User blog:Tungster24/Tungster's Repeated Extension (Tungsten Extension)

Note: Not done yet! I will expand this. Mods: If you decide to add to the wiki remove this part and the possibilities section.

Explanation
Tungster's Repeated Expansion or Tungsten Extension is a function repetition made by Tungster24 . It focuses on making a function grow by a simple systematic method.

Note
Stages are the stages of the function.

[Stage 1]
Say x is a number. You want to apply f(x) over and over again for y times. that would be: %[x,f(x),y]. It's usable with any function. so %[2,x^2,2] = 16.

You can appy a function in a function. This gives us Stage 2

[Stage 2]
Say you had %[x,f(x),%[x,f(x),y]]. Or maybe 3,4 or 5 TE's Inside another. That could be shortened with a fourth character that states the number of repeats. If no repeats then we write in Stage 1.

Example: %[2,x^2,%[2,x^2,2]] = %[2,x^2,2,2]

[Stage 3]
To expand the fourth function, we take a split. Since expanding the third is easy, say you had:

%[x,f(x),y,%[x,f(x),y,z]]

and you wanted to shorten it. You would add a fifth digit. That means:

&

%[2,x^2,2,%2,%[2,x^2,2,2]] = %[2,x^2,2,2,2]

[Stage 4 and beyond]
Not much to say. To create a loop of the last digit, you add another.

[Stage Beyond]
So now you say we have %[x,f(x),z,t,t,t,t,t] This too can be shortened via another type of parantheses.

With this in hand, %[x,f(x),z,t,t,t,t,t] becomes %[x,f(x),z,(5,t)]

Possibilities

 * Turning to be a very complex way of expanding numbers
 * Maybe getting too popular and being crippled by people.
 * The list can be further expanded.
 * If you find any expansions, comment them.