Unit Dictionary

This is the Unit Dictionary, a dictionary of various units seen in a variety of pages. 
Only units specific to AD or fictional cosmology can be used in this article. Additionally, all units must be placed under the correct table/heading, and must be ordered smallest to largest.
Note that units with asterisks after them have multiple values, or are non-static. Units that have static one-value definitions based on non-static/multi-value units however, are not counted.
==Constants==
Unit 	Abbreviation	Definition
Hyper-absolutely tiny units* 	HATU 	Equal to the size of an Absolutely tiny string, which is at minimum \approx\frac{1}{10^{3*10^{100}}} Absolutely tiny units.
Absolutely tiny units 	ATU 	Equal to 1/{\omega} Heckunits.
Heckunit 	HU 	Equal to the size of Heck, or an imaginary size defined to be "positive", but smaller than all regular positive and negative numbers.
\wp 	 	1+\left ( \frac{1}{\eth} \right)^\ell\approx 1
Archverse Ratio 	AR 	Equivalent to the cubic root of the diameter ratio between the Universe and Hyperverse, or approximately 27731.2812419.
\eth 	 	10^{\pi^2}\approx7,406,352,891
\ell 	 	10^{3^{\sqrt{2} + 1}} \approx 153,607,762,635,675
Full Archverse Ratio 	FAR 	Same as Archverse Ratio, but without a cubic root. Approximately equal to 5.9139785 * 10^{17}.
Inforatio 	IR 	\approx6.237\times10^{290}, the number of OYC in an Infoyear. IR^{x-1} OYC can be used to approximate the time it will take to get information from the x-th Realm.
\Re 	 	10^{6!}=10^{720}
\mho 	 	2^{\eth}\approx 10^{2,229,534,379}
\hbar 	 	\pi^{\Re}\approx 10^{10^{719.7}}
Miner's Number 	 	Equivalent to 10^^120, where ^^ is tetration.
Miner's Larger Number 	 	This is 10^^^120, where ^^^ is pentation.
Miner's "OH NO" Number 	 	Begin with f(x)=x\cdot10^x. Miner's "OH NO" number is f(f(f(f(...\text{120 }f\text{s}...(f(1)))...)))^{f(f(f(f(...\text{120 }f\text{s}...(f(1)))...)))}\uparrow\uparrow\uparrow333, or about f_4(f_2(f_3(480)))in the fast-growing hierarchy.
Miner's Super Large Number 	 	This is 10^^^^120.
Some number i madr 	 	Extreme salad number, approximately G_{50}using Graham's function.
Miner's Arrow Number 	 	Using the function Ma_0=2 , Ma_n=Ma_{n-1} \overbrace{\uparrow ... \uparrow}^{ Ma_{n-1}}Ma_{n-1}, Miner's Arrow Number is Ma_{121}.
Miner's Super Arrow Number 	 	Using the function MSa_0=Ma_2, MSa_n=Ma_{Ma_{Ma_{... \text{ n } Ma\text{s } ..._{Ma_{Ma_0}}}}}, Miner's Super Arrow Number is MSa_{122}, or about f_{\omega+2}(122) in the FGH.
Miner's Extreme Arrow Number 	 	Explanation would be too long for this text box, but basically diagonalizes over recursion of the Ma function. It is approximately f_{\omega2}(7421) in the FGH.
\upsilon 	 	One of Tweer's Numbers. Definition is also too long for this box, it is approximately f_{\omega^2}(f_{\omega+1}(64)) in the FGH.
Void's EPIC number* 	 	Has 26 different values, explanation too long to fit here. Approximately f_{\omega^{\omega+1}+666}(26) at maximum in the FGH.
\beth 	 	Another one of Tweer's numbers. Based on the TREE function, which makes it much larger than the previous number on this list.
Miner's Fast Growing Salad Number	MFGSN 	A salad number. Approximately f_{\vartheta(\Omega_{\omega})+1}(2^{63}) in the FGH.
Another number i madr 	Anim 	Another salad number that is too long to explain here.
A BIGGER NUMBER I MADR 	Abnim 	Yet another salad number based on Anim.
Miner's Loading Number 	 	Based off of Loader's function, although the page says it is bigger than Rayo's number, it is almost surely not.
Miner's Lazer Beam Number 	 	A salad number based off of Rayo's number.
===Cannot be ordered===
Unit	Abbreviation	Definition
\Im 	 	(10i+\sqrt{2}+1)^{\pi^{\pi}}\approx (-4.681\times 10^{35})-(8.128\times 10^{36}i)
==Spatial Distances Can be exponentiated to become multi-dimensional units. If units don't matter, put in Constants category instead==
Unit 	Abbreviation	Definition
Theranit 	 	Equal to 16,777,216 light-years.
Harpameter	 	Equal to 1030 meters.
CAPSMETER 	CAM 	Equal to the height of the F R I D G E/1.8.
Gluometer 	Glm 	Equal to the size of the Grand Ultimaverse.
==Temporal Distances==
Unit 	Abbreviation	Definition
Omniversal Day 	OD 	1/{5040} OYC
Omniversal Year Calendar	OYC 	\frac{7} {22-7\pi} years, the time it took for each of The Box's layers to collapse
Infoyear 	IYC 	\approx6.237\times10^{290} OYC, the time between the creation of the First Realm and the discovery of the second Realm.
==Notations/Functions==
(please do not use a table here)
==References==
Category:Information
Category:Units of Measurement
Category:08dravennew's Pages