## FANDOM

10,821 Pages

This time, I introduce the LEVEL.

## New Rules

Let $\#$ represent rest of array. (There MUST be a rest of array)

Let a, b, and c be COUNTING NUMBERS.

Rules:

• $a(1)\{0\} = a$ (The number inside the parentheses is the LEVEL.)
• $a(c)\{\#, 0\} = a(c)\{\#\}$
• $a(c)\{\underbrace{0, 0, \cdots, 0}_{\text{n}}, b, \#\} = a(c)\{\underbrace{a, a, \cdots, a}_{\text{n}}, b-1, \#\}$
• $a(c + 1)\{0\} = a(c)\{\underbrace{a, a, \cdots, a}_{a}\}$
• $a(c)\{b, \#\} = a\uparrow^ca(c)\{b-1, \#\}$

The LEVEL was actually a representation of the number of braces like so:

• $3\{\{3\}\} = 3(2)\{3\}$

## Numbers

### Bal Series

I exclude the Cannibal and the Unibal for now.

$\text{Bibal} = 2(2)\{0\}$

$\text{Tribal} = 3(2)\{0\}$ (just a coincidence here)

$\text{Quadribal} = 4(2)\{0\}$

$\text{Decabal} = 10(2)\{0\}$

$\text{King Bal} = 2218(2)\{0\}$

$\text{Balgong} = 100000(2)\{0\}$

### Superbal Series

$\text{Superbibal} = 2(2)\{0\} = \text{Bibal}$

$\text{Supertribal} = 3(3)\{0\}$

$\text{Superquadribal} = 4(4)\{0\}$

$\text{Superdecabal} = 10(10)\{0\}$

$\text{Superior Bal} = 2218(2218)\{0\}$

$\text{Superbalgong} = 100000(100000)\{0\}$

### Blex Series

$\text{Biblex} = \text{Bibal}(\text{Bibal})\{0\}$

$\text{Triblex} = \text{Tribal}(\text{Tribal})\{0\}$ (awww it's not a word anymore)

$\text{Quadriblex} = \text{Quadribal}(\text{Quadribal})\{0\}$

$\text{Decablex} = \text{Decabal}(\text{Decabal})\{0\}$

$\text{King Blex} = \text{King Bal}(\text{King Bal})\{0\}$

$\text{Blexigong} = \text{Balgong}(\text{Balgong})\{0\}$

### Dublex Series

$\text{Bidublex} = \text{Biblex}(\text{Biblex})\{0\}$

$\text{Tridublex} = \text{Triblex}(\text{Triblex})\{0\}$

$\text{Quadridublex} = \text{Quadriblex}(\text{Quadriblex})\{0\}$

$\text{Decadublex} = \text{Decablex}(\text{Decablex})\{0\}$

$\text{King Dublex} = \text{King Blex}(\text{King Blex})\{0\}$

$\text{Dublexigong} = \text{Blexigong}(\text{Blexigong})\{0\}$

and so on...

## Next Part?

You might have noticed that I enclosed the LEVEL inside parentheses. It's because I'm also going to turn it into an array! But that will be in Part 3. :)