays.