Numbers

== Numbers larger than Absolute Infinity (Ω) ==
Ω_1 - Uncountable Absolute Infinity
Ω_Ω - Ω-th Uncountable Absolute Infinity
Ω[2] - Absolute Absolute infinity
Ω[ω] - Absolute Omega Infinity
Ω[Ω] - Absolute Infinity Infinity
Ω[Ω[Ω]] - Absolute Infinity Infinity Infinity
Ω[Ω,2] - Absolute Infinity Omega
Ω[Ω,3] - Absolute Infinity Omega Omega
Ω[Ω,Ω] - Absolute Infinity Absolute Omega
Ω[Ω][Ω] - Absolute Infinity Absolute Absolute Omega
Ω[Ω]#2 - Absolute Infinity Absolute Infinity Omega
o(n,n) = (n)-illio-n = o(n,1) = E(n*3+3)#(n+1), E1#1#1#…#1#(n*3+3) by n+1 nests if n > 1
== Numbers ==
=== Numbers -Ω[Ω]#Ω to 0 ===
# -Ω[Ω]#Ω
# -Ω[Ω]#ω
# -Ω[Ω]#2
# -Ω[Ω][Ω][Ω][Ω][Ω]
# -Ω[Ω][Ω]
# -Ω[Ω,Ω,Ω,Ω,Ω,Ω,Ω,Ω,Ω,Ω]
# -Ω[Ω,Ω,Ω]
# -Ω[Ω,Ω]
# -Ω[Ω,2]
# -Ω[Ω[Ω[Ω[Ω]]]]
# -Ω[Ω[Ω]]]
# -Ω[Ω]
# -Ω[ω]
# -Ω[2]
# -Ω_Ω_Ω_Ω_Ω
# -Ω_Ω
# -Ω_1
# -Ω
# -Κ
# -Μ
# -Ι
# -ω_ω_ω_ω
# -ω_ω_ω
# -ω_ω
# -ω_1
# -ψ(Ω_ω)
# -ψ(Ω)
# -ω
# -Foot^10(10^100)
# -Rayo(10^100)
# -D^5(10^100)
# -E100#^^10
# -{10,100(1)2}
# -10{100}10
# -10^100
# -1
# -1/Infinity
# 0
===Numbers 0 to 1===
# 1/Infinity
# 1/{{L100,10}10,10&L,10}10,10
# SCG(13)
# 1/TREE(3)
# 1/{10,100(0,1)2}
# 1/{10,10(100)2}
# 1/{10,100(1)2}
# 1/{10,10,10,10,10,10,100}
# 1/{10,10,10,10,10,100}
# 1/{10,10,10,10,100,2}
# 1/{10,10,10,10,100}
# 1/{10,10,10,100,2}
# 1/{10,10,10,100,2}
# 1/{10,10,10,100}
# 1/10{{23}}56+3824*5
# 1/10{336+218(4)*6}5+3
# 1/10{100}10
# 1/10{10}10
# 1/9{9}9
# 1/8{8}8
# 1/7{7}7
# 1/6{6}6
# 1/5{5}5
# 1/4{4}4
# 1/3{3}3
# 1/3^^3^^2
# 1/2^^5
# 1/1.797e308
# 1/1.796e308
# 1/1.79e308
# 1/1.7e308
# 1/1e308
# 1/1e100
# 0.0000000001
# 0.00001
# 0.0001
# 0.001
# 0.01
# 1/Pi^2
# 1/e^2
# 1/Pi
# 1/e
# 1/2
# 1-1/10
# 1-1/1e100
# 1-1/Rayo(10^100)
# 1
=== Numbers 1 to 1000 ===
# 1+1/Infinity
# 1+1/{{L100,10}10,10&L,10}10,10
# 1+1/{10,100/2}
# 1+1/3&3&3
# 1+1/{3,3,3}
# 1+1/Googol
# 1+1/100
# 1+1/Pi^2
# 1+1/e^2
# 1+1/Pi
# 1+1/e
# 1+1/2
# 2-1/10
# 2-1/Googol
# 2
# 3
# 4
# 5
# 6
# 7
# 8
# 9
# 10
# 13
# 17
# 22
# 31
# 43
# 55
# 69
# 88
# 111
# 135
# 167
# 169
# 256
# 321
# 345
# 357
# 369
# 378
# 390
# 433
# 479
# 501
# 524
# 550
# 555
# 768
# 1000
=== Numbers 1000 to Googol ===
# 1024
# 2048
# 4096
# 8192
# 16384
# 32768
# 65536
# 131072
# 262144
# 524288
# 1,000,000
# 10,000,000
# 100,000,000
# 1,000,000,000
# 1,000,000,000,000
# 1,000,000,000,000,000
# 1,000,000,000,000,000,000
# 9,223e18
# 1,000,000,000,000,000,000,000
# 1e24
# 1e27
# 1e30
# 1e33
# 1e36
# 2^128
# 1e39
# 1e42
# 1e45
# 1e50
# 1e60
# 1e62
# 1e65
# 1e70
# 1e80
# 5e99
# 1e100
=== Googol to Googolplex ===
# 1e100+1
# 1e100+100
# 1e100+1,000,000
# 1e100*2
# 1e101
# 1e102
# 1e105
# 1e108
# 1e111
# 1e120
# 1e150
# 4^^3
# 1e180
# 1e210
# 1e240
# 1e270
# 1e300
# 1e303
# 1.796e308
# 1e603
# 1e903
# 1e1203
# 1e1503
# 1e1803
# 1e2103
# 1e2403
# 1e2703
# 1e3003
# 5^^3
# 2^^5
# 6^^3
# 1e3,000,003
# 7^^3
# 8^^3
# 9^^3
# 1e(3e9+3)
# 10^^3
# 11^^3
# 1e(3e12+3)
# 12^^3
# 1e(3e15+3)
# 1e(3e18+3)
# 1e(3e21+3)
# 1e(3e24+3)
# 1e(3e27+3)
# 1e(3e30+3)
# 1e(3e45+3)
# 1e(3e60+3)
# 1e(3e75+3)
# 1e(3e90+3)
# 1e(3e99+3)
# 1e1e100
=== Googolplex to Giggol ===
# 1e1e100+1
# 1e1e100+1e1e100
# (1e1e100)100
# (1e1e100)^(1e1e100)=1e1e102=Googolplex^^2
# 1e1e100
# 1e1e1e100
# 4^^4
# E10#3
# E100#4
# 5^^5
# E10#5
# E100#5
# 6^^6
# E100#6
# 7^^7
# E100#7
# 8^^8
# E10#8
# E100#8
# 9^^9
# E10#9
# E100#9
# 10^^10
# A(10^^10,10,+)=10^^10+9^^9+8^^8+7^^7+6^^6+5^^5+4^^4+3^^3+2^^2+1^^1
# E100#10
# E(100)100#10
# 10^^12
# 10^^15
# 10^^18
# 10^^21
# 10^^24
# 10^^27
# 10^^30
# 10^^40
# 10^^50
# 10^^60
# 10^^70
# 10^^80
# 10^^90
# 10^^100
=== Giggol to Boogol ===
# 10^^100+1
# 10^^100+10^^100
# 10^^100*10^^100
# E100#100
# 100^^100
# (10^^100)^(10^^100)
# 10^^303
# 10^^603
# 10^^903
# 10^^1203
# 10^^1503
# 10^^1803
# 10^^2103
# 10^^2403
# 10^^2703
# 10^^3003
# 10^^1.796e308
# 10^^10^^10
# 10^^10^^10^^10
# 10^^^100
# 10^^^^100
# 5{5}5
# 10{5}100
# 6{6}6
# 10{6}100
# 7{7}7
# 10{7}100
# 8{8}8
# 10{8}100
# 9{9}9
# 10{9}100
# 10{10}10
# (10{10}10)^(10{10}10)
# 100{10}10
# 10{10}100
# 10{11}100
# 10{30}100
# 10{60}100
#10{99}10
#10{100}10
=== Boogol to Troogol ===
# o(10,100)
# o(100,100)
# o(o(100,100),100)
# o(100,100,2)=o(o(…o(100,100)…),100) ~ 10{101}100
# o(100,100,3)
# o(100,100,100)~10{200}100
# G(2)
# G(3)
# G(4)
# G(5)
# G(6)
#g(12)
# G(64)
# o(100,100,100,2)=o(100,o(100,o(…(o(100,100,100)…),100),o(100,o(100,o(…(o(100,100,100)…),100)) by 100 nests ~ 10{{1}}(10^100+1)
#G(G(64))
#G(G(…(G(64))…))
#o(100,100,o(100,100,100,3),3)
#o(100,100,100,100)~10{{99}}100
#Biggol
#o(100,100,100,100,100)~10{{199}}100
#o(100,100,100,100,100,100)~10{{{99}}}100
#Baggol
#Begol
#Bigol
#Boggol
#o(100(1)100)~{10,100,99,50}
#Troogol
#