User:Jiawheinalt/Sandbox

=\(Jiawheinalt\)\(↻\) =

Number 1-10 text with circles
①―②―③―④―⑤―⑥―⑦―⑧―⑨―⑩ more on http://www.nichiryo.com/product/dispenser/pdf/d08_chart01.pdf.

\(strcat({'\downarrow '}, cellstr(num2str(C)))\)

Bentley's Number Code(original):
$ \sum^{10}_{i = 1}10\uparrow\uparrow i = 10+10^{10}+10^{10^{10}}+10^{10^{10^{10}}}+...+10^{10^{10^{10^{10^{10^{10^{10^{10^{10}}}}}}}}} $ Can be formatted in mathjax.org

Now, Code on the page:
\(\sum^{10}_{i = 1}10\uparrow\uparrow i = 10+10^{10}+10^{10^{10}}+10^{10^{10^{10}}}+...+10^{10^{10^{10^{10^{10^{10^{10^{10^{10}}}}}}}}}\).

Image version Go.



Page sources from: http://www.artofproblemsolving.com/Forum/blog.php?b=24463&sst=10 The number is \(\sum^{10}_{i = 1}10 = \sum^{10}_{i = 1}10\uparrow\uparrow i = 10+10^{10}+10^{10^{10}}+10^{10^{10^{10}}}+...+10^{10^{10^{10^{10^{10^{10^{10^{10^{10}}}}}}}}}\).

Bentley did not made this number, it just happen that the 10 counters had encountered with him. And the story could be fiction.

Text arrows
Though is only right and left. <-- -->   Merged, <->. My own idea. Math jax text arrow: \( <---          ---> \)

MathJaxarrows
Mathjax requires us to put \( in the start and \) in the end.

\(\leftarrow \uparrow \downarrow \rightarrow\)

Code(u can copy and paste.): \(\leftarrow \uparrow \downarrow \rightarrow\)

Individual:
Left: \(\leftarrow\)

Up: \(\uparrow\)

Down: \(\downarrow\)

Right: \(\rightarrow\) Now, Arrow in LaTeX. Using  $$ and  $$, that will be an image instead.

$$\leftarrow$$ $$\uparrow$$ $$\downarrow$$ $$\rightarrow$$, Code:

$$\leftarrow$$ $$\uparrow$$ $$\downarrow$$ $$\rightarrow$$

Merged:

$$\leftarrow\uparrow\downarrow\rightarrow$$,

$$\leftarrow\uparrow\downarrow\rightarrow$$

A tip about math Jax ([the only related thing to 'Arrows' is  Math jax'.)]
(OTHER MEANING! -> To brackets to this sentence. (([ ]) between! and {},beetween these 2 is []. So and [] beetween! is 1, [] is 2 and {} is 3, so ([]) is 1.5. [] is 2 becos it is beetween is 1 and {} is 3. ({}) is [] (in other way).)

Do you notice that when you put math jax [and leave one space in between text/(es)?]

When you type

\(Textytext)\ OR \(Texty text\)

The result will be \(Texty text\), no spaces or (got 1 space shown during editing).

But when you type

\(Texty text\)

The result will be \(Texty   text\), got 1 space because there is 2 space shown during editing.

Typing arrow keys
The arrow keys can be copied from the text: ↑ ↓ → ←, or copying from the math arrows. But now, if you want to type it with keyboard, here are the codes to Alt it. Num!

First, you turn on the Num key., Second, hold the Alt key. Third, (while holding) Press the following (in the num) key: Alt + 24 = ↑ Alt + 25 = ↓ Alt + 26 = → Alt + 27 = ←.

Hope you like it. See more symbols: http://fsymbols.com/keyboard/windows/alt-codes/list/

computable...
Micrmicryllion, 102 micryllion+2

Micryllionplex, 10(2 x micryllion) micryllion. .  .   micryllion  (+2 x micryllion)      (where the underlines has a micryllion micryllions).

Millionplex, 1 followed by a million zeroes.

Mylliard, it just the other name, it is equal to.

Meameamealokkapoowa-arrowa series but still no official nut not on the first arrowa.
meameamealokkapoowa-arrowa (now, the dash or space or sticked does matter for a reason which i don't know how to explain yet), \(meameamealokkapoowa \uparrow ^{meameamealokkapoowa} meameamealokkapoowa\). Which means there will be a meameamealokkapoowa arrows in the Up arrow notation, which can also explained as the meameamealokkapoowa(ordinal) Ackermann number, and also explained as meameamealokkapoowa meameamealokkapoowaated to meameameaplookpoowa or even {meameamealokkapoowa,meameamealokkapoowa,meameamealokkapoowa} or {{L100,10}{{sub|10,10}},2,1,2} in BEAF. Also again this number is meameamealokkapoowa expanded 2. It's page: Meameamealokkapoowa-arrowa
 * Note, This number became official due to created by me then i ask Aarex Tiaokhiao to coin. And this is the original number in the page, this number is first typed in this page. Prove?

Meameamealokkapoowa-arrowaplex, {meameamealokkapoowa-arrowa,meameamealokkapoowa-arrowa,meameamealokkapoowa-arrowa}

Meameamealokkapoowa-arrowaduplex, {meameamealokkapoowa-arrowaplex,meameamealokkapoowa-arrowaplex,meameamealokkapoowa-arrowaplex}

(Meameamealokkapoowa-arrowa) oompa, has two meaning, 1. meameamealokkapoowa-arrowa{meameamealokkapoowa-arrowa}meameamealokkapoowa-arrowa not yet!!!!!!!! 2. {{L...A...L100,10}{{sub|10,10}},2,1,2} where A is just meameamealokkapoowa-sized array of L's. This can be also called

(Meameamealokkapoowa oompa)-arrowa, {Meameamealokkapoowa oompa,Meameamealokkapoowa oompa,Meameamealokkapoowa oompa}

Meameamealokkapoowa-biarrowa, {meameamealokkapoowa,meameamealokkapoowa,({meameamealokkapoowa,meameamealokkapoowa,meameamealokkapoowa-arrowa})}, two layers of the arrowa.

Meameamealokkapoowa-triarrowa,                  and the layers goes more...

Meameamealokkapoowa-arrowaed, {meameamealokkapoowa,meameamealokkapoowa,meameamealokkapoowa-arrowa} grhrtdrb

Meameamealokka,, i am not sure if the L is the head.

Unnamed meameamealokkapoowa numbers

 * Where the A is just meameamealokkapoowa-arrowa-sized array of L's.

Googol-googolplex (not Googolgoogolplex), A googol that are followed by a  googol plexes .

Googol kai, remastered version of googol. = 10100 x 1.5.

Shin googol, True googol. = Googol kai x 1.5.

Zetsu googol, = Shin googol x 1.5, and so on... The number x 1.5 then... The next principal changes then x 1.5 again and continues...

Ikosarakt1's number,(edit number count) For now it is 8100, its growing rate is about (85+) +n per day in the Super slow growing hierarchy, where the n is the estimate when he edit more than usual. Unfairly, his edit rate is so fast.

TREE(TREE(3)), LOL! SO LARGE! And i though it spelled as three(3). Ok it is tree(3) then the treed version. Can you imagine how large is it?

Trihex, it was deleted, so i place it here. It is equal to {6,6,6} in Linear array. or 6^^^^^^6 In arrow.

hyperzootzootplex, googolgoogol⋅googol-1googol-1⋅googol-2googol-2⋅...⋅44⋅33⋅22⋅11

Fzgoogol, Using the Fz- prefix, it is equal to googolgoogol.

Exponn-hyperzootzootplex, is (11) (2 2) (3 3). . . (googol googol). It is like hyperzootzootplex, but this is the power!

Zootzootduplex, also called zootzootplexplex or zootzootplexian. Me equal to zootzootplexzootzootplex-1 zootzootplex-2. . . 3 2 1.



Zootzoottriplex, u no it. It's zootzootduplexzootzootduplex-1 zootzootduplex-2. . . 3 2 1      . And the more plexes continues this same way.

GoogolAN, short for googol alphabet number

Zootzootzootplex,

Ⓜ, circled mega, it is equal to mega in the circle, Circle(Mega).

(Googolgoogols)plexplexes, it can be defined as, lets take n as googol...googol, with googol googols. Then n followed by n-plexes.

For now, it is uncomputable.
The universe number, The universe diameter in meters. Is: The whole universe is (universe number) meters. But it is smaller than tritri.

Omega, yes it is \(\omega\), \(1/  \infty\) trdsb \(\infty style="color:rgb(255,0,0);font-size:12px;"1 \)rbvgrtgyry54fg4r5grtyg7t45tgt54!!!!!!

Alpha, \(\infty - 1\)

Functions
Weak Factorial (it is triangular numbers/alt ver of Δ numbers), (lets take the number as 3) The factorial is 3! is 3 x 2 x 1. So, the weak one is 3¡, i flipped, lolll. So, 3¡ is equal to 3 + 2 + 1. The hyper operator goes for one level lower.(in the factorial definition/alt ver of Δ numbers.) So \(n\)¡ is, n+(n-1)+(n-2)+(n-3)+...+3+2+1.

Half factorial, Instead of 3⋅2⋅1, it will reduce half after each multiply instead on one whole. Like it is 3⋅2.5⋅2⋅1.5⋅1⋅0.5 = (3)⋅(2.5)⋅(2)⋅(1.5)⋅(1)⋅(0.5), we put the because we shall not confuse with .&⋅.

Twice factorial, refers to nested factorial, Just (n!)!.

Function multi action, refers to a function performs it to the n multiple times. It is: function(function(...m function('s...(function(n))...m )'s...) = function(n)(m). Now, lets take the 'm' as '4', and lets take the function as Factorial. So, (fact(fact(fact(fact(n))))), with m factorials, 4. It can be also be defined as (n!)!)!)!, with m nested !'s

r nTG n to googol amounts (exponentaton) Function. later

My -plex

BEAF entries
Beaf is a notation. We usually use the algebras to express BEAF.

linear array:
{a,b} - 2 entries, Exponentation. Which is ab

{a,b,c} - 3 entries, \(c\)-ated. The \(c\) determines the ^'s. Which is a^...c^'s...^b.

My signature, 🇲🇾

The sup category
Ok, i will invent a word that called sup category, It is like sub-, But it is opposite meaning. The word sub category is the children of the category(without the "sub" prefix.(One level lower)

And now, the word sup- is meaning of its parent of the category.

Here is the map that showing the category placement.

Sup category(one level higher)

\(\uparrow\) (Parent C)

Category(Its own level)

\(\downarrow\) (Children C)

Sub category(one level lower)


 * I am the rightful owner of the word.