Number list

This page contains real numbers from zero all the way to absolute infinity. You can copy the symbols from this page and use it elsewhere!

Zero - 0
Infinitesimal - ε
Okojo-ermine number - 1/{54, 55 [2] 2}
Googolminex - 10↑(-1x10↑100)
Googol-minutia - 10↑-100
Ogol-minutia - 10↑-80
Gogol-minutia - 10↑-50
Plank time in seconds - ≈ 5.39x10↑-44
Minnow-minutia - 10↑-25
Guppy-minutia - 10↑-20
One-millionth - 10↑-6
One-thousandth - 0.001 = 10↑-3
One-hundredth - 0.01
One-tenth - 0.1
One-fifth - 0.2
One-fourth - 0.25
One-third - 0.33333...
Half - 0.5
Two-thirds - 0.66666...
Three-fourths - 0.75
One - 1
Golden Ratio - φ = (1 + √5) / 2 ≈ 1.6180339887
Two - 2
Euler's Number - e ≈ 2.7182818284
Three - 3
Pi - π ≈ 3.1415926535
Four - 4
Five - 5
Six - 6
Tau - τ = 2π ≈ 6.2831853071
Seven - 7
Eight - 8
Nine - 9
Ten - 10 = Dek - ↊ (dozenal) = A (hexadecimal)
Eleven - 11 = El - ↋ (dozenal) = B (hexadecimal)
Twelve / Dozen - 12 = 10₁₂ = C (hexadecimal)
Thirteen / Baker's Dozen - 13 = D (hexadecimal)
Fourteen / Poulter's Dozen - 14 = E (hexadecimal)
Fifteen - 15 = F (hexadecimal)
Sixteen - 16 = 10₁₆
Seventeen - 17
Eighteen - 18
Nineteen - 19
Twenty / Score - 20
Twenty-One - 21
Twenty-Two - 22
Twenty-Three - 23
Twenty-Four / Two Dozen - 24
Twenty-Five - 25
Twenty-Six - 26
Twenty-Seven - 27
Twenty-Eight - 28
Twenty-Nine - 29
Thirty - 30
Three Dozen - 36
Forty - 40
Four Dozen - 48
Fifty - 50
Sixty / Five Dozen - 60
The (un)funny number - 67 (Sixty-Seven)
Sixty-Nine - 69
Seventy - 70
Six Dozen - 72
Seventy-Five - 75
Eighty - 80
Seven Dozen - 84
Ninety - 90
Eight Dozen - 96
One Hundred / Garten - 100 = 10↑2
Nine Dozen - 108
Eleventy - 110
Dek Dozen / Twelfty - 120
Byte Limit - 127
Thirteenty - 130
El Dozen - 132
Fourteenty - 140
Gross - 144 = 12↑2
Fifteenty - 150
Sixteenty - 160
Seventeenty - 170
Eighteenty - 180
Nineteenty - 190
Two Hundred - 200 = 2x10↑2
Tarumba - 216 = 6↑3
Two Gross - 288 = 2x12↑2
Three Hundred - 300 = 3x10↑2
Number of days in a year - 365.2425
Four Hundred - 400 = 4x10↑2
Four Twenty - 420
Three Gross - 432 = 3x12↑2
Five Hundred - 500 = 5x10↑2
Four Gross - 576 = 4x12↑2
Six Hundred - 600 = 6x10↑2
Seven Hundred - 700 = 7x10↑2
Five Gross - 720 = 5x12↑2
Eight Hundred - 800 = 8x10↑2
Six Gross - 864 = 6x12↑2
Nine Hundred - 900 = 9x10↑2
One Thousand / Ten Hundred - 1,000 = 10↑3
Seven Gross - 1,008 = 7x12↑2
Eight Gross - 1,152 = 8x12↑2
Nine Gross / Unexian - 1,296 = 9x12↑2 / 6↑4
Dek Gross - 1,440 = 10x12↑2
El Gross - 1,584 = 11x12↑2
One Thouzen - 1,728 = 12↑3
Two Thousand / Twenty Hundred - 2,000 = 2x10↑3
Three Thousand / Thirty Hundred - 3,000 = 3x10↑3
Two Thouzen - 3,456 = 2x12↑3
Four Thousand / Forty Hundred - 4,000 = 4x10↑3
Five Thousand / Fifty Hundred - 5,000 = 5x10↑3
Three Thouzen - 5,184 = 3x12↑3
Six Thousand / Sixty Hundred - 6,000 = 6x10↑3
Four Thouzen - 6,912 = 4x12↑3
Seven Thousand / Seventy Hundred - 7,000 = 7x10↑3
Eight Thousand / Eighty Hundred - 8,000 = 8x10↑3
Five Thouzen - 8,640 = 5x12↑3
Nine Thousand / Ninety Hundred - 9,000 = 9x10↑3
Ten Thousand / Myriad - 10,000 = 10↑4
Six Thouzen - 10,368 = 6x12↑3
Seven Thouzen - 12,096 = 7x12↑3
Eight Thouzen - 13,824 = 8x12↑3
Nine Thouzen - 15,552 = 9x12↑3
Short Limit - 32,767
Dek Thouzen - 17,280 = 10x12↑3
El Thouzen - 19,008 = 11x12↑3
Dozen Thouzen - 20,736 = 12↑4
Hundred Thousand / Lakh - 100,000 = 10↑5
Gross Thouzen - 248,832 = 12↑5
Half a million - 500,000 = 5x10↑5
One Million - 1,000,000 = 10↑6 = z(1, 1)
Biexian - 1,679,616 = 6↑8
One Millizen - 2,985,984 = 12↑6
Ten Million / Crore - 10,000,000 = 10↑7
Dozen Millizen - 35,831,808 = 12↑7
Hundred Million / Myllion - 100,000,000 = 10↑8
Speed of light - 299,792,458 m/s
Gross Millizen - 429,981,696 = 12↑8
One Billion / One Milliard - 10↑9 = 1,000,000,000 = z(2, 1)
32-bit integer limit - 2,147,483,647 = 2↑31-1
Triexian - 2,176,782,336 = 6↑12
One Billizen - 5,159,780,352 - 12↑9
Ten Billion / Ten Milliard - 10↑10
Hundred Billion / Hundred Milliard - 10↑11
One Trillion / One Billion(L) - 10↑12 = z(3, 1)
Quadexian - 6↑16 = 2,821,109,907,456
Ten Trillion / Ten Billion(L) - 10↑13
Hundred Trillion / Hundred Billion(L) - 10↑14
Quadrillion / Billiard - 10↑15 = z(4, 1)
Pentexian - 6↑20 = 3,656,158,440,062,976
Byllion - 10↑16
Quintillion / Trillion(L) - 10↑18 = z(5, 1)
Unnilexian - 6↑24 = 4,738,381,338,321,616,896
64-bit integer limit - 2↑63-1 = 9,223,372,036,854,775,807
Number of possible scrambles in a 3x3 Rubik's Cube - 43,252,003,274,489,856,000
Guppy - 10↑20
Sextillion / Trilliard - 10↑21 = z(6, 1)
Ununexian - 6↑28 ≈ 6.14x10↑21
Septillion / Quadrillion(L) - 10↑24 = z(7, 1)
Umbiexian - 6↑32 ≈ 7.95x10↑24
Minnow - 10↑25
Size of the observable universe in meters - 8.8x10↑26
Octillion / Quadrilliard / Millithreeion - 10↑27 = z(8, 1)
Untriexian - 6↑36 ≈ 1.03x10↑28
Nonillion / Quintillion(L) - 10↑30 = z(9, 1)
Little Googol - 2↑100 ≈ 1.27x10↑30
Unquadexian - 6↑40 ≈ 1.33x10↑31
Tryllion - 10↑32
Absolute Hot in Celsius - 1.42x10↑32°C
Decillion - 10↑33 = z(10, 1)
Umpentexian - 6↑44 ≈ 1.73x10↑34
Goby - 10↑35
Undecillion / Sextillion(L) - 10↑36 = z(11, 1)
Binilexian - 6↑48 ≈ 2.24x10↑37
Duodecillion - 10↑39 = z(12, 1)
Tredecillion / Septillion(L) - 10↑42 = z(13, 1)
Quattuordecillion - 10↑45 = z(14, 1)
Quindecillion / Octillion(L) - 10↑48 = z(15, 1)
Gogol - 10↑50
Sexdecillion - 10↑51 = z(16, 1)
Septendecillion / Nonillion(L) - 10↑54 = z(17, 1)
Trinilexian - 6↑72 ≈ 1.06x10↑56
Octodecillion - 10↑57 = z(18, 1)
Novemdecillion / Decillion(L) - 10↑60 = z(19, 1)
Vigintillion - 10↑63 = z(20, 1)
Quadryllion - 10↑64
Unvigintillion - 10↑66 = z(21, 1)
Duovigintillion - 10↑69 = z(22, 1)
Trevigintillion - 10↑72 = z(23, 1)
Quadanilexian - 6↑96 ≈ 5.04x10↑74
Quattuorvigintillion - 10↑75 = z(24, 1)
Quinvigintillion - 10↑78 = z(25, 1)
Ogol - 10↑80
Billithreeion - 10↑81
Googolspeck - 10↑90
Trigintillion - 10↑93 = z(30, 1)
Pentanilexian - 6↑120 ≈ 2.38x10↑93
Googol / Guppyding - 10↑100
Googolteen - 10↑100+10
Googolty - 10↑101
Quintrigintillion - 10↑108 = z(35, 1)
Googolswarm - 10↑110
Unnilnilexian - 6↑144 ≈ 1.13x10↑112
Vigintillion(L) - 10↑120
Quadragintillion - 10↑123 = z(40, 1)
Millifiveion - 10↑125
Quintyllion - 10↑128
Quinquagintillion - 10↑153 = z(50, 1)
Sexagintillion - 10↑183 = z(60, 1)
Gargoogol - 10↑200
Septuagintillion - 10↑213 = z(70, 1)
Octogintillion / Trillithreeion - 10↑243 = z(80, 1)
Sextyllion - 10↑256
Nonagintillion - 10↑273 = z(90, 1)
Quinquagintillion(L) - 10↑300
Centillion / Eceton - 10↑303 = z(100, 1)
Double precision limit - ≈ 1.79x10↑308
Decicentillion - 10↑333 = z(110, 1)
Viginticentillion - 10↑363 = z(120, 1)
Trigintacentillion - 10↑393 = z(130, 1)
Ogolding - 10↑400
Quadragintacentillion - 10↑423 = z(140, 1)
Quinquagintacentillion - 10↑453 = z(150, 1)
Sexagintacentillion - 10↑483 = z(160, 1)
Googolding - 10↑500
Septyllion - 10↑512
Septuagintacentillion - 10↑513 = z(170, 1)
Octogintacentillion - 10↑543 = z(180, 1)
Nonagintacentillion - 10↑573 = z(190, 1)
Centillion(L) - 10↑600
Ducentillion - 10↑603 = z(200, 1)
Billifiveion - 10↑625
Unnilnilnilexian - 6↑864 ≈ 2.1x10↑672
Quadrillithreeion - 10↑729
Ogolchime - 10↑800
Trecentillion - 10↑903 = z(300, 1)
Googolchime - 10↑1,000
Octyllion - 10↑1,024
Quadringentillion - 10↑1,203 = z(400, 1)
Quingentillion - 10↑1,503 = z(500, 1)
Sescentillion - 10↑1,803 = z(600, 1)
Legion's number of the first kind - 666↑666 ≈ 2.71x10↑1880
Guppytoll - 10↑2,000
Nonyllion - 10↑2,048
Septingentillion - 10↑2,103 = z(700, 1)
Octingentillion - 10↑2,403 = z(800, 1)
Nongentillion - 10↑2,703 = z(900, 1)
Millillion / Millinillion - 10↑3,003 = z(1,000, 1) = z(1, 2)
Trillifiveion - 10↑3,125
Ogolbell - 10↑4,000
Decyllion - 10↑4,096
Googobell - 10↑5,000
Duomillillion - 10↑6,003 = z(2,000, 1)
Sextillithreeion - 10↑6,561
Undecyllion - 10↑8,192
Tremillillion - 10↑9,003 = z(3,000, 1)
Googoltoll - 10↑10,000
Quattuormillillion - 10↑12,003 = z(4,000, 1)
Marioplex - 10↑12,431
Quinmillillion - 10↑15,003 = z(5,000, 1)
Quadrillifiveion - 10↑15,625
Duodecyllion - 10↑16,384
Sexmillillion - 10↑18,003 = z(6,000, 1)
Septillithreeion - 10↑19,683
Guppygong - 10↑20,000
Septenmillillion - 10↑21,003 = z(7,000, 1)
Octomillillion - 10↑24,003 = z(8,000, 1)
Novemmillillion - 10↑27,003 = z(9,000, 1)
Decimillillion / Myrillion - 10↑30,003 = z(10,000, 1)
Tredecyllion - 10↑32,768
Gogolgong - 10↑50,000
Octillithreeion - 10↑59,049
Vigintimillillion - 10↑60,003 = z(20,000, 1)
Quattuordecyllion - 10↑65,536
Quintillifiveion - 10↑78,125
Ogolgong - 10↑80,000
Trigintimillillion - 10↑90,003 = z(30,000, 1)
Googolgong - 10↑100,000
Quadragintimillillion - 10↑120,003 = z(40,000, 1)
Quindecyllion - 10↑131,072
Quinquagintimillillion - 10↑150,003 = z(50,000, 1)
Nonillithreeion - 10↑177,147
Sexagintimillillion - 10↑180,003 = z(60,000, 1)
Septuagintimillillion - 10↑210,003 = z(70,000, 1)
Octogintimillillion - 10↑240,003 = z(80,000, 1)
Googolbar - 10↑250,000
Sexdecyllion - 10↑262,144
Nonagintimillillion - 10↑270,003 = z(90,000, 1)
Centimillillion / Decimyrillion - 10↑300,003 = z(100,000, 1)
Sextillifiveion - 10↑390,625
Septendecyllion - 10↑524,288
Decillithreeion - 10↑531,441
Ducentimillillion - 10↑600,003 = z(200,000, 1)
Trecentimillillion - 10↑900,003 = z(300,000, 1)
Maximusmillion - 10↑1,000,000
Octodecyllion - 10↑1,048,576
Quadringentimillillion - 10↑1,200,003 = z(400,000, 1)
Quingentimillillion - 10↑1,500,003 = z(500,000, 1)
Undecillithreeion - 10↑1,594,323
Sescentimillillion - 10↑1,800,003 = z(600,000, 1)
Septillifiveion - 10↑1,953,125
Novemdecyllion - 10↑2,097,152
Septingentimillillion - 10↑2,100,003 = z(700,000, 1)
Octingentimillillion - 10↑2,400,003 = z(800,000, 1)
Nongentimillillion - 10↑2,700,003 = z(900,000, 1)
Micrillion - 10↑3,000,003 = z(1,000,000, 1) = z(2, 2)
Vigintyllion - 10↑4,194,304
Duodecillithreeion - 10↑4,782,969
Unvigintyllion - 10↑8,388,608
Octillifiveion - 10↑9,765,625
Goospolplex - 10↑10,000,000
Tredecillithreeion - 10↑14,348,907
Duovigintyllion - 10↑16,777,216
Guppybong - 10↑20,000,000
Decimicrillion - 10↑30,000,003 = z(10,000,000, 1)
Trevigintyllion - 10↑33,554,432
Quattuordecillithreeion - 10↑43,046,721
Nonillifiveion - 10↑48,828,125
Gogolbong - 10↑50,000,000
Quattuorvigintyllion - 10↑67,108,864
Ogolbong - 10↑80,000,000
Googolbong - 10↑100,000,000
Quindecillithreeion - 10↑129,140,163
Quinvigintyllion - 10↑134,217,728
Decillifiveion - 10↑244,140,625
Sexvigintyllion - 10↑268,435,456
Centimicrillion - 10↑300,000,003 = z(100,000,000, 1)
Ulysses Number - 9↑9↑9 ≈ 4.28x10↑369,693,099
Sexdecillithreeion - 10↑387,420,489
Septenvigintyllion - 10↑536,870,912
Maximusbillion - 10↑1,000,000,000
Octovigintyllion - 10↑1,073,741,824
Septendecillithreeion - 10↑1,162,261,467
Undecillifiveion - 10↑1,220,703,125
Novemvigintyllion - 10↑2,147,483,648
Nanillion - 10↑3,000,000,003 = z(1,000,000,000, 1) = z(3, 2)
Octodecillithreeion - 10↑3,486,784,401
Trigintyllion - 10↑4,294,967,296
Duodecillifiveion - 10↑6,103,515,625
Trialogue - 10↑10↑10 = 10↑10,000,000,000
Novemdecillithreeion - 10↑10,460,353,203
Guppythrong - 10↑20,000,000,000
Decinanillion - 10↑30,000,000,003 = z(10↑10, 1)
Tredecillifiveion - 10↑30,517,578,125
Vigintillithreeion - 10↑31,381,059,609
Gogolthrong - 10↑50,000,000,000
Ogolthrong - 10↑80,000,000,000
Googolthrong - 10↑10↑11 = 10↑100,000,000,000
Quattuordecillifiveion - 10↑5↑16 = 10↑152,587,890,625
Centinanillion - 10↑(3x10↑11+3) = 10↑300,000,000,003 = z(10↑11, 1)
Quindecillifiveion - 10↑5↑17 = 10↑762,939,453,125
Maximustrillion - 10↑10↑12 = 10↑1,000,000,000,000
Picillion - 10↑(3x10↑12+3) = 10↑3,000,000,000,003 = z(10↑12, 1) = z(4, 2)
Sexdecillifiveion - 10↑5↑18 = 10↑3,814,697,265,625
Quadragintyllion - 10↑2↑42 = 10↑4,398,046,511,104
Septendecillifiveion - 10↑5↑19 = 10↑19,073,486,328,125
Decipicillion - 10↑(3x10↑13+3) = 10↑30,000,000,000,003
Octodecillifiveion - 10↑5↑20 = 10↑95,367,431,640,625
Googolgandigan / Googolquadrigong - 10↑10↑14 = 10↑100,000,000,000,000
Centipicillion - 10↑(3x10↑14+3) = 10↑300,000,000,000,003
Novemdecillifiveion - 10↑5↑21 = 10↑476,837,158,203,125
Maximusquadrillion - 10↑10↑15 = 10↑1,000,000,000,000,000
Trigintillithreeion - 10↑3↑32 = 10↑1,853,020,188,851,841
Vigintillifiveion - 10↑5↑22 = 10↑2,384,185,791,015,625
Femtillion - 10↑(3x10↑15+3) = 10↑3,000,000,000,000,003 = z(5, 2)
Quinquagintyllion - 10↑2↑52 = 10↑4,503,599,627,370,496
Googolquintigong - 10↑10↑17
Maximusquintillion - 10↑10↑18
Attillion - 10↑(3x10↑18+3) = z(6, 2)
Sexagintyllion - 10↑2↑62 ≈ 10↑(4.61x10↑18)
Guppyplex - 10↑10↑20
Quadragintillithreeion - 10↑3↑42 ≈ 10↑(1.09x10↑20)
Guppyillion - 10↑(3x10↑20+3)
Zeptillion - 10↑(3x10↑21+3) = z(7, 2)
Septuagintyllion - 10↑2↑72 ≈ 10↑(4.72x10↑21)
Trigintillifiveion - 10↑5↑32 ≈ 10↑(2.32x10↑22)
Yoctillion - 10↑(3x10↑24+3) = z(8, 2)
Octogintyllion - 10↑2↑82 ≈ 10↑(4.83x10↑24)
Quinquagintillithreeion - 10↑3↑52 ≈ 10↑(6.36x10↑24)
Rontillion - 10↑(3x10↑27+3) = z(9, 2)
Nonagintyllion - 10↑2↑92 ≈ 10↑(4.95x10↑27)
SSCG(2) - 6↑6↑95-8 ≈ 10↑(3.57x10↑28)
Quadragintillifiveion - 10↑5↑42 ≈ 10↑(2.27x10↑29)
Sexagintillithreeion - 10↑3↑62 ≈ 10↑(3.81x10↑29)
Quectillion - 10↑(3x10↑30+3) = z(10, 2)
Centyllion - 10↑2↑102 ≈ 10↑(5.07x10↑30)
Maximusdecillion - 10↑10↑33
Mecillion - 10↑(3x10↑33+3) = z(11, 2)
Septuagintillithreeion - 10↑3↑72 ≈ 10↑(2.25x10↑34)
Quinquagintillifiveion - 10↑5↑52 ≈ 10↑(2.22x10↑36)
Duecillion - 10↑(3x10↑36+3) = z(12, 2)
Octogintillithreeion - 10↑3↑82 ≈ 10↑(1.33x10↑39)
Triocillion - 10↑(3x10↑39+3) = z(13, 2)
Sexagintillifiveion - 10↑5↑62 ≈ 10↑(2.16x10↑43)
Tetrecillion - 10↑(3x10↑42+3) = z(14, 2)
Nonagintillithreeion - 10↑3↑92 ≈ 10↑(7.85x10↑43)
Pentecillion - 10↑(3x10↑45+3) = z(15, 2)
Hexecillion - 10↑(3x10↑48+3) = z(16, 2)
Centillithreeion - 10↑3↑102 ≈ 10↑(4.63x10↑48)
Gogolplex - 10↑10↑50
Septuagintillifiveion - 10↑5↑72 ≈ 10↑(2.11x10↑50)
Gogolillion - 10↑(3x10↑50+3)
Heptecillion - 10↑(3x10↑51+3) = z(17, 2)
Octecillion - 10↑(3x10↑54+3) = z(18, 2)
Octogintillifiveion - 10↑5↑82 ≈ 10↑(2.06x10↑57)
Ennecillion - 10↑(3x10↑57+3) = z(19, 2)
Icosillion - 10↑(3x10↑60+3) = z(20, 2)
Meicosillion - 10↑(3x10↑63+3) = z(21, 2)
Nonagintillifiveion - 10↑5↑92 ≈ 10↑(2.01x10↑64)
Dueicosillion - 10↑(3x10↑66+3) = z(22, 2)
Trioicosillion - 10↑(3x10↑69+3) = z(23, 2)
Centillifiveion - 10↑5↑102 ≈ 10↑(1.97x10↑71)
Tetreicosillion - 10↑(3x10↑72+3) = z(24, 2)
Penteicosillion - 10↑(3x10↑75+3) = z(25, 2)
Ogolplex - 10↑10↑80
Ogolillion - 10↑(3x10↑80+3)
Triacontillion - 10↑(3x10↑90+3) = z(30, 2)
Googolplex - 10↑10↑100
Googolillion - 10↑(3x10↑100+3)
Tetracontillion - 10↑(3x10↑120+3) = z(40, 2)
Pentacontillion - 10↑(3x10↑150+3) = z(50, 2)
Hexacontillion - 10↑(3x10↑180+3) = z(60, 2)
Heptacontillion - 10↑(3x10↑210+3) = z(70, 2)
Minecraftplex - 10↑10↑215
Octacontillion - 10↑(3x10↑240+3) = z(80, 2)
Ennacontillion - 10↑(3x10↑270+3) = z(90, 2)
Hectillion - 10↑(3x10↑300+3) = z(100, 2)
Ecetonplex / Maximuscentillion - 10↑10↑303
Quectihectillion - 10↑(3x10↑330+3) = z(110, 2)
Icosihectillion - 10↑(3x10↑360+3) = z(120, 2)
Triacontahectillion - 10↑(3x10↑390+3) = z(130, 2)
Pentacontahectillion - 10↑(3x10↑450+3) = z(150, 2)
Millillithreeion - 10↑3↑1,002 ≈ 10↑(1.18x10↑478)
Googolplexiding - 10↑10↑500
Dohectillion - 10↑(3x10↑600+3) = z(200, 2)
Millillifiveion - 10↑5↑1,002 ≈ 10↑(2.33x10↑700)
Triahectillion - 10↑(3x10↑900+3) = z(300, 2)
Googolplexichime - 10↑10↑1,000
Nobel-Billion - 11↑11↑1,111 ≈ 10↑10↑1157
Tetrahectillion - 10↑(3x10↑1,200+3) = z(400, 2)
Pentahectillion - 10↑(3x10↑1,500+3) = z(500, 2)
Legion's number of the second kind - 666!↑666! ≈ 10↑(1.6x10↑1,596)
Hexahectillion - 10↑(3x10↑1,800+3) = z(600, 2)
Heptahectillion - 10↑(3x10↑2,100+3) = z(700, 2)
Octahectillion - 10↑(3x10↑2,400+3) = z(800, 2)
Ennahectillion - 10↑(3x10↑2,700+3) = z(900, 2)
Killillion - 10↑(3x10↑3,000+3) = z(1,000, 2) = z(1, 3)
Myryllion - 10↑(7.98x10↑3,010)
Googolplexibell - 10↑10↑5,000
Micrekillillion - 10↑(3x10↑6,000+3) = z(2,000, 2)
Nanekillillion - 10↑(3x10↑9,000+3) = z(3,000, 2)
Googolplexitoll - 10↑10↑10,000
Picekillillion - 10↑(3x10↑12,000+3) = z(4,000, 2)
Femtekillillion - 10↑(3x10↑15,000+3) = z(5,000, 2)
Attekillillion - 10↑(3x10↑18,000+3) = z(6,000, 2)
Zeptekillillion - 10↑(3x10↑21,000+3) = z(7,000, 2)
Yoctekillillion - 10↑(3x10↑24,000+3) = z(8,000, 2)
Rontekillillion - 10↑(3x10↑27,000+3) = z(9,000, 2)
Quectekillillion - 10↑(3x10↑30,000+3) = z(10,000, 2)
Icosekillillion - 10↑(3x10↑60,000+3) = z(20,000, 2)
Triacontekillillion - 10↑(3x10↑90,000+3) = z(30,000, 2)
Googolplexigong - 10↑10↑100,000
Tetracontekillillion - 10↑(3x10↑120,000+3) = z(40,000, 2)
Pentacontekillillion - 10↑(3x10↑150,000+3) = z(50,000, 2)
Hexacontekillillion - 10↑(3x10↑180,000+3) = z(60,000, 2)
Heptacontekillillion - 10↑(3x10↑210,000+3) = z(70,000, 2)
Octacontekillillion - 10↑(3x10↑240,000+3) = z(80,000, 2)
Ennacontekillillion - 10↑(3x10↑270,000+3) = z(90,000, 2)
Hectekillillion - 10↑(3x10↑300,000+3) = z(100,000, 2)
Dohectekillillion - 10↑(3x10↑600,000+3) = z(200,000, 2)
Triahectekillillion - 10↑(3x10↑900,000+3) = z(300,000, 2)
Milliduplexion - 10↑10↑1,000,000
Tetrahectekillillion - 10↑(3x10↑1,200,000+3) = z(400,000, 2)
Pentahectekillillion - 10↑(3x10↑1,500,000+3) = z(500,000, 2)
Hexahectekillillion - 10↑(3x10↑1,800,000+3) = z(600,000, 2)
Heptahectekillillion - 10↑(3x10↑2,100,000+3) = z(700,000, 2)
Octahectekillillion - 10↑(3x10↑2,400,000+3) = z(800,000, 2)
Ennahectekillillion - 10↑(3x10↑2,700,000+3) = z(900,000, 2)
Megillion - 10↑(3x10↑3,000,000+3) = z(1,000,000, 2) = z(2, 3)
Quectemegillion - 10↑(3x10↑30,000,000+3) = z(10,000,000, 2)
Googolplexibong - 10↑10↑100,000,000
Hectemegillion - 10↑(3x10↑300,000,000+3) = z(100,000,000, 2)
Billiduplexion - 10↑10↑1,000,000,000
Gigillion - 10↑(3x10↑3,000,000,000+3) = z(1,000,000,000, 2) = z(3, 3)
Robloxplex - 10↑10↑4,778,815,304
Tetralogue - 10↑10↑10↑10 = 10↑10↑10,000,000,000
Googolplexithrong - 10↑10↑10↑11
Trilliduplexion - 10↑10↑10↑12
Terillion - 10↑(3x10↑(3x10↑12)+3) = z(4, 3)
Googolplexigandigan - 10↑10↑10↑14
Quadrilliduplexion - 10↑10↑10↑15
Petillion - 10↑(3x10↑(3x10↑15)+3) = z(5, 3)
Quintilliduplexion - 10↑10↑10↑18
Exillion - 10↑(3x10↑(3x10↑18)+3) = z(6, 3)
Guppyduplex - 10↑10↑10↑20
Zettillion - 10↑(3x10↑(3x10↑21)+3) = z(7, 3)
Yottillion - 10↑(3x10↑(3x10↑24)+3) = z(8, 3)
Ronnillion - 10↑(3x10↑(3x10↑27)+3) = z(9, 3)
Quettillion - 10↑(3x10↑(3x10↑30)+3) = z(10, 3)
Decilliduplexion - 10↑10↑10↑33
Hendillion - 10↑(3x10↑(3x10↑33)+3) = z(11, 3)
First Skewes number - e↑e↑e↑79 ≈ 10↑10↑10↑34
Dokillion - 10↑(3x10↑(3x10↑36)+3) = z(12, 3)
Tradakillion - 10↑(3x10↑(3x10↑39)+3) = z(13, 3)
Tedakillion - 10↑(3x10↑(3x10↑42)+3) = z(14, 3)
Pedakillion - 10↑(3x10↑(3x10↑45)+3) = z(15, 3)
Exdakillion - 10↑(3x10↑(3x10↑48)+3) = z(16, 3)
Gogolduplex - 10↑10↑10↑50
Zedakillion - 10↑(3x10↑(3x10↑51)+3) = z(17, 3)
Yodakillion - 10↑(3x10↑(3x10↑54)+3) = z(18, 3)
Nedakillion - 10↑(3x10↑(3x10↑57)+3) = z(19, 3)
Ikillion - 10↑(3x10↑(3x10↑60)+3) = z(20, 3)
Ikenillion - 10↑(3x10↑(3x10↑63)+3) = z(21, 3)
Icodillion - 10↑(3x10↑(3x10↑66)+3) = z(22, 3)
Ictrillion - 10↑(3x10↑(3x10↑69)+3) = z(23, 3)
Icterillion - 10↑(3x10↑(3x10↑72)+3) = z(24, 3)
Icpetillion - 10↑(3x10↑(3x10↑75)+3) = z(25, 3)
Ikectillion - 10↑(3x10↑(3x10↑78)+3) = z(26, 3)
Ogolduplex - 10↑10↑10↑80
Iczetillion - 10↑(3x10↑(3x10↑81)+3) = z(27, 3)
Icyotillion - 10↑(3x10↑(3x10↑84)+3) = z(28, 3)
Icronillion - 10↑(3x10↑(3x10↑87)+3) = z(29, 3)
Trakillion - 10↑(3x10↑(3x10↑90)+3) = z(30, 3)
Googolduplex - 10↑10↑10↑100
Tekillion - 10↑(3x10↑(3x10↑120)+3) = z(40, 3)
Pekillion - 10↑(3x10↑(3x10↑150)+3) = z(50, 3)
Exakillion - 10↑(3x10↑(3x10↑180)+3) = z(60, 3)
Zakillion - 10↑(3x10↑(3x10↑210)+3) = z(70, 3)
Yokillion - 10↑(3x10↑(3x10↑240)+3) = z(80, 3)
Nekillion - 10↑(3x10↑(3x10↑270)+3) = z(90, 3)
Hotillion - 10↑(3x10↑(3x10↑300)+3) = z(100, 3)
Ecetonduplex - 10↑10↑10↑303
Hotquettillion - 10↑(3x10↑(3x10↑330)+3) = z(110, 3)
Hotikillion - 10↑(3x10↑(3x10↑360)+3) = z(120, 3)
Hottrakillion - 10↑(3x10↑(3x10↑390)+3) = z(130, 3)
Hotpekillion - 10↑(3x10↑(3x10↑450)+3) = z(150, 3)
Googolduplexiding - 10↑10↑10↑500
Botillion - 10↑(3x10↑(3x10↑600)+3) = z(200, 3)
Trotillion - 10↑(3x10↑(3x10↑900)+3) = z(300, 3)
Googolduplexichime - 10↑10↑10↑1,000
Totillion - 10↑(3x10↑(3x10↑1,200)+3) = z(400, 3)
Potillion - 10↑(3x10↑(3x10↑1,500)+3) = z(500, 3)
Exotillion - 10↑(3x10↑(3x10↑1,800)+3) = z(600, 3)
Zotillion - 10↑(3x10↑(3x10↑2,100)+3) = z(700, 3)
Yootillion - 10↑(3x10↑(3x10↑2,400)+3) = z(800, 3)
Notillion - 10↑(3x10↑(3x10↑2,700)+3) = z(900, 3)
Kalillion - 10↑(3x10↑(3x10↑3,000)+3) = z(1,000, 3) = z(1, 4)
Googolduplexibell - 10↑10↑10↑5,000
Megakalillion - 10↑(3x10↑(3x10↑6,000)+3) = z(2,000, 3)
Gigakalillion - 10↑(3x10↑(3x10↑9,000)+3) = z(3,000, 3)
Googolduplexitoll - 10↑10↑10↑10,000
Terakalillion - 10↑(3x10↑(3x10↑12,000)+3) = z(4,000, 3)
Petakalillion - 10↑(3x10↑(3x10↑15,000)+3) = z(5,000, 3)
Exakalillion - 10↑(3x10↑(3x10↑18,000)+3) = z(6,000, 3)
Zettakalillion - 10↑(3x10↑(3x10↑21,000)+3) = z(7,000, 3)
Yottakalillion - 10↑(3x10↑(3x10↑24,000)+3) = z(8,000, 3)
Ronnakalillion - 10↑(3x10↑(3x10↑27,000)+3) = z(9,000, 3)
Quettakalillion - 10↑(3x10↑(3x10↑30,000)+3) = z(10,000, 3)
Ikalillion - 10↑(3x10↑(3x10↑60,000)+3) = z(20,000, 3)
Tradakalillion - 10↑(3x10↑(3x10↑90,000)+3) = z(30,000, 3)
Googolduplexigong - 10↑10↑10↑100,000
Tedakalillion - 10↑(3x10↑(3x10↑120,000)+3) = z(40,000, 3)
Pedakalillion - 10↑(3x10↑(3x10↑150,000)+3) = z(50,000, 3)
Exadakalillion - 10↑(3x10↑(3x10↑180,000)+3) = z(60,000, 3)
Zedakalillion - 10↑(3x10↑(3x10↑210,000)+3) = z(70,000, 3)
Yodakalillion - 10↑(3x10↑(3x10↑240,000)+3) = z(80,000, 3)
Nedakalillion - 10↑(3x10↑(3x10↑270,000)+3) = z(90,000, 3)
Hotalillion - 10↑(3x10↑(3x10↑300,000)+3) = z(100,000, 3)
Botalillion - 10↑(3x10↑(3x10↑600,000)+3) = z(200,000, 3)
Trotalillion - 10↑(3x10↑(3x10↑900,000)+3) = z(300,000, 3)
Millitriplexion - 10↑10↑10↑1,000,000
Totalillion - 10↑(3x10↑(3x10↑1,200,000)+3) = z(400,000, 3)
Potalillion - 10↑(3x10↑(3x10↑1,500,000)+3) = z(500,000, 3)
Exotalillion - 10↑(3x10↑(3x10↑1,800,000)+3) = z(600,000, 3)
Zotalillion - 10↑(3x10↑(3x10↑2,100,000)+3) = z(700,000, 3)
Yootalillion - 10↑(3x10↑(3x10↑2,400,000)+3) = z(800,000, 3)
Notalillion - 10↑(3x10↑(3x10↑2,700,000)+3) = z(900,000, 3)
Mejillion - 10↑(3x10↑(3x10↑3,000,000)+3) = z(1,000,000, 3) = z(2, 4)
Quettamejillion - 10↑(3x10↑(3x10↑30,000,000)+3)
Googolduplexibong - 10↑10↑10↑100,000,000
Hotejillion - 10↑(3x10↑(3x10↑300,000,000)+3)
Billitriplexion - 10↑10↑10↑1,000,000,000
Gijillion - 10↑(3x10↑(3x10↑3,000,000,000)+3) = z(3, 4)
Pentalogue - 10↑10↑10↑10↑10 = 10↑↑5
Googolduplexithrong - 10↑10↑10↑10↑11
Trillitriplexion - 10↑10↑10↑10↑12
Astillion - 10↑(3x10↑(3x10↑(3x10↑12))+3) = z(4, 4)
Googolduplexigandigan - 10↑10↑10↑10↑14
Quadrillitriplexion - 10↑10↑10↑10↑15
Lunillion - 10↑(3x10↑(3x10↑(3x10↑15))+3) = z(5, 4)
Quintillitriplexion - 10↑10↑10↑10↑18
Fermillion - 10↑(3x10↑(3x10↑(3x10↑18))+3) = z(6, 4)
Guppytriplex - 10↑10↑10↑10↑20
Jovillion - 10↑(3x10↑(3x10↑(3x10↑21))+3) = z(7, 4)
Solillion - 10↑(3x10↑(3x10↑(3x10↑24))+3) = z(8, 4)
Betillion - 10↑(3x10↑(3x10↑(3x10↑27))+3) = z(9, 4)
Glocillion - 10↑(3x10↑(3x10↑(3x10↑30))+3) = z(10, 4)
Decillitriplexion - 10↑10↑10↑10↑33
Gaxillion - 10↑(3x10↑(3x10↑(3x10↑33))+3) = z(11, 4)
Supillion - 10↑(3x10↑(3x10↑(3x10↑36))+3) = z(12, 4)
Versillion - 10↑(3x10↑(3x10↑(3x10↑39))+3) = z(13, 4)
Multillion - 10↑(3x10↑(3x10↑(3x10↑42))+3) = z(14, 4)
Metillion - 10↑(3x10↑(3x10↑(3x10↑45))+3) = z(15, 4)
Xevillion - 10↑(3x10↑(3x10↑(3x10↑48))+3) = z(16, 4)
Gogoltriplex - 10↑10↑10↑10↑50
Hypillion - 10↑(3x10↑(3x10↑(3x10↑51))+3) = z(17, 4)
Omnillion - 10↑(3x10↑(3x10↑(3x10↑54))+3) = z(18, 4)
Outillion - 10↑(3x10↑(3x10↑(3x10↑57))+3) = z(19, 4)
Barrillion - 10↑(3x10↑(3x10↑(3x10↑60))+3) = z(20, 4)
Barralillion - 10↑(3x10↑(3x10↑(3x10↑63))+3) = z(21, 4)
Barrejillion - 10↑(3x10↑(3x10↑(3x10↑66))+3) = z(22, 4)
Barrijillion - 10↑(3x10↑(3x10↑(3x10↑69))+3) = z(23, 4)
Barrastillion - 10↑(3x10↑(3x10↑(3x10↑72))+3) = z(24, 4)
Barrunillion - 10↑(3x10↑(3x10↑(3x10↑75))+3) = z(25, 4)
Barrermillion - 10↑(3x10↑(3x10↑(3x10↑78))+3) = z(26, 4)
Ogoltriplex - 10↑10↑10↑10↑80
Barrovillion - 10↑(3x10↑(3x10↑(3x10↑81))+3) = z(27, 4)
Barrolillion - 10↑(3x10↑(3x10↑(3x10↑84))+3) = z(28, 4)
Barretillion - 10↑(3x10↑(3x10↑(3x10↑87))+3) = z(29, 4)
Gicillion - 10↑(3x10↑(3x10↑(3x10↑90))+3) = z(30, 4)
Googoltriplex - 10↑10↑10↑10↑100
Ascillion - 10↑(3x10↑(3x10↑(3x10↑120))+3) = z(40, 4)
Lucillion - 10↑(3x10↑(3x10↑(3x10↑150))+3) = z(50, 4)
Fercillion - 10↑(3x10↑(3x10↑(3x10↑180))+3) = z(60, 4)
Jocillion - 10↑(3x10↑(3x10↑(3x10↑210))+3) = z(70, 4)
Socillion - 10↑(3x10↑(3x10↑(3x10↑240))+3) = z(80, 4)
Becillion - 10↑(3x10↑(3x10↑(3x10↑270))+3) = z(90, 4)
Cetillion - 10↑(3x10↑(3x10↑(3x10↑300))+3) = z(100, 4)
Ecetontriplex - 10↑10↑10↑10↑303
Ceglocillion - 10↑(3x10↑(3x10↑(3x10↑330))+3) = z(110, 4)
Cebarrillion - 10↑(3x10↑(3x10↑(3x10↑360))+3) = z(120, 4)
Cegicillion - 10↑(3x10↑(3x10↑(3x10↑390))+3) = z(130, 4)
Celucillion - 10↑(3x10↑(3x10↑(3x10↑450))+3) = z(150, 4)
Googoltriplexiding - 10↑10↑10↑10↑500
Meetillion - 10↑(3x10↑(3x10↑(3x10↑600))+3) = z(200, 4)
Gitillion - 10↑(3x10↑(3x10↑(3x10↑900))+3) = z(300, 4)
Googoltriplexichime - 10↑10↑10↑10↑1,000
Ascetillion - 10↑(3x10↑(3x10↑(3x10↑1,200))+3) = z(400, 4)
Lutillion - 10↑(3x10↑(3x10↑(3x10↑1,500))+3) = z(500, 4)
Fertillion - 10↑(3x10↑(3x10↑(3x10↑1,800))+3) = z(600, 4)
Jotillion - 10↑(3x10↑(3x10↑(3x10↑2,100))+3) = z(700, 4)
Sotillion - 10↑(3x10↑(3x10↑(3x10↑2,400))+3) = z(800, 4)
Beetillion - 10↑(3x10↑(3x10↑(3x10↑2,700))+3) = z(900, 4)
Unvillion - 10↑(3x10↑(3x10↑(3x10↑3,000))+3) = z(1,000, 4) = z(1, 5)
Googoltriplexibell - 10↑10↑10↑10↑5,000
Munvillion - 10↑(3x10↑(3x10↑(3x10↑6,000))+3) = z(2,000, 4)
Gunvillion - 10↑(3x10↑(3x10↑(3x10↑9,000))+3) = z(3,000, 4)
Googoltriplexitoll - 10↑10↑10↑10↑10,000
Anvillion - 10↑(3x10↑(3x10↑(3x10↑12,000))+3) = z(4,000, 4)
Lunvillion - 10↑(3x10↑(3x10↑(3x10↑15,000))+3) = z(5,000, 4)
Funvillion - 10↑(3x10↑(3x10↑(3x10↑18,000))+3) = z(6,000, 4)
Junvillion - 10↑(3x10↑(3x10↑(3x10↑21,000))+3) = z(7,000, 4)
Sunvillion - 10↑(3x10↑(3x10↑(3x10↑24,000))+3) = z(8,000, 4)
Bunvillion - 10↑(3x10↑(3x10↑(3x10↑27,000))+3) = z(9,000, 4)
Glocunvillion - 10↑(3x10↑(3x10↑(3x10↑30,000))+3) = z(10,000, 4)
Barrunvillion - 10↑(3x10↑(3x10↑(3x10↑60,000))+3) = z(20,000, 4)
Gicunvillion - 10↑(3x10↑(3x10↑(3x10↑90,000))+3) = z(30,000, 4)
Googoltriplexigong - 10↑10↑10↑10↑100,000
Ascunvillion - 10↑(3x10↑(3x10↑(3x10↑120,000))+3) = z(40,000, 4)
Lucunvillion - 10↑(3x10↑(3x10↑(3x10↑150,000))+3) = z(50,000, 4)
Fercunvillion - 10↑(3x10↑(3x10↑(3x10↑180,000))+3) = z(60,000, 4)
Jocunvillion - 10↑(3x10↑(3x10↑(3x10↑210,000))+3) = z(70,000, 4)
Socunvillion - 10↑(3x10↑(3x10↑(3x10↑240,000))+3) = z(80,000, 4)
Becunvillion - 10↑(3x10↑(3x10↑(3x10↑270,000))+3) = z(90,000, 4)
Cetunvillion - 10↑(3x10↑(3x10↑(3x10↑300,000))+3) = z(100,000, 4)
Meetunvillion - 10↑(3x10↑(3x10↑(3x10↑600,000))+3) = z(200,000, 4)
Gitunvillion - 10↑(3x10↑(3x10↑(3x10↑900,000))+3) = z(300,000, 4)
Milliquadriplexion - 10↑10↑10↑10↑1,000,000
Ascetunvillion - 10↑(3x10↑(3x10↑(3x10↑1,200,000))+3) = z(400,000, 4)
Lutunvillion - 10↑(3x10↑(3x10↑(3x10↑1,500,000))+3) = z(500,000, 4)
Fertunvillion - 10↑(3x10↑(3x10↑(3x10↑1,800,000))+3) = z(600,000, 4)
Jotunvillion - 10↑(3x10↑(3x10↑(3x10↑2,100,000))+3) = z(700,000, 4)
Sotunvillion - 10↑(3x10↑(3x10↑(3x10↑2,400,000))+3) = z(800,000, 4)
Beetunvillion - 10↑(3x10↑(3x10↑(3x10↑2,700,000))+3) = z(900,000, 4)
Duvillion - 10↑(3x10↑(3x10↑(3x10↑3,000,000))+3) = z(1,000,000, 4) = z(2, 5)
Googoltriplexibong - 10↑10↑10↑10↑100,000,000
Billiquadriplexion - 10↑10↑10↑10↑1,000,000,000
Etillion - 10↑(3x10↑(3x10↑(3x10↑3,000,000,000))+3) = z(3, 5)
Hexalogue - 10↑10↑10↑10↑10↑10 = 10↑↑6
Googoltriplexithrong - 10↑10↑10↑10↑10↑11
Trilliquadriplexion - 10↑10↑10↑10↑10↑12
Cuvillion - z(4, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑12)))+3)
Googoltriplexigandigan - 10↑10↑10↑10↑10↑14
Quadrilliquadriplexion - 10↑10↑10↑10↑10↑15
Quivillion - z(5, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑15)))+3)
Swivillion - z(6, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑18)))+3)
Guppyquadriplex - 10↑10↑10↑10↑10↑20
Pryvillion - z(7, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑21)))+3)
Oivillion - z(8, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑24)))+3)
Enillion - z(9, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑27)))+3)
Ekillion - z(10, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑30)))+3)
Evillion - z(11, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑33)))+3)
Twivillion - z(12, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑36)))+3)
Eketillion - z(13, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑39)))+3)
Ekcuvillion - z(14, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑42)))+3)
Ekquivillion - z(15, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑45)))+3)
Ekswivillion - z(16, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑48)))+3)
Gogolquadriplex - 10↑10↑10↑10↑10↑50
Ekpryvillion - z(17, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑51)))+3)
Ekoivillion - z(18, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑54)))+3)
Eknenillion - z(19, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑57)))+3)
Lanillion - z(20, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑60)))+3)
Lanunillion - z(21, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑63)))+3)
Landuillion - z(22, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑66)))+3)
Lanetillion - z(23, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑69)))+3)
Lancuvillion - z(24, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑72)))+3)
Lanquivillion - z(25, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑75)))+3)
Lanswivillion - z(26, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑78)))+3)
Ogolquadriplex - 10↑10↑10↑10↑10↑80
Lanpryvillion - z(27, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑81)))+3)
Lanoivillion - z(28, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑84)))+3)
Lanenillion - z(29, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑87)))+3)
Etkillion - z(30, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑90)))+3)
Googolquadriplex - 10↑10↑10↑10↑10↑100
Cukillion - z(40, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑120)))+3)
Quikillion - z(50, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑150)))+3)
Swikillion - z(60, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑180)))+3)
Prykillion - z(70, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑210)))+3)
Oikillion - z(80, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑240)))+3)
Enkillion - z(90, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑270)))+3)
Evafillion - z(100, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑300)))+3)
Ecetonquadriplex - 10↑10↑10↑10↑10↑303
Evafekillion - z(110, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑330)))+3)
Evaflanillion - z(120, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑360)))+3)
Evafetkillion - z(130, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑390)))+3)
Evaquikillion - z(150, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑450)))+3)
Googolquadriplexiding - 10↑10↑10↑10↑10↑500
Duvafillion - z(200, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑600)))+3)
Etafillion - z(300, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑900)))+3)
Googolquadriplexichime - 10↑10↑10↑10↑10↑1,000
Cuvafillion - z(400, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑1,200)))+3)
Quivafillion - z(500, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑1,500)))+3)
Swivafillion - z(600, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑1,800)))+3)
Pryvafillion - z(700, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑2,100)))+3)
Oivafillion - z(800, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑2,400)))+3)
Envafillion - z(900, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑2,700)))+3)
Hapaxillion - z(1, 6) = z(1,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑3,000)))+3)
Googolquadriplexibell - 10↑10↑10↑10↑10↑5,000
Duvpaxillion - z(2,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑6,000)))+3)
Etpaxillion - z(3,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑9,000)))+3)
Googolquadriplexitoll - 10↑10↑10↑10↑10↑10,000
Cuvpaxillion - z(4,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑12,000)))+3)
Quivpaxillion - z(5,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑15,000)))+3)
Swivpaxillion - z(6,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑18,000)))+3)
Pryvpaxillion - z(7,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑21,000)))+3)
Oivpaxillion - z(8,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑24,000)))+3)
Enpaxillion - z(9,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑27,000)))+3)
Ekpaxillion - z(10,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑30,000)))+3)
Lanpaxillion - z(20,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑60,000)))+3)
Etkpaxillion - z(30,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑90,000)))+3)
Googolquadriplexigong - 10↑10↑10↑10↑10↑100,000
Cukpaxillion - z(40,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑120,000)))+3)
Quikpaxillion - z(50,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑150,000)))+3)
Swikpaxillion - z(60,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑180,000)))+3)
Prykpaxillion - z(70,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑210,000)))+3)
Oikpaxillion - z(80,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑240,000)))+3)
Enkpaxillion - z(90,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑270,000)))+3)
Evafpaxillion - z(100,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑300,000)))+3)
Duvafpaxillion - z(200,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑600,000)))+3)
Etafpaxillion - z(300,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑900,000)))+3)
Milliquintiplexion - 10↑10↑10↑10↑10↑1,000,000
Cuvafpaxillion - z(400,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑1,200,000)))+3)
Quivafpaxillion - z(500,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑1,500,000)))+3)
Swivafpaxillion - z(600,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑1,800,000)))+3)
Pryvafpaxillion - z(700,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑2,100,000)))+3)
Oivafpaxillion - z(800,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑2,400,000)))+3)
Envafpaxillion - z(900,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑2,700,000)))+3)
Disillion - z(2, 6) = z(1,000,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑3,000,000)))+3)
Ekdisillion - z(10,000,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑30,000,000)))+3)
Googolquadriplexibong - 10↑10↑10↑10↑10↑100,000,000
Evafdisillion - z(100,000,000, 5) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑300,000,000)))+3)
Billiquintiplexion - 10↑10↑10↑10↑10↑1,000,000,000
Trisillion - z(3, 6) = 10↑(3x10↑(3x10↑(3x10↑(3x10↑3,000,000,000)))+3)
Heptalogue - 10↑10↑10↑10↑10↑10↑10 = 10↑↑7
Googolquadriplexithrong - 10↑10↑10↑10↑10↑10↑11
Trilliquintiplexion - 10↑10↑10↑10↑10↑10↑12
Tetrakisillion - z(4, 6) ≈ 10↑(3x10↑)^5 12
Googolquadriplexigandigan - 10↑10↑10↑10↑10↑10↑14
Quadrilliquintiplexion - 10↑10↑10↑10↑10↑10↑15
Pentakisillion - z(5, 6) ≈ 10↑(3x10↑)^5 15
Hexakisillion - z(6, 6) ≈ 10↑(3x10↑)^5 18
Guppyquintiplex - 10↑10↑10↑10↑10↑10↑20
Heptakisillion - z(7, 6) ≈ 10↑(3x10↑)^5 21
Octakisillion - z(8, 6) ≈ 10↑(3x10↑)^5 24
Enneakisillion - z(9, 6) ≈ 10↑(3x10↑)^5 27
Decakisillion - z(10, 6) ≈ 10↑(3x10↑)^5 30
Hendecakisillion - z(11, 6) ≈ 10↑(3x10↑)^5 33
Dodecakisillion - z(12, 6) ≈ 10↑(3x10↑)^5 36
Tridecakisillion - z(13, 6) ≈ 10↑(3x10↑)^5 39
Tetradecakisillion - z(14, 6) ≈ 10↑(3x10↑)^5 42
Pentadecakisillion - z(15, 6) ≈ 10↑(3x10↑)^5 45
Hexadecakisillion - z(16, 6) ≈ 10↑(3x10↑)^5 48
Gogolquintiplex - 10↑10↑10↑10↑10↑10↑50
Heptadecakisillion - z(17, 6) ≈ 10↑(3x10↑)^5 51
Octadecakisillion - z(18, 6) ≈ 10↑(3x10↑)^5 54
Enneadecakisillion - z(19, 6) ≈ 10↑(3x10↑)^5 57
Icosakisillion - z(20, 6) ≈ 10↑(3x10↑)^5 60
Icosahenakisillion - z(21, 6) ≈ 10↑(3x10↑)^5 63
Icosadyakisillion - z(22, 6) ≈ 10↑(3x10↑)^5 66
Icosatriakisillion - z(23, 6) ≈ 10↑(3x10↑)^5 69
Icosatetrakisillion - z(24, 6) ≈ 10↑(3x10↑)^5 72
Icosapentakisillion - z(25, 6) ≈ 10↑(3x10↑)^5 75
Icosahexakisillion - z(26, 6) ≈ 10↑(3x10↑)^5 78
Ogolquintiplex - 10↑10↑10↑10↑10↑10↑80
Icosaheptakisillion - z(27, 6) ≈ 10↑(3x10↑)^5 81
Icosaoctakisillion - z(28, 6) ≈ 10↑(3x10↑)^5 84
Icosaenneakisillion - z(29, 6) ≈ 10↑(3x10↑)^5 87
Triacontakisillion - z(30, 6) ≈ 10↑(3x10↑)^5 90
Googolquintiplex - 10↑10↑10↑10↑10↑10↑100
Tetracontakisillion - z(40, 6) ≈ 10↑(3x10↑)^5 120
Pentacontakisillion - z(50, 6) ≈ 10↑(3x10↑)^5 150
Hexacontakisillion - z(60, 6) ≈ 10↑(3x10↑)^5 180
Heptacontakisillion - z(70, 6) ≈ 10↑(3x10↑)^5 210
Octacontakisillion - z(80, 6) ≈ 10↑(3x10↑)^5 240
Enneacontakisillion - z(90, 6) ≈ 10↑(3x10↑)^5 270
Hecatakisillion - z(100, 6) ≈ 10↑(3x10↑)^5 300
Ecetonquintiplex - 10↑10↑10↑10↑10↑10↑303
Hecatadecakisillion - z(110, 6) ≈ 10↑(3x10↑)^5 330
Hecataicosakisillion - z(120, 6) ≈ 10↑(3x10↑)^5 360
Hecatatriacontakisillion - z(130, 6) ≈ 10↑(3x10↑)^5 390
Hecatapentacontakisillion - z(150, 6) ≈ 10↑(3x10↑)^5 450
Googolquintiplexiding - 10↑10↑10↑10↑10↑10↑500
Diacosakisillion - z(200, 6) ≈ 10↑(3x10↑)^5 600
Triacosakisillion - z(300, 6) ≈ 10↑(3x10↑)^5 900
Googolquintiplexichime - 10↑10↑10↑10↑10↑10↑1,000
Tetracosakisillion - z(400, 6) ≈ 10↑(3x10↑)^5 1,200
Pentacosakisillion - z(500, 6) ≈ 10↑(3x10↑)^5 1,500
Hexacosakisillion - z(600, 6) ≈ 10↑(3x10↑)^5 1,800
Heptacosakisillion - z(700, 6) ≈ 10↑(3x10↑)^5 2,100
Octacosakisillion - z(800, 6) ≈ 10↑(3x10↑)^5 2,400
Enneacosakisillion - z(900, 6) ≈ 10↑(3x10↑)^5 2,700
Einillion - z(1, 7) = z(1,000, 6) ≈ 10↑(3x10↑)^5 3,000
Googolquintiplexibell - 10↑10↑10↑10↑10↑10↑5,000
Diseinillion - z(2,000, 6) ≈ 10↑(3x10↑)^5 6,000
Triseinillion - z(3,000, 6) ≈ 10↑(3x10↑)^5 9,000
Googolquintiplexitoll - 10↑10↑10↑10↑10↑10↑10,000
Tetrakiseinillion - z(4,000, 6) ≈ 10↑(3x10↑)^5 12,000
Pentakiseinillion - z(5,000, 6) ≈ 10↑(3x10↑)^5 15,000
Hexakiseinillion - z(6,000, 6) ≈ 10↑(3x10↑)^5 18,000
Heptakiseinillion - z(7,000, 6) ≈ 10↑(3x10↑)^5 21,000
Octakiseinillion - z(8,000, 6) ≈ 10↑(3x10↑)^5 24,000
Enneakiseinillion - z(9,000, 6) ≈ 10↑(3x10↑)^5 27,000
Decakiseinillion - z(10,000, 6) ≈ 10↑(3x10↑)^5 30,000
Icosakiseinillion - z(20,000, 6) ≈ 10↑(3x10↑)^5 60,000
Triacontakiseinillion - z(30,000, 6) ≈ 10↑(3x10↑)^5 90,000
Googolquintiplexigong - 10↑10↑10↑10↑10↑10↑100,000
Tetracontakiseinillion - z(40,000, 6) ≈ 10↑(3x10↑)^5 120,000
Pentacontakiseinillion - z(50,000, 6) ≈ 10↑(3x10↑)^5 150,000
Hexacontakiseinillion - z(60,000, 6) ≈ 10↑(3x10↑)^5 180,000
Heptacontakiseinillion - z(70,000, 6) ≈ 10↑(3x10↑)^5 210,000
Octacontakiseinillion - z(80,000, 6) ≈ 10↑(3x10↑)^5 240,000
Enneacontakiseinillion - z(90,000, 6) ≈ 10↑(3x10↑)^5 270,000
Hecatakiseinillion - z(100,000, 6) ≈ 10↑(3x10↑)^5 300,000
Diacosakiseinillion - z(200,000, 6) ≈ 10↑(3x10↑)^5 600,000
Triacosakiseinillion - z(300,000, 6) ≈ 10↑(3x10↑)^5 900,000
Millisextiplexion - 10↑10↑10↑10↑10↑10↑1,000,000
Tetracosakiseinillion - z(400,000, 6) ≈ 10↑(3x10↑)^5 1,200,000
Pentacosakiseinillion - z(500,000, 6) ≈ 10↑(3x10↑)^5 1,500,000
Hexacosakiseinillion - z(600,000, 6) ≈ 10↑(3x10↑)^5 1,800,000
Heptacosakiseinillion - z(700,000, 6) ≈ 10↑(3x10↑)^5 2,100,000
Octacosakiseinillion - z(800,000, 6) ≈ 10↑(3x10↑)^5 2,400,000
Enneacosakiseinillion - z(900,000, 6) ≈ 10↑(3x10↑)^5 2,700,000
Zweillion - z(2, 7) = z(1,000,000, 6) ≈ 10↑(3x10↑)^5 3,000,000

(Also called a Millidon: ≈ 10↑(3x10↑)^6 6)

Decakiszweillion - z(10,000,000, 6) ≈ 10↑(3x10↑)^5 30,000,000
Googolquintiplexibong - 10↑10↑10↑10↑10↑10↑100,000,000
Hecatakiszweillion - z(100,000,000, 6) ≈ 10↑(3x10↑)^5 300,000,000
Billisextiplexion - 10↑10↑10↑10↑10↑10↑1,000,000,000
Dreillion - z(3, 7) ≈ 10↑(3x10↑)^5 3,000,000,000
Octalogue - 10↑10↑10↑10↑10↑10↑10↑10 = 10↑↑8
Googolquintiplexithrong - 10↑10↑10↑10↑10↑10↑10↑11
Trillisextiplexion - 10↑10↑10↑10↑10↑10↑10↑12
Vierillion - z(4, 7) ≈ 10↑(3x10↑)^6 12
Googolquintiplexigandigan - 10↑10↑10↑10↑10↑10↑10↑14
Funfillion - z(5, 7) ≈ 10↑(3x10↑)^6 15
Sechillion - z(6, 7) ≈ 10↑(3x10↑)^6 18
Guppysextiplex - 10↑10↑10↑10↑10↑10↑10↑20
Siebenillion - z(7, 7) ≈ 10↑(3x10↑)^6 21
Achtillion - z(8, 7) ≈ 10↑(3x10↑)^6 24
Neunillion - z(9, 7) ≈ 10↑(3x10↑)^6 27
Zehnillion - z(10, 7) ≈ 10↑(3x10↑)^6 30
Elfillion - z(11, 7) ≈ 10↑(3x10↑)^6 33
Zwolfillion - z(12, 7) ≈ 10↑(3x10↑)^6 36
Dreizehnillion - z(13, 7) ≈ 10↑(3x10↑)^6 39
Vierzehnillion - z(14, 7) ≈ 10↑(3x10↑)^6 42
Funfzehnillion - z(15, 7) ≈ 10↑(3x10↑)^6 45
Sechzehnillion - z(16, 7) ≈ 10↑(3x10↑)^6 48
Gogolsextiplex - 10↑10↑10↑10↑10↑10↑10↑50
Siebzehnillion - z(17, 7) ≈ 10↑(3x10↑)^6 51
Achtzehnillion - z(18, 7) ≈ 10↑(3x10↑)^6 54
Neunzehnillion - z(19, 7) ≈ 10↑(3x10↑)^6 57
Zwanzigillion - z(20, 7) ≈ 10↑(3x10↑)^6 60
Einundzwanzigillion - z(21, 7) ≈ 10↑(3x10↑)^6 63
Zweiundzwanzigillion - z(22, 7) ≈ 10↑(3x10↑)^6 66
Dreiundzwanzigillion - z(23, 7) ≈ 10↑(3x10↑)^6 69
Vierundzwanzigillion - z(24, 7) ≈ 10↑(3x10↑)^6 72
Funfundzwanzigillion - z(25, 7) ≈ 10↑(3x10↑)^6 75
Sechsundzwanzigillion - z(26, 7) ≈ 10↑(3x10↑)^6 78
Ogolsextiplex - 10↑10↑10↑10↑10↑10↑10↑80
Siebenundzwanzigillion - z(27, 7) ≈ 10↑(3x10↑)^6 81
Achtundzwanzigillion - z(28, 7) ≈ 10↑(3x10↑)^6 84
Neunundzwanzigillion - z(29, 7) ≈ 10↑(3x10↑)^6 87
Dreisigillion - z(30, 7) ≈ 10↑(3x10↑)^6 90
Googolsextiplex - 10↑10↑10↑10↑10↑10↑10↑100
Vierzigillion - z(40, 7) ≈ 10↑(3x10↑)^6 120
Funfzigillion - z(50, 7) ≈ 10↑(3x10↑)^6 150
Sechzigillion - z(60, 7) ≈ 10↑(3x10↑)^6 180
Siebzigillion - z(70, 7) ≈ 10↑(3x10↑)^6 210
Achtzigillion - z(80, 7) ≈ 10↑(3x10↑)^6 240
Neunzigillion - z(90, 7) ≈ 10↑(3x10↑)^6 270
Hundertillion - z(100, 7) ≈ 10↑(3x10↑)^6 300
Ecetonsextiplex - 10↑10↑10↑10↑10↑10↑10↑303
Hundertzehnillion - z(110, 7) ≈ 10↑(3x10↑)^6 330
Hundertzwanzigillion - z(120, 7) ≈ 10↑(3x10↑)^6 360
Hundertdreisigillion - z(130, 7) ≈ 10↑(3x10↑)^6 390
Hundertfunfzigillion - z(150, 7) ≈ 10↑(3x10↑)^6 450
Googolsextiplexiding - 10↑10↑10↑10↑10↑10↑10↑500
Zweihundertillion - z(200, 7) ≈ 10↑(3x10↑)^6 600
Dreihundertillion - z(300, 7) ≈ 10↑(3x10↑)^6 900
Googolsextiplexichime - 10↑10↑10↑10↑10↑10↑10↑1,000
Vierhundertillion - z(400, 7) ≈ 10↑(3x10↑)^6 1,200
Funfhundertillion - z(500, 7) ≈ 10↑(3x10↑)^6 1,500
Sechshundertillion - z(600, 7) ≈ 10↑(3x10↑)^6 1,800
Siebenhundertillion - z(700, 7) ≈ 10↑(3x10↑)^6 2,100
Achthundertillion - z(800, 7) ≈ 10↑(3x10↑)^6 2,400
Neunhundertillion - z(900, 7) ≈ 10↑(3x10↑)^6 2,700
Ekamillion - z(1, 8) = z(1,000, 7) ≈ 10↑(3x10↑)^6 3,000
Googolsextiplexibell - 10↑10↑10↑10↑10↑10↑10↑5,000
Zweikamillion - z(2,000, 7) ≈ 10↑(3x10↑)^6 6,000
Dreikamillion - z(3,000, 7) ≈ 10↑(3x10↑)^6 9,000
Googolsextiplexitoll - 10↑10↑10↑10↑10↑10↑10↑10,000
Vierkamillion - z(4,000, 7) ≈ 10↑(3x10↑)^6 12,000
Funfkamillion - z(5,000, 7) ≈ 10↑(3x10↑)^6 15,000
Sechkamillion - z(6,000, 7) ≈ 10↑(3x10↑)^6 18,000
Siebenkamillion - z(7,000, 7) ≈ 10↑(3x10↑)^6 21,000
Achtkamillion - z(8,000, 7) ≈ 10↑(3x10↑)^6 24,000
Neunkamillion - z(9,000, 7) ≈ 10↑(3x10↑)^6 27,000
Zehnkamillion - z(10,000, 7) ≈ 10↑(3x10↑)^6 30,000
Zwanzigkamillion - z(20,000, 7) ≈ 10↑(3x10↑)^6 60,000
Dreisigkamillion - z(30,000, 7) ≈ 10↑(3x10↑)^6 90,000
Googolsextiplexigong - 10↑10↑10↑10↑10↑10↑10↑100,000
Vierzigkamillion - z(40,000, 7) ≈ 10↑(3x10↑)^6 120,000
Funfzigkamillion - z(50,000, 7) ≈ 10↑(3x10↑)^6 150,000
Sechzigkamillion - z(60,000, 7) ≈ 10↑(3x10↑)^6 180,000
Siebzigkamillion - z(70,000, 7) ≈ 10↑(3x10↑)^6 210,000
Achtzigkamillion - z(80,000, 7) ≈ 10↑(3x10↑)^6 240,000
Neunzigkamillion - z(90,000, 7) ≈ 10↑(3x10↑)^6 270,000
Hundkamillion - z(100,000, 7) ≈ 10↑(3x10↑)^6 300,000
Zweihundkamillion - z(200,000, 7) ≈ 10↑(3x10↑)^6 600,000
Dreihundkamillion - z(300,000, 7) ≈ 10↑(3x10↑)^6 900,000
Milliseptiplexion - 10↑10↑10↑10↑10↑10↑10↑1,000,000
Vierhundkamillion - z(400,000, 7) ≈ 10↑(3x10↑)^6 1,200,000
Funfhundkamillion - z(500,000, 7) ≈ 10↑(3x10↑)^6 1,500,000
Sechshundkamillion - z(600,000, 7) ≈ 10↑(3x10↑)^6 1,800,000
Siebenhundkamillion - z(700,000, 7) ≈ 10↑(3x10↑)^6 2,100,000
Achthundkamillion - z(800,000, 7) ≈ 10↑(3x10↑)^6 2,400,000
Neunhundkamillion - z(900,000, 7) ≈ 10↑(3x10↑)^6 2,700,000
Dvillion - z(2, 8) = z(1,000,000, 7) ≈ 10↑(3x10↑)^6 3,000,000
Zehndvillion - z(10,000,000, 7) ≈ 10↑(3x10↑)^6 30,000,000
Googolsextiplexibong - 10↑10↑10↑10↑10↑10↑10↑100,000,000
Hundvillion - z(100,000,000, 7) ≈ 10↑(3x10↑)^6 300,000,000
Billiseptiplexion - 10↑10↑10↑10↑10↑10↑10↑1,000,000,000
Trinillion - z(3, 8) ≈ 10↑(3x10↑)^6 3,000,000,000
Ennalogue - 10↑10↑10↑10↑10↑10↑10↑10↑10 = 10↑↑9
Googolsextiplexithrong - 10↑10↑10↑10↑10↑10↑10↑10↑11
Trilliseptiplexion - 10↑10↑10↑10↑10↑10↑10↑10↑12
Chaturillion - z(4, 8) ≈ 10↑(3x10↑)^7 12
Googolsextiplexigandigan - 10↑10↑10↑10↑10↑10↑10↑10↑14
Panchillion - z(5, 8) ≈ 10↑(3x10↑)^7 15
Shatillion - z(6, 8) ≈ 10↑(3x10↑)^7 18
Guppyseptiplex - 10↑10↑10↑10↑10↑10↑10↑10↑20
Saptillion - z(7, 8) ≈ 10↑(3x10↑)^7 21
Ashtillion - z(8, 8) ≈ 10↑(3x10↑)^7 24
Navillion - z(9, 8) ≈ 10↑(3x10↑)^7 27
Dashillion - z(10, 8) ≈ 10↑(3x10↑)^7 30
Ekadashillion - z(11, 8) ≈ 10↑(3x10↑)^7 33
Dvadashillion - z(12, 8) ≈ 10↑(3x10↑)^7 36
Trayodashillion - z(13, 8) ≈ 10↑(3x10↑)^7 39
Chaturdashillion - z(14, 8) ≈ 10↑(3x10↑)^7 42
Panchadashillion - z(15, 8) ≈ 10↑(3x10↑)^7 45
Shodashillion - z(16, 8) ≈ 10↑(3x10↑)^7 48
Gogolseptiplex - 10↑10↑10↑10↑10↑10↑10↑10↑50
Saptadashillion - z(17, 8) ≈ 10↑(3x10↑)^7 51
Ashtadashillion - z(18, 8 ≈ 10↑(3x10↑)^7 54
Navadashillion - z(19, 8) ≈ 10↑(3x10↑)^7 57
Vimshatillion - z(20, 8) ≈ 10↑(3x10↑)^7 60
Panchavimshatillion - z(25, 8) ≈ 10↑(3x10↑)^7 75
Ogolseptiplex - 10↑10↑10↑10↑10↑10↑10↑10↑80
Trimshatillion - z(30, 8) ≈ 10↑(3x10↑)^7 90
Googolseptiplex - 10↑10↑10↑10↑10↑10↑10↑10↑100
Chatvarimshatillion - z(40, 8) ≈ 10↑(3x10↑)^7 120
Panchashatillion - z(50, 8) ≈ 10↑(3x10↑)^7 150
Shastillion - z(60, 8) ≈ 10↑(3x10↑)^7 180
Saptatillion - z(70, 8) ≈ 10↑(3x10↑)^7 210
Ashitillion - z(80, 8) ≈ 10↑(3x10↑)^7 240
Navatillion - z(90, 8) ≈ 10↑(3x10↑)^7 270
Shatamillion - z(100, 8) ≈ 10↑(3x10↑)^7 300
Ecetonseptiplex - 10↑10↑10↑10↑10↑10↑10↑10↑303
Shatamdashillion - z(110, 8) ≈ 10↑(3x10↑)^7 330
Shatamvimshatillion - z(120, 8) ≈ 10↑(3x10↑)^7 360
Shatamtrimshatillion - z(130, 8) ≈ 10↑(3x10↑)^7 390
Shatampanchashatillion - z(150, 8) ≈ 10↑(3x10↑)^7 450
Googolseptiplexiding - 10↑10↑10↑10↑10↑10↑10↑10↑500
Dvishatamillion - z(200, 8) ≈ 10↑(3x10↑)^7 600
Trishatamillion - z(300, 8) ≈ 10↑(3x10↑)^7 900
Googolseptiplexichime - 10↑10↑10↑10↑10↑10↑10↑10↑1,000
Chaturshatamillion - z(400, 8) ≈ 10↑(3x10↑)^7 1,200
Panchashatamillion - z(500, 8) ≈ 10↑(3x10↑)^7 1,500
Shatshatamillion - z(600, 8) ≈ 10↑(3x10↑)^7 1,800
Saptashatamillion - z(700, 8) ≈ 10↑(3x10↑)^7 2,100
Ashtashatamillion - z(800, 8) ≈ 10↑(3x10↑)^7 2,400
Navashatamillion - z(900, 8) ≈ 10↑(3x10↑)^7 2,700
Yinillion - z(1, 9) = z(1,000, 8) ≈ 10↑(3x10↑)^7 3,000
Googolseptiplexibell - 10↑10↑10↑10↑10↑10↑10↑10↑5,000
Dvyinillion - z(2,000, 8) ≈ 10↑(3x10↑)^7 6,000
Triyinillion - z(3,000, 8) ≈ 10↑(3x10↑)^7 9,000
Googolseptiplexitoll - 10↑10↑10↑10↑10↑10↑10↑10↑10,000
Chaturyinillion - z(4,000, 8) ≈ 10↑(3x10↑)^7 12,000
Panchyinillion - z(5,000, 8) ≈ 10↑(3x10↑)^7 15,000
Shatyinillion - z(6,000, 8) ≈ 10↑(3x10↑)^7 18,000
Saptyinillion - z(7,000, 8) ≈ 10↑(3x10↑)^7 21,000
Ashtyinillion - z(8,000, 8) ≈ 10↑(3x10↑)^7 24,000
Navyinillion - z(9,000, 8) ≈ 10↑(3x10↑)^7 27,000
Dashyinillion - z(10,000, 8) ≈ 10↑(3x10↑)^7 30,000
Vimshatyinillion - z(20,000, 8) ≈ 10↑(3x10↑)^7 60,000
Trimshatyinillion - z(30,000, 8) ≈ 10↑(3x10↑)^7 90,000
Googolseptiplexigong - 10↑10↑10↑10↑10↑10↑10↑10↑100,000
Chatvarimshatyinillion - z(40,000, 8) ≈ 10↑(3x10↑)^7 120,000
Panchashatyinillion - z(50,000, 8) ≈ 10↑(3x10↑)^7 150,000
Shastyinillion - z(60,000, 8) ≈ 10↑(3x10↑)^7 180,000
Saptayinillion - z(70,000, 8) ≈ 10↑(3x10↑)^7 210,000
Ashityinillion - z(80,000, 8) ≈ 10↑(3x10↑)^7 240,000
Navatyinillion - z(90,000, 8) ≈ 10↑(3x10↑)^7 270,000
Shatamyinillion - z(100,000, 8) ≈ 10↑(3x10↑)^7 300,000
Dvishatamyinillion - z(200,000, 8) ≈ 10↑(3x10↑)^7 600,000
Trishatamyinillion - z(300,000, 8) ≈ 10↑(3x10↑)^7 900,000
Millioctiplexion - 10↑10↑10↑10↑10↑10↑10↑10↑1,000,000
Chaturshatamyinillion - z(400,000, 8) ≈ 10↑(3x10↑)^7 1,200,000
Panchashatamyinillion - z(500,000, 8) ≈ 10↑(3x10↑)^7 1,500,000
Shatshatamyinillion - z(600,000, 8) ≈ 10↑(3x10↑)^7 1,800,000
Saptashatamyinillion - z(700,000, 8) ≈ 10↑(3x10↑)^7 2,100,000
Ashtashatamyinillion - z(800,000, 8) ≈ 10↑(3x10↑)^7 2,400,000
Navashatamyinillion - z(900,000, 8) ≈ 10↑(3x10↑)^7 2,700,000
Erillion - z(2, 9) = z(1,000,000, 8) ≈ 10↑(3x10↑)^7 3,000,000
Dasherillion - z(10,000,000, 8) ≈ 10↑(3x10↑)^7 30,000,000
Googolseptiplexibong - 10↑10↑10↑10↑10↑10↑10↑10↑100,000,000
Shatamerillion - z(100,000,000, 8) ≈ 10↑(3x10↑)^7 300,000,000
Billioctiplexion - 10↑10↑10↑10↑10↑10↑10↑10↑1,000,000,000
Sanillion - z(3, 9) ≈ 10↑(3x10↑)^8 9
Decker / Dekalogue / Dia-taxis - 10↑↑10 = 10↑10↑10↑10↑10↑10↑10↑10↑10↑10
Googolseptiplexithrong - (10↑)^9 11
Trillioctiplexion - (10↑)^9 12
Sinillion - z(4, 9) ≈ 10↑(3x10↑)^8 12
Googolseptiplexigandigan - (10↑)^9 14
Wunillion - z(5, 9) ≈ 10↑(3x10↑)^8 15
Liunillion - z(6, 9) ≈ 10↑(3x10↑)^8 18
Guppyoctiplex - (10↑)^9 20 = 10↑10↑10↑10↑10↑10↑10↑10↑10↑20
Qinillion - z(7, 9) ≈ 10↑(3x10↑)^8 21
Banillion - z(8, 9) ≈ 10↑(3x10↑)^8 24
Jiunillion - z(9, 9) ≈ 10↑(3x10↑)^8 27
Shinillion - z(10, 9) ≈ 10↑(3x10↑)^8 30
Shiyinillion - z(11, 9) ≈ 10↑(3x10↑)^8 33
Shierillion - z(12, 9) ≈ 10↑(3x10↑)^8 36
Shisanillion - z(13, 9) ≈ 10↑(3x10↑)^8 39
Shisinillion - z(14, 9) ≈ 10↑(3x10↑)^8 42
Shiwunillion - z(15, 9) ≈ 10↑(3x10↑)^8 45
Shiliunillion - z(16, 9) ≈ 10↑(3x10↑)^8 48
Gogoloctiplex - (10↑)^9 50
Shiqinillion - z(17, 9) ≈ 10↑(3x10↑)^8 51
Shibanillion - z(18, 9) ≈ 10↑(3x10↑)^8 54
Shijiunillion - z(19, 9) ≈ 10↑(3x10↑)^8 57
Ershinillion - z(20, 9) ≈ 10↑(3x10↑)^8 60
Ogoloctiplex - (10↑)^9 80
Sanshinillion - z(30, 9) ≈ 10↑(3x10↑)^8 90
Googoloctiplex - (10↑)^9 100
Sishinillion - z(40, 9) ≈ 10↑(3x10↑)^8 120
Wushinillion - z(50, 9) ≈ 10↑(3x10↑)^8 150
Liushinillion - z(60, 9) ≈ 10↑(3x10↑)^8 180
Qishinillion - z(70, 9) ≈ 10↑(3x10↑)^8 210
Bashinillion - z(80, 9) ≈ 10↑(3x10↑)^8 240
Jiushinillion - z(90, 9) ≈ 10↑(3x10↑)^8 270
Bainillion - z(100, 9) ≈ 10↑(3x10↑)^8 300
Ecetonoctiplex - (10↑)^9 303
Baishinillion - z(110, 9) ≈ 10↑(3x10↑)^8 330
Baiershinillion - z(120, 9) ≈ 10↑(3x10↑)^8 360
Baisanshinillion - z(130, 9) ≈ 10↑(3x10↑)^8 390
Baiwushinillion - z(150, 9) ≈ 10↑(3x10↑)^8 450
Googoloctiplexiding - (10↑)^9 500
Erbainillion - z(200, 9) ≈ 10↑(3x10↑)^8 600
Sanbainillion - z(300, 9) ≈ 10↑(3x10↑)^8 900
Googoloctiplexichime - (10↑)^9 1,000
Sibainillion - z(400, 9) ≈ 10↑(3x10↑)^8 1,200
Wubainillion - z(500, 9) ≈ 10↑(3x10↑)^8 1,500
Liubainillion - z(600, 9) ≈ 10↑(3x10↑)^8 1,800
Qibainillion - z(700, 9) ≈ 10↑(3x10↑)^8 2,100
Babainillion - z(800, 9) ≈ 10↑(3x10↑)^8 2,400
Jiubainillion - z(900, 9) ≈ 10↑(3x10↑)^8 2,700
Motillion - z(1, 10) = z(1,000, 9) ≈ 10↑(3x10↑)^8 3,000
Googoloctiplexibell - (10↑)^9 5,000
Ermotillion - z(2,000, 9) ≈ 10↑(3x10↑)^8 6,000
Sanmotillion - z(3,000, 9) ≈ 10↑(3x10↑)^8 9,000
Googoloctiplexitoll - 1(10↑)^9 10,000
Simotillion - z(4,000, 9) ≈ 10↑(3x10↑)^8 12,000
Wumotillion - z(5,000, 9) ≈ 10↑(3x10↑)^8 15,000
Liumotillion - z(6,000, 9) ≈ 10↑(3x10↑)^8 18,000
Qimotillion - z(7,000, 9) ≈ 10↑(3x10↑)^8 21,000
Bamotillion - z(8,000, 9) ≈ 10↑(3x10↑)^8 24,000
Jiumotillion - z(9,000, 9) ≈ 10↑(3x10↑)^8 27,000
Shimotillion - z(10,000, 9) ≈ 10↑(3x10↑)^8 30,000
Ershimotillion - z(20,000, 9) ≈ 10↑(3x10↑)^8 60,000
Sanshimotillion - z(30,000, 9) ≈ 10↑(3x10↑)^8 90,000
Googoloctiplexigong - (10↑)^9 100,000
Sishimotillion - z(40,000, 9) ≈ 10↑(3x10↑)^8 120,000
Wushimotillion - z(50,000, 9) ≈ 10↑(3x10↑)^8 150,000
Liushimotillion - z(60,000, 9) ≈ 10↑(3x10↑)^8 180,000
Qishimotillion - z(70,000, 9) ≈ 10↑(3x10↑)^8 210,000
Bashimotillion - z(80,000, 9) ≈ 10↑(3x10↑)^8 240,000
Jiushimotillion - z(90,000, 9) ≈ 10↑(3x10↑)^8 270,000
Baimotillion - z(100,000, 9) ≈ 10↑(3x10↑)^8 300,000
Erbaimotillion - z(200,000, 9) ≈ 10↑(3x10↑)^8 600,000
Sanbaimotillion - z(300,000, 9) ≈ 10↑(3x10↑)^8 900,000
Millinoniplexion - (10↑)^9 1,000,000
Sibaimotillion - z(400,000, 9) ≈ 10↑(3x10↑)^8 1,200,000
Wubaimotillion - z(500,000, 9) ≈ 10↑(3x10↑)^8 1,500,000
Liubaimotillion - z(600,000, 9) ≈ 10↑(3x10↑)^8 1,800,000
Qibaimotillion - z(700,000, 9) ≈ 10↑(3x10↑)^8 2,100,000
Babaimotillion - z(800,000, 9) ≈ 10↑(3x10↑)^8 2,400,000
Jiubaimotillion - z(900,000, 9) ≈ 10↑(3x10↑)^8 2,700,000
Hainillion - z(2, 10) = z(1,000,000, 9) ≈ 10↑(3x10↑)^8 3,000,000
Shihainillion - z(10,000,000, 9) ≈ 10↑(3x10↑)^8 30,000,000
Googoloctiplexibong - (10↑)^9 100,000,000
Baihainillion - z(100,000,000, 9) ≈ 10↑(3x10↑)^8 300,000,000
Billinoniplexion - (10↑)^9 1,000,000,000
Bavillion - z(3, 10) ≈ 10↑(3x10↑)^9 9

(Also called a Billidon: ≈ 10↑(3x10↑)^9 9)

Endekalogue - 10↑↑11 = (10↑)^10 10
Googoloctiplexithrong - (10↑)^10 11
Trillinoniplexion - (10↑)^10 12
Bonillion - z(4, 10) ≈ 10↑(3x10↑)^9 12
Googoloctiplexigandigan - (10↑)^10 14
Namillion - z(5, 10) ≈ 10↑(3x10↑)^9 15
Saunillion - z(6, 10) ≈ 10↑(3x10↑)^9 18
Guppynoniplex - (10↑)^10 20
Bayillion - z(7, 10) ≈ 10↑(3x10↑)^9 21
Tamillion - z(8, 10) ≈ 10↑(3x10↑)^9 24
Chinillion - z(9, 10) ≈ 10↑(3x10↑)^9 27
Muoinillion - z(10, 10) ≈ 10↑(3x10↑)^9 30
Muoimotillion - z(11, 10) ≈ 10↑(3x10↑)^9 33
Muoihainillion - z(12, 10) ≈ 10↑(3x10↑)^9 36
Muoibavillion - z(13, 10) ≈ 10↑(3x10↑)^9 39
Muoibonillion - z(14, 10) ≈ 10↑(3x10↑)^9 42
Muoinamillion - z(15, 10) ≈ 10↑(3x10↑)^9 45
Muoisaunillion - z(16, 10) ≈ 10↑(3x10↑)^9 48
Gogolnoniplex - (10↑)^10 50
Muoibayillion - z(17, 10) ≈ 10↑(3x10↑)^9 51
Muoitamillion - z(18, 10) ≈ 10↑(3x10↑)^9 54
Muoichinillion - z(19, 10) ≈ 10↑(3x10↑)^9 57
Haimuoinillion - z(20, 10) ≈ 10↑(3x10↑)^9 60
Ogolnoniplex - (10↑)^10 80
Bavmuoinillion - z(30, 10) ≈ 10↑(3x10↑)^9 90
Googolnoniplex - (10↑)^10 100
Bonmuoinillion - z(40, 10) ≈ 10↑(3x10↑)^9 120
Namuoinillion - z(50, 10) ≈ 10↑(3x10↑)^9 150
Saumuoinillion - z(60, 10) ≈ 10↑(3x10↑)^9 180
Baymuoinillion - z(70, 10) ≈ 10↑(3x10↑)^9 210
Tamuoinillion - z(80, 10) ≈ 10↑(3x10↑)^9 240
Chinmuoinillion - z(90, 10) ≈ 10↑(3x10↑)^9 270
Tramillion - z(100, 10) ≈ 10↑(3x10↑)^9 300
Ecetonnoniplex - (10↑)^10 303
Tramuoinillion - z(110, 10) ≈ 10↑(3x10↑)^9 330
Trahaimuoinillion - z(120, 10) ≈ 10↑(3x10↑)^9 360
Trabavmuoinillion - z(130, 10) ≈ 10↑(3x10↑)^9 390
Tranamuoinillion - z(150, 10) ≈ 10↑(3x10↑)^9 450
Googolnoniplexiding - (10↑)^10 500
Haitramillion - z(200, 10) ≈ 10↑(3x10↑)^9 600
Bavtramillion - z(300, 10) ≈ 10↑(3x10↑)^9 900
Googolnoniplexichime - (10↑)^10 1,000
Bontramillion - z(400, 10) ≈ 10↑(3x10↑)^9 1,200
Namtramillion - z(500, 10) ≈ 10↑(3x10↑)^9 1,500
Sautramillion - z(600, 10) ≈ 10↑(3x10↑)^9 1,800
Baytramillion - z(700, 10) ≈ 10↑(3x10↑)^9 2,100
Tamtramillion - z(800, 10) ≈ 10↑(3x10↑)^9 2,400
Chintramillion - z(900, 10) ≈ 10↑(3x10↑)^9 2,700
Motsebalasillion - z(1, 11) = z(1,000, 10) ≈ 10↑(3x10↑)^9 3,000
Googolnoniplexibell - (10↑)^10 5,000
Googolnoniplexitoll - (10↑)^10 10,000
Muoinmotsebalasillion - z(10,000, 10) ≈ 10↑(3x10↑)^9 30,000
Googolnoniplexigong - (10↑)^10 100,000
Trammotsebalasillion - z(100,000, 10) ≈ 10↑(3x10↑)^9 300,000
Millideciplexion - (10↑)^10 1,000,000
Hainsebalasillion - z(2, 11) = z(1,000,000, 10) ≈ 10↑(3x10↑)^9 3,000,000
Googolnoniplexibong - (10↑)^10 100,000,000
Billideciplexion - (10↑)^10 1,000,000,000
Bavsebalasillion - z(3, 11) ≈ 10↑(3x10↑)^10 9
Dodekalogue - 10↑↑12
Googolnoniplexithrong - (10↑)^11 11
Trillideciplexion - (10↑)^11 12
Bonsebalasillion - z(4, 11) ≈ 10↑(3x10↑)^10 12
Googolnoniplexigandigan - (10↑)^11 14
Namsebalasillion - z(5, 11) ≈ 10↑(3x10↑)^10 15
Saunsebalasillion - z(6, 11) ≈ 10↑(3x10↑)^10 18
Guppydeciplex - (10↑)^11 20
Baysebalasillion - z(7, 11) ≈ 10↑(3x10↑)^10 21
Tamsebalasillion - z(8, 11) ≈ 10↑(3x10↑)^10 24
Chinsebalasillion - z(9, 11) ≈ 10↑(3x10↑)^10 27
Muoinsebalasillion - z(10, 11) ≈ 10↑(3x10↑)^10 30
Gogoldeciplex - (10↑)^11 50
Ogoldeciplex - (10↑)^11 80
Googoldeciplex - (10↑)^11 100
Tramsebalasillion - z(100, 11) ≈ 10↑(3x10↑)^10 300
Ecetondeciplex - (10↑)^11 303
Googoldeciplexiding - (10↑)^11 500
Googoldeciplexichime - (10↑)^11 1,000
Motduabelasillion - z(1, 12) = z(1,000, 11) ≈ 10↑(3x10↑)^10 3,000
Googoldeciplexibell - (10↑)^11 5,000
Googoldeciplexitoll - (10↑)^11 10,000
Googoldeciplexigong - (10↑)^11 100,000
Googoldeciplexibong - (10↑)^11 100,000,000
Triadekalogue - 10↑↑13
Googoldeciplexithrong - (10↑)^12 11
Googoldeciplexigandigan - (10↑)^12 14
Guppyundeciplex - (10↑)^12 20
Gogolundeciplex - (10↑)^12 50
Ogolundeciplex - (10↑)^12 80
Googolundeciplex - (10↑)^12 100
Ecetonundeciplex - (10↑)^12 303
Mottigabelasillion - z(1, 13) = z(1,000, 12) ≈ 10↑(3x10↑)^11 3,000
Tetradekalogue - 10↑↑14
Trillidon - ≈ 10↑(3x10↑)^12 12
Googolduodeciplex - (10↑)^13 100
Motempatbelasillion - z(1, 14) ≈ 10↑(3x10↑)^12 3,000
Pentadekalogue - 10↑↑15
Googoltredeciplex - (10↑)^14 100
Motlimabelasillion - z(1, 15) ≈ 10↑(3x10↑)^13 3,000
Hexadekalogue - 10↑↑16
Googolquattuordeciplex - (10↑)^15 100
Motenambelasillion - z(1, 16) ≈ 10↑(3x10↑)^14 3,000
Heptadekalogue - 10↑↑17
Quadrillidon - ≈ 10↑(3x10↑)^15 15
Googolquindeciplex - (10↑)^16 100
Mottujuhbelasillion - z(1, 17) ≈ 10↑(3x10↑)^15 3,000
Octadekalogue - 10↑↑18
Googolsexdeciplex - (10↑)^17 100
Motdelapanbelasillion - z(1, 18) ≈ 10↑(3x10↑)^16 3,000
Ennadekalogue - 10↑↑19
Googolseptendeciplex - (10↑)^18 100
Motsembilanbelasillion - z(1, 19) ≈ 10↑(3x10↑)^17 3,000
Icosalogue / Doovol - 10↑↑20
Quintillidon - ≈ 10↑(3x10↑)^18 18
Googoloctodeciplex - (10↑)^19 100
Motduapulillion - z(1, 20) ≈ 10↑(3x10↑)^18 3,000
Enicosalogue - 10↑↑21
Googolnovemdeciplex - (10↑)^20 100
Motduapuluhsatillion - z(1, 21) ≈ 10↑(3x10↑)^19 3,000
Doicosalogue - 10↑↑22
Googolvigintiplex - (10↑)^21 100
Motduapuluhdillion - z(1, 22) ≈ 10↑(3x10↑)^20 3,000
Triaicosalogue - 10↑↑23
Sextillidon - ≈ 10↑(3x10↑)^21 21
Motduapuluhtigillion - z(1, 23) ≈ 10↑(3x10↑)^21 3,000
Tetraicosalogue - 10↑↑24
Motduapuluhempatillion - z(1, 24) ≈ 10↑(3x10↑)^22 3,000
Pentaicosalogue - 10↑↑25
Motduapuluhlimillion - z(1, 25) ≈ 10↑(3x10↑)^23 3,000
Hexaicosalogue - 10↑↑26
Septillidon - ≈ 10↑(3x10↑)^24 24
Motduapuluhenamillion - z(1, 26) ≈ 10↑(3x10↑)^24 3,000
Heptaicosalogue - 10↑↑27
Motduapuluhtujillion - z(1, 27) ≈ 10↑(3x10↑)^25 3,000
Octaicosalogue - 10↑↑28
Motduapuluhdelapanillion - z(1, 28) ≈ 10↑(3x10↑)^26 3,000
Ennaicosalogue - 10↑↑29
Octillidon - ≈ 10↑(3x10↑)^27 27
Motduapuluhsembilanillion - z(1, 29) ≈ 10↑(3x10↑)^27 3,000
Triantalogue / Dootrol - 10↑↑30
Mottigapulillion - z(1, 30) ≈ 10↑(3x10↑)^28 3,000
Mottigapuluhsatillion - z(1, 31) ≈ 10↑(3x10↑)^29 3,000
Nonillidon - ≈ 10↑(3x10↑)^30 30
Googoltrigintiplex - (10↑)^31 100
Mottigapuluhdillion - z(1, 32) ≈ 10↑(3x10↑)^30 3,000
Mottigapuluhtigillion - z(1, 33) ≈ 10↑(3x10↑)^31 3,000
Mottigapuluhempatillion - z(1, 34) ≈ 10↑(3x10↑)^32 3,000
Decillidon - ≈ 10↑(3x10↑)^33 33
Mottigapuluhlimillion - z(1, 35) ≈ 10↑(3x10↑)^33 3,000
Motdtigapuluhenamillion - z(1, 36) ≈ 10↑(3x10↑)^34 3,000
Mottigapuluhtujillion - z(1, 37) ≈ 10↑(3x10↑)^35 3,000
Mottigapuluhdelapanillion - z(1, 38) ≈ 10↑(3x10↑)^36 3,000
Mottigapuluhsembilanillion - z(1, 39) ≈ 10↑(3x10↑)^37 3,000
Terantalogue - 10↑↑40
Motempatpulillion - z(1, 40) ≈ 10↑(3x10↑)^38 3,000
Googolquadragintiplex - (10↑)^41 100
Penantalogue - 10↑↑50
Quindecillidon - ≈ 10↑(3x10↑)^48 48
Motlimapulillion - z(1, 50) ≈ 10↑(3x10↑)^48 3,000
Googolquinquagintiplex - (10↑)^51 100
Exatalogue - 10↑↑60
Motenampulillion - z(1, 60) ≈ 10↑(3x10↑)^58 3,000
Googolsexagintiplex - (10↑)^61 100
Vigintillidon - ≈ 10↑(3x10↑)^63 63
Eptatalogue - 10↑↑70
Motttujuhpulillion - z(1, 70) ≈ 10↑(3x10↑)^68 3,000
Googolseptuagintiplex - (10↑)^71 100
Ogdatalogue - 10↑↑80
Motdelapanpulillion - z(1, 80) ≈ 10↑(3x10↑)^78 3,000
Googoloctogintiplex - (10↑)^81 100
Entatalogue - 10↑↑90
Motsembilanpulillion - z(1, 90) ≈ 10↑(3x10↑)^88 3,000
Googolnonagintiplex - (10↑)^91 100
Trigintillidon - ≈ 10↑(3x10↑)^93 93
Giggol / Hectalogue - 10↑↑100
Motratusillion - z(1, 100) ≈ 10↑(3x10↑)^98 3,000
Grangol - E100#100 / (10↑)^100 100
Googolcentiplex - (10↑)^101 100
Motratuspulillion - z(1, 110) ≈ 10↑(3x10↑)^108 3,000
Motratusduapulillion - z(1, 120) ≈ 10↑(3x10↑)^118 3,000
Motratustigapulillion - z(1, 130) ≈ 10↑(3x10↑)^128 3,000
Motratuslimapulillion - z(1, 150) ≈ 10↑(3x10↑)^148 3,000
Quinquagintillidon - ≈ 10↑(3x10↑)^153 153
Motduaratusillion - z(1, 200) ≈ 10↑(3x10↑)^198 3,000
Googolducentiplex - (10↑)^201 100
Mottigaratusillion - z(1, 300) ≈ 10↑(3x10↑)^298 3,000
Googoltrecentiplex - (10↑)^301 100
Centillidon - ≈ 10↑(3x10↑)^303 303
Motempatratusillion - z(1, 400) ≈ 10↑(3x10↑)^398 3,000
Googolquadringentiplex - (10↑)^401 100
Giggolding - 10↑↑500
Motlimaratusillion - z(1, 500) ≈ 10↑(3x10↑)^498 3,000
Grangolding - E500#500 / (10↑)^500 500
Googolquingentiplex - (10↑)^501 100
Motenamratusillion - z(1, 600) ≈ 10↑(3x10↑)^598 3,000
Googolsescentiplex - (10↑)^601 100
Ducentillidon - ≈ 10↑(3x10↑)^603 603
Mottijuhratusillion - z(1, 700) ≈ 10↑(3x10↑)^698 3,000
Googolseptingentiplex - (10↑)^701 100
Motdelapanratusillion - z(1, 800) ≈ 10↑(3x10↑)^798 3,000
Googoloctingentiplex - (10↑)^801 100
Motesembilaratusillion - z(1, 900) ≈ 10↑(3x10↑)^898 3,000
Googolnongentiplex - (10↑)^901 100
Trecentillidon - ≈ 10↑(3x10↑)^903 903
Giggolchime / Chilialogue - 10↑↑1,000
Motribillion - z(1, 1,000) ≈ 10↑(3x10↑)^998 3,000
Grangolchime - E1,000#1,000 / (10↑)^1,000 1,000
Gazillion - z(1, 1, 1) = z(1,000, 1,000) ≈ 10↑(3x10↑)^999 3,000
Googolmilliplex - (10↑)^1,001 100
Quingentillidon - ≈ 10↑(3x10↑)^1,503 1,503
Millillidon - ≈ 10↑(3x10↑)^3,003 3,003
Giggolbell - 10↑↑5,000
Grangolbell - E5,000#5,000 / (10↑)^5,000 5,000
Giggoltoll / Myrialogue - 10↑↑10,000
Grangoltoll - E10,000#10,000 / (10↑)^10,000 10,000
Giggolgong - 10↑↑100,000
Grangolgong - E100,000#100,000 / (10↑)^100,000 100,000
Gazbillion - z(2, 1, 1) = z(10↑6, 10↑6) ≈ 10↑(3x10↑)^999,999 3,000
Chilia-chilialogue / Megalogue - 10↑↑1,000,000
Googolmegaplex - (10↑)^1,000,001 100
Micrillidon - ≈ 10↑(3x10↑)^3,000,003 3,000,003
Giggolbong - 10↑↑100,000,000
Grangolbong - E(10↑8)#(10↑8) / (10↑)^10↑8 10↑8
Gaztrillion - z(3, 1, 1) = z(10↑9, 10↑9) ≈ 10↑(3x10↑)^999,999,999 3,000
Gigalogue / Joycian gagol - 10↑↑1,000,000,000
Googolgigaplex - (10↑)^1,000,000,001 100
Nanillidon - ≈ 10↑(3x10↑)^(3x10↑9+4) 9
Dialogialogue - 10↑↑10↑10
Giggolthrong - 10↑↑10↑11
Grangolthrong - E(10↑11)#(10↑11) / (10↑)^10↑11 10↑11
Gazquadrillion - z(4, 1, 1) ≈ 10↑(3x10↑)^10↑12 3,000
Googolteraplex - (10↑)^(10↑12+1) 100
Giggolgandigan - 10↑↑10↑14
Grangolgandigan - E(10↑14)#(10↑14) / (10↑)^10↑14 10↑14
Gazquintillion - z(5, 1, 1) ≈ 10↑(3x10↑)^10↑15 3,000
Googolpetaplex - (10↑)^(10↑15+1) 100
Femtillidon - ≈ 10↑(3x10↑)^(3x10↑15+4) 15
Gazsextillion - z(6, 1, 1) ≈ 10↑(3x10↑)^10↑18 3,000
Googolexaplex - (10↑)^(10↑18+1) 100
Guppylogue - 10↑↑10↑20
Guppydex - E20#1#2 / (10↑)^10↑20 20
Gazseptillion - z(7, 1, 1) ≈ 10↑(3x10↑)^10↑21 3,000
Googolzettaplex - (10↑)^(10↑21+1) 100
Gazoctillion - z(8, 1, 1) ≈ 10↑(3x10↑)^10↑24 3,000
Googolyottaplex - (10↑)^(10↑24+1) 100
Gaznonillion - z(9, 1, 1) ≈ 10↑(3x10↑)^10↑27 3,000
Googolronnaplex - (10↑)^(10↑27+1) 100
Gazdecillion - z(10, 1, 1) ≈ 10↑(3x10↑)^10↑30 3,000
Quectillidon - ≈ 10↑(3x10↑)^(3x10↑30+4) 30
Googolquettaplex - (10↑)^(10↑30+1) 100
Gazundecillion - z(11, 1, 1) ≈ 10↑(3x10↑)^10↑33 3,000
Gazduodecillion - z(12, 1, 1) ≈ 10↑(3x10↑)^10↑36 3,000
Gaztredecillion - z(13, 1, 1) ≈ 10↑(3x10↑)^10↑39 3,000
Gazquindecillion - z(15, 1, 1) ≈ 10↑(3x10↑)^10↑45 3,000
Gogologue - 10↑↑10↑50
Gogoldex - E50#1#2 / (10↑)^10↑50 50
Gazvigintillion - z(20, 1, 1) ≈ 10↑(3x10↑)^10↑60 3,000
Ogologue - 10↑↑10↑80
Ogoldex - E80#1#2 / (10↑)^10↑80 80
Gaztrigintillion - z(30, 1, 1) ≈ 10↑(3x10↑)^10↑90 3,000
Googologue / Googol-stack - 10↑↑10↑100
Googoldex - E100#1#2 = (10↑)^10↑100 100
Googolgoogolaplex - (10↑)^(10↑100+1) 100
Gazquadragintillion - z(40, 1, 1) ≈ 10↑(3x10↑)^10↑120 3,000
Gazquinquagintillion - z(50, 1, 1) ≈ 10↑(3x10↑)^10↑150 3,000
Gazsexagintillion - z(60, 1, 1) ≈ 10↑(3x10↑)^10↑180 3,000
Gazseptuagintillion - z(70, 1, 1) ≈ 10↑(3x10↑)^10↑210 3,000
Gazoctogintillion - z(80, 1, 1) ≈ 10↑(3x10↑)^10↑240 3,000
Gaznonagintillion - z(90, 1, 1) ≈ 10↑(3x10↑)^10↑270 3,000
Gazcentillion - z(100, 1, 1) ≈ 10↑(3x10↑)^10↑300 3,000
Hectillidon - ≈ 10↑(3x10↑)^(3x10↑300+4) 300
Ecetonlogue - 10↑↑10↑303
Ecetondex - E303#1#2 / (10↑)^10↑303 303
Googoldexiding - E500#1#2 / (10↑)^10↑500 500
Gazducentillion - z(200, 1, 1) ≈ 10↑(3x10↑)^10↑600 3,000
Gaztrecentillion - z(300, 1, 1) ≈ 10↑(3x10↑)^10↑900 3,000
Googoldexichime - E1,000#1#2 / (10↑)^10↑1,000 1,000
Gazquadringentillion - z(400, 1, 1) ≈ 10↑(3x10↑)^10↑1,200 3,000
Gazquingentillion - z(500, 1, 1) ≈ 10↑(3x10↑)^10↑1,500 3,000
Gazsescentillion - z(600, 1, 1) ≈ 10↑(3x10↑)^10↑1,800 3,000
Gazseptingentillion - z(700, 1, 1) ≈ 10↑(3x10↑)^10↑2,100 3,000
Gazoctingentillion - z(800, 1, 1) ≈ 10↑(3x10↑)^10↑2,400 3,000
Gaznongentillion - z(900, 1, 1) ≈ 10↑(3x10↑)^10↑2,700 3,000
Gazmillillion - z(1, 2, 1) / z(1,000, 1, 1) ≈ 10↑(3x10↑)^10↑3,000 3,000
Killillidon - ≈ 10↑(3x10↑)^(3x10↑3,000+4) 3,000
Googoldexibell - E5,000#1#2 / (10↑)^10↑5,000 5,000
Googoldexitoll - E10,000#1#2 / (10↑)^10↑10,000 10,000
Googoldexigong - E100,000#1#2 / (10↑)^10↑100,000 100,000
Gazmicrillion - z(2, 2, 1) / z(1,000,000, 1, 1) ≈ 10↑(3x10↑)^10↑3,000,000 3,000
Googoldexibong - E100,000,000#1#2 / (10↑)^10↑100,000,000 100,000,000
Gaznanillion - z(3, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑9) 3,000
Trialogialogue - 10↑↑10↑10↑10
Gazpicillion - z(4, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑12) 3,000
Gazfemtillion - z(5, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑15) 3,000
Gazattillion - z(6, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑18) 3,000
Guppyplexidex - E20#2#2 / (10↑)^10↑10↑20 20
Gazzeptillion - z(7, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑21) 3,000
Gazyoctillion - z(8, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑24) 3,000
Gazrontillion - z(9, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑27) 3,000
Gazquectillion - z(10, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑30) 3,000
Gogolplexidex - E50#2#2 / (10↑)^10↑10↑50 50
Gazicosillion - z(20, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑60) 3,000
Ogolplexidex - E80#2#2 / (10↑)^10↑10↑80 80
Gaztriacontillion - z(30, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑90) 3,000
Googolplexidex - E100#2#2 / (10↑)^10↑10↑100 100
Gaztetracontillion - z(40, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑120) 3,000
Gazpentacontillion - z(50, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑150) 3,000
Gazhexacontillion - z(60, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑180) 3,000
Gazheptacontillion - z(70, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑210) 3,000
Gazoctacontillion - z(80, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑240) 3,000
Gazennacontillion - z(90, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑270) 3,000
Gazhectillion - z(100, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑300) 3,000
Ecetonplexidex - E303#2#2 / (10↑)^10↑10↑303 303
Googolplexidexiding - E500#2#2 / (10↑)^10↑10↑500 500
Gazdohectillion - z(200, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑600) 3,000
Gaztriahectillion - z(300, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑900) 3,000
Googolplexidexichime - E1,000#2#2 / (10↑)^10↑10↑1,000 1,000
Gaztetrahectillion - z(400, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑1,200) 3,000
Gazpentahectillion - z(500, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑1,500) 3,000
Gazhexahectillion - z(600, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑1,800) 3,000
Gazheptahectillion - z(700, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑2,100) 3,000
Gazoctahectillion - z(800, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑2,400) 3,000
Gazennahectillion - z(900, 2, 1) ≈ 10↑(3x10↑)^10↑(3x10↑2,700) 3,000
Gazkillillion - z(1, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑3,000) 3,000
Kalillidon - ≈ 10↑(3x10↑)^(3x10↑(3x10↑3,000)+5) 3,000
Googolplexidexibell - E5,000#2#2 / (10↑)^10↑10↑5,000 5,000
Googolplexidexitoll - E10,000#2#2 / (10↑)^10↑10↑10,000 10,000
Googolplexidexigong - E100,000#2#2 / (10↑)^10↑10↑100,000 100,000
Gazmegillion - z(2, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑3,000,000) 3,000
Gazgigillion - z(3, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑9)) 3,000
Tetralogialogue - 10↑↑10↑10↑10↑10
Gazterillion - z(4, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑12)) 3,000
Gazpetillion - z(5, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑15)) 3,000
Gazexillion - z(6, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑18)) 3,000
Guppyduplexidex - E20#3#2 / (10↑)^10↑10↑10↑20 20
Gazzettillion - z(7, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑21)) 3,000
Gazyottillion - z(8, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑24)) 3,000
Gazronnillion - z(9, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑27)) 3,000
Gazquettillion - z(10, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑30)) 3,000
Gogolduplexidex - E50#3#2 / (10↑)^10↑10↑10↑50 50
Gazikillion - z(20, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑60)) 3,000
Ogolduplexidex - E80#3#2 / (10↑)^10↑10↑10↑80 80
Gaztrakillion - z(30, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑90)) 3,000
Googolduplexidex - E100#3#2 / (10↑)^10↑10↑10↑100 100
Gaztekillion - z(40, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑120)) 3,000
Gazpekillion - z(50, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑150)) 3,000
Gazexakillion - z(60, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑180)) 3,000
Gazzakillion - z(70, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑210)) 3,000
Gazyokillion - z(80, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑240)) 3,000
Gaznekillion - z(90, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑270)) 3,000
Gazhotillion - z(100, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑300)) 3,000
Ecetonduplexidex - E303#3#2 / (10↑)^10↑10↑10↑303 303
Googolduplexidexiding - E500#3#2 / (10↑)^10↑10↑10↑500 500
Gazbotillion - z(200, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑600)) 3,000
Gaztrotillion - z(300, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑900)) 3,000
Googolduplexidexichime - E1,000#3#2 / (10↑)^10↑10↑10↑1,000 1,000
Gaztotillion - z(400, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑1,200)) 3,000
Gazpotillion - z(500, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑1,500)) 3,000
Gazexotillion - z(600, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑1,800)) 3,000
Gazzotillion - z(700, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑2,100)) 3,000
Gazyootillion - z(800, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑2,400)) 3,000
Gaznotillion - z(900, 3, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑2,700)) 3,000
Gazkalillion - z(1, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑3,000)) 3,000
Unvillidon - ≈ 10↑(3x10↑)^(3x10↑(3x10↑(3x10↑3,000))+6) 3,000
Googolduplexidexibell - E5,000#3#2 / (10↑)^10↑10↑10↑5,000 5,000
Googolduplexidexitoll - E10,000#3#2 / (10↑)^10↑10↑10↑10,000 10,000
Googolduplexidexigong - E100,000#3#2 / (10↑)^10↑10↑10↑100,000 100,000
Gazmejillion - z(2, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑3,000,000)) 3,000
Gazgijillion - z(3, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑9))) 3,000
Pentalogialogue - 10↑↑10↑10↑10↑10↑10
Gazastillion - z(4, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑12))) 3,000
Gazlunillion - z(5, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑15))) 3,000
Gazfermillion - z(6, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑18))) 3,000
Guppytriplexidex - E20#4#2 / (10↑)^10↑10↑10↑10↑20 20
Gazjovillion - z(7, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑21))) 3,000
Gazsolillion - z(8, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑24))) 3,000
Gazbetillion - z(9, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑27))) 3,000
Gazglocillion - z(10, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑30))) 3,000
Gazmultillion - z(14, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑42))) 3,000
Gogoltriplexidex - E50#4#2 / (10↑)^10↑10↑10↑10↑50 50
Gazbarrillion - z(20, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑60))) 3,000
Ogoltriplexidex - E80#4#2 / (10↑)^10↑10↑10↑10↑80 80
Gazgicillion - z(30, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑90))) 3,000
Googoltriplexidex - E100#4#2 / (10↑)^10↑10↑10↑10↑100 100
Gazascillion - z(40, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑120))) 3,000
Gazlucillion - z(50, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑150))) 3,000
Gazfercillion - z(60, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑180))) 3,000
Gazjocillion - z(70, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑210))) 3,000
Gazsocillion - z(80, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑240))) 3,000
Gazbecillion - z(90, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑270))) 3,000
Gazcetillion - z(100, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑300))) 3,000
Ecetontriplexidex - E303#4#2 / (10↑)^10↑10↑10↑10↑303 303
Googoltriplexidexiding - E500#4#2 / (10↑)^10↑10↑10↑10↑500 500
Gazmeetillion - z(200, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑600))) 3,000
Gazgitillion - z(300, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑900))) 3,000
Googoltriplexidexichime - E1,000#4#2 / (10↑)^10↑10↑10↑10↑1,000 1,000
Gazascetillion - z(400, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑1,200))) 3,000
Gazlutillion - z(500, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑1,500))) 3,000
Gazfertillion - z(600, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑1,800))) 3,000
Gazjotillion - z(700, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑2,100))) 3,000
Gazsotillion - z(800, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑2,400))) 3,000
Gazbeetillion - z(900, 4, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑2,700))) 3,000
Gazunvillion - z(1, 5, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑3,000))) 3,000
Hapaxillidon - ≈ 10↑(3x10↑)^(3x10↑(3x10↑(3x10↑(3x10↑3,000)))+7) 3,000
Googoltriplexidexibell - E5,000#4#2 / (10↑)^10↑10↑10↑10↑5,000 5,000
Googoltriplexidexitoll - E10,000#4#2 / (10↑)^10↑10↑10↑10↑10,000 10,000
Googoltriplexidexigong - E100,000#4#2 / (10↑)^10↑10↑10↑10↑100,000 100,000
Gazduvillion - z(2, 5, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑3,000,000))) 3,000
Gazetillion - z(3, 5, 1) ≈ 10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑(3x10↑9)))) 3,000
Hexalogialogue - 10↑↑10↑↑6
Gazcuvillion - z(4, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 12
Gazquivillion - z(5, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 15
Gazswivillion - z(6, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 18
Guppyquadriplexidex - E20#5#2 / (10↑)^((10↑)^5 20) 20
Gazpryvillion - z(7, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 21
Gazoivillion - z(8, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 24
Gazenillion - z(9, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 27
Gazekillion - z(10, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 30
Gogolquadriplexidex - E50#5#2 / (10↑)^((10↑)^5 50) 50
Gazlanillion - z(20, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 60
Gazetkillion - z(30, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 90
Googolquadriplexidex - E100#5#2 / (10↑)^((10↑)^5 100) 100
Gazcukillion - z(40, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 120
Gazquikillion - z(50, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 150
Gazswikillion - z(60, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 180
Gazprykillion - z(70, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 210
Gazoikillion - z(80, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 240
Gazenkillion - z(90, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 270
Gazevafillion - z(100, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 300
Ecetonquadriplexidex - E303#5#2 / (10↑)^((10↑)^5 303) 303
Gazduvafillion - z(200, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 600
Gazetafillion - z(300, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 900
Googolquadriplexidexichime - E1,000#5#2 / (10↑)^((10↑)^5 1,000) 1,000
Gazcuvafillion - z(400, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 1,200
Gazquivafillion - z(500, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 1,500
Gazswivafillion - z(600, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 1,800
Gazpryvafillion - z(700, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 2,100
Gazoivafillion - z(800, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 2,400
Gazenvafillion - z(900, 5, 1) ≈ 10↑↑10↑(3x10↑)^4 2,700
Gazhapaxillion - z(1, 6, 1) ≈ 10↑↑10↑(3x10↑)^4 3,000
Einillidon - ≈ 10↑↑(3x10↑)^5 3,000
Googolquadriplexidexitoll - E10,000#5#2 / (10↑)^((10↑)^5 10,000) 10,000
Googolquadriplexidexigong - E100,000#5#2 / (10↑)^((10↑)^5 100,000) 100,000
Gazdisillion - z(2, 6, 1) ≈ 10↑↑10↑(3x10↑)^4 3,000,000
Gaztrisillion - z(3, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 9
Heptalogialogue - 10↑↑10↑↑7
Gaztetrakisillion - z(4, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 12
Gazpentakisillion - z(5, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 15
Gazhexakisillion - z(6, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 18
Guppyquintiplexidex - E20#6#2 / (10↑)^((10↑)^6 20) 20
Gazheptakisillion - z(7, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 21
Gazoctakisillion - z(8, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 24
Gazenneakisillion - z(9, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 27
Gazdecakisillion - z(10, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 30
Gogolquintiplexidex - E50#6#2 / (10↑)^((10↑)^6 50) 50
Gazicosakisillion - z(20, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 60
Gaztriacontakisillion - z(30, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 90
Googolquintiplexidex - E100#6#2 / (10↑)^((10↑)^6 100) 100
Gaztetracontakisillion - z(40, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 120
Gazpentacontakisillion - z(50, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 150
Gazhexacontakisillion - z(60, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 180
Gazheptacontakisillion - z(70, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 210
Gazoctacontakisillion - z(80, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 240
Gazenneacontakisillion - z(90, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 270
Gazhecatakisillion - z(100, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 300
Ecetonquintiplexidex - E303#6#2 / (10↑)^((10↑)^6 303) 303
Gazdiacosakisillion - z(200, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 600
Gaztriacosakisillion - z(300, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 900
Googolquintiplexidexichime - E1,000#6#2 / (10↑)^((10↑)^6 1,000) 1,000
Gaztetracosakisillion - z(400, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 1,200
Gazpentacosakisillion - z(500, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 1,500
Gazhexacosakisillion - z(600, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 1,800
Gazheptacosakisillion - z(700, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 2,100
Gazoctacosakisillion - z(800, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 2,400
Gazenneacosakisillion - z(900, 6, 1) ≈ 10↑↑10↑(3x10↑)^5 2,700
Gazeinillion - z(1, 7, 1) ≈ 10↑↑10↑(3x10↑)^5 3,000
Ekamillidon - ≈ 10↑↑(3x10↑)^6 3,000
Googolquintiplexidexitoll - E10,000#6#2 / (10↑)^((10↑)^6 10,000) 10,000
Googolquintiplexidexigong - E100,000#6#2 / (10↑)^((10↑)^6 100,000) 100,000
Gazzweillion - z(2, 7, 1) ≈ 10↑↑10↑(3x10↑)^5 3,000,000
Gazdreillion - z(3, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 9
Octalogialogue - 10↑↑10↑↑8
Gazvierillion - z(4, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 12
Gazfunfillion - z(5, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 15
Gazsechillion - z(6, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 18
Guppysextiplexidex - E20#7#2 / (10↑)^((10↑)^7 20) 20
Gazsiebenillion - z(7, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 21
Gazachtillion - z(8, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 24
Gazneunillion - z(9, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 27
Gazzehnillion - z(10, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 30
Gogolsextiplexidex - E50#7#2 / (10↑)^((10↑)^7 50) 50
Gazzwanzigillion - z(20, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 60
Gazdreisigillion - z(30, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 90
Googolsextiplexidex - E100#7#2 / (10↑)^((10↑)^7 100) 100
Gazvierzigillion - z(40, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 120
Gazfunfzigillion - z(50, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 150
Gazsechzigillion - z(60, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 180
Gazsiebzigillion - z(70, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 210
Gazachtzigillion - z(80, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 240
Gazneunzigillion - z(90, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 270
Gazhundertillion - z(100, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 300
Ecetonsextiplexidex - E303#7#2 / (10↑)^((10↑)^7 303) 303
Gazzweihundertillion - z(200, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 600
Gazdreihundertillion - z(300, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 900
Googolsextiplexidexichime - E1,000#7#2 / (10↑)^((10↑)^7 1,000) 1,000
Gazvierhundertillion - z(400, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 1,200
Gazfunfhundertillion - z(500, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 1,500
Gazsechshundertillion - z(600, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 1,800
Gazsiebenhundertillion - z(700, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 2,100
Gazachthundertillion - z(800, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 2,400
Gazneunhundertillion - z(900, 7, 1) ≈ 10↑↑10↑(3x10↑)^6 2,700
Gazekamillion - z(1, 8, 1) ≈ 10↑↑10↑(3x10↑)^6 3,000
Yinillidon - ≈ 10↑↑(3x10↑)^7 3,000
Googolsextiplexidexitoll - E10,000#7#2 / (10↑)^((10↑)^7 10,000) 10,000
Googolsextiplexidexigong - E100,000#7#2 / (10↑)^((10↑)^7 100,000) 100,000
Gazdvillion - z(2, 8, 1) ≈ 10↑↑10↑(3x10↑)^6 3,000,000
Gaztrinillion - z(3, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 9
Ennalogialogue - 10↑↑10↑↑9
Gazchaturillion - z(4, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 12
Gazpanchillion - z(5, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 15
Gazshatillion - z(6, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 18
Guppyseptiplexidex - E20#8#2 / (10↑)^((10↑)^8 20) 20
Gazsaptillion - z(7, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 21
Gazashtillion - z(8, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 24
Gaznavillion - z(9, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 27
Gazdashillion - z(10, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 30
Gogolseptiplexidex - E50#8#2 / (10↑)^((10↑)^8 50) 50
Gazvimshatillion - z(20, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 60
Gaztrimshatillion - z(30, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 90
Googolseptiplexidex - E100#8#2 / (10↑)^((10↑)^8 100) 100
Gazchatvarimshatillion - z(40, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 120
Gazpanchashatillion - z(50, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 150
Gazshastillion - z(60, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 180
Gazsaptatillion - z(70, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 210
Gazashitillion - z(80, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 240
Gaznavatillion - z(90, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 270
Gazshatamillion - z(100, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 300
Ecetonseptiplexidex - E303#8#2 / (10↑)^((10↑)^8 303) 303
Gazdvishatamillion - z(200, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 600
Gaztrishatamillion - z(300, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 900
Googolseptiplexidexichime - E1,000#8#2 / (10↑)^((10↑)^8 1,000) 1,000
Gazchaturshatamillion - z(400, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 1,200
Gazpanchashatamillion - z(500, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 1,500
Gazshatshatamillion - z(600, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 1,800
Gazsaptashatamillion - z(700, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 2,100
Gazashtashatamillion - z(800, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 2,400
Gaznavashatamillion - z(900, 8, 1) ≈ 10↑↑10↑(3x10↑)^7 2,700
Gazyinillion - z(1, 9, 1) ≈ 10↑↑10↑(3x10↑)^7 3,000
Motillidon - ≈ 10↑↑(3x10↑)^8 3,000
Googolseptiplexidexitoll - E10,000#8#2 / (10↑)^((10↑)^8 10,000) 10,000
Googolseptiplexidexigong - E100,000#8#2 / (10↑)^((10↑)^8 100,000) 100,000
Gazerillion - z(2, 9, 1) ≈ 10↑↑10↑(3x10↑)^7 3,000,000
Gazsanillion - z(3, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 9
Dekalogialogue / Tria-taxis / Deckerplex - 10↑↑10↑↑10
Gazsinillion - z(4, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 12
Gazwunillion - z(5, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 15
Gazliunillion - z(6, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 18
Gazqinillion - z(7, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 21
Gazbanillion - z(8, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 24
Gazjiunillion - z(9, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 27
Gazshinillion - z(10, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 30
Gazershinillion - z(20, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 60
Gazsanshinillion - z(30, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 90
Googoloctiplexidex - E100#9#2 / (10↑)^((10↑)^9 100) 100
Gazsishinillion - z(40, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 120
Gazwushinillion - z(50, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 150
Gazliushinillion - z(60, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 180
Gazqishinillion - z(70, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 210
Gazbashinillion - z(80, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 240
Gazjiushinillion - z(90, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 270
Gazbainillion - z(100, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 300
Gazerbainillion - z(200, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 600
Gazsanbainillion - z(300, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 900
Gazsibainillion - z(400, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 1,200
Gazwubainillion - z(500, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 1,500
Gazliubainillion - z(600, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 1,800
Gazqibainillion - z(700, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 2,100
Gazbabainillion - z(800, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 2,400
Gazjiubainillion - z(900, 9, 1) ≈ 10↑↑10↑(3x10↑)^8 2,700
Gazmotillion - z(1, 10, 1) ≈ 10↑↑10↑(3x10↑)^8 3,000
Gazhainillion - z(2, 10, 1) ≈ 10↑↑10↑(3x10↑)^8 3,000,000
Gazbavillion - z(3, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 9
Gazbonillion - z(4, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 12
Gaznamillion - z(5, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 15
Gazsaunillion - z(6, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 18
Gazbayillion - z(7, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 21
Gaztamillion - z(8, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 24
Gazchinillion - z(9, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 27
Gazmuoinillion - z(10, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 30
Gazhaimuoinillion - z(20, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 60
Gazbavmuoinillion - z(30, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 90
Googolnoniplexidex - E100#10#2 / (10↑)^((10↑)^10 100) 100
Gazbonmuoinillion - z(40, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 120
Gaznamuoinillion - z(50, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 150
Gazsaumuoinillion - z(60, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 180
Gazbaymuoinillion - z(70, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 210
Gaztamuoinillion - z(80, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 240
Gazchinmuoinillion - z(90, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 270
Gaztramillion - z(100, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 300
Gazhaitramillion - z(200, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 600
Gazbavtramillion - z(300, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 900
Gazbontramillion - z(400, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 1,200
Gaznamtramillion - z(500, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 1,500
Gazsautramillion - z(600, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 1,800
Gazbaytramillion - z(700, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 2,100
Gaztamtramillion - z(800, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 2,400
Gazchintramillion - z(900, 10, 1) ≈ 10↑↑10↑(3x10↑)^9 2,700
Gazmotsebalasillion - z(1, 11, 1) ≈ 10↑↑10↑(3x10↑)^9 3,000
Googoldeciplexidex - E100#11#2 / (10↑)^((10↑)^11 100) 100
Gazmotduabelasillion - z(1, 12, 1) ≈ 10↑↑10↑(3x10↑)^10 3,000
Gazmottigabelasillion - z(1, 13, 1) ≈ 10↑↑10↑(3x10↑)^11 3,000
Gazmotempatbelasillion - z(1, 14, 1) ≈ 10↑↑10↑(3x10↑)^12 3,000
Gazmotlimabelasillion - z(1, 15, 1) ≈ 10↑↑10↑(3x10↑)^13 3,000
Gazmotenambelasillion - z(1, 16, 1) ≈ 10↑↑10↑(3x10↑)^14 3,000
Gazmottujuhbelasillion - z(1, 17, 1) ≈ 10↑↑10↑(3x10↑)^15 3,000
Gazmotdelapanbelasillion - z(1, 18, 1) ≈ 10↑↑10↑(3x10↑)^16 3,000
Gazmotsembilanbelasillion - z(1, 19, 1) ≈ 10↑↑10↑(3x10↑)^17 3,000
Motduapulillidon - ≈ 10↑↑(3x10↑)^18 3,000
Icosalogialogue / Doovolplex - 10↑↑10↑↑20
Gazmotduapulillion - z(1, 20, 1) ≈ 10↑↑10↑(3x10↑)^18 3,000
Googolvigintiplexidex - E100#21#2 / (10↑)^((10↑)^21 100) 100
Mottigapulillidon - ≈ 10↑↑(3x10↑)^28 3,000
Triantalogialogue / Dootrolplex - 10↑↑10↑↑30
Gazmottigapulillion - z(1, 30, 1) ≈ 10↑↑10↑(3x10↑)^28 3,000
Googoltrigintiplexidex - E100#31#2 / (10↑)^((10↑)^31 100) 100
Motempatpulillidon - ≈ 10↑↑(3x10↑)^38 3,000
Terantalogialogue - 10↑↑10↑↑40
Gazmotempatpulillion - z(1, 40, 1) ≈ 10↑↑10↑(3x10↑)^38 3,000
Motlimapulillidon - ≈ 10↑↑(3x10↑)^48 3,000
Penantalogialogue - 10↑↑10↑↑50
Gazmotlimapulillion - z(1, 50, 1) ≈ 10↑↑10↑(3x10↑)^48 3,000
Googolquinquagintiplexidex - E100#51#2 / (10↑)^((10↑)^51 100) 100
Exatalogialogue - 10↑↑10↑↑60
Gazmotenampulillion - z(1, 60, 1) ≈ 10↑↑10↑(3x10↑)^58 3,000
Eptatalogialogue - 10↑↑10↑↑70
Gazmotttujuhpulillion - z(1, 70, 1) ≈ 10↑↑10↑(3x10↑)^68 3,000
Ogdatalogialogue - 10↑↑10↑↑80
Gazmotdelapanpulillion - z(1, 80, 1) ≈ 10↑↑10↑(3x10↑)^78 3,000
Entatalogialogue - 10↑↑10↑↑90
Gazmotsembilanpulillion - z(1, 90, 1) ≈ 10↑↑10↑(3x10↑)^88 3,000
Motratusillidon - ≈ 10↑↑(3x10↑)^98 3,000
Giggolplex / Hectalogialogue - 10↑↑10↑↑100
Gazmotratusillion - z(1, 100, 1) ≈ 10↑↑10↑(3x10↑)^98 3,000
Grangoldex - E100#100#2 / (10↑)^((10↑)^100 100) 100
Googolcentiplexidex - E100#101#2 / (10↑)^((10↑)^101 100) 100
Motduaratusillidon - ≈ 10↑↑(3x10↑)^198 3,000
Gazmotduaratusillion - z(1, 200, 1) ≈ 10↑↑10↑(3x10↑)^198 3,000
Gazmottigaratusillion - z(1, 300, 1) ≈ 10↑↑10↑(3x10↑)^298 3,000
Gazmotempatratusillion - z(1, 400, 1) ≈ 10↑↑10↑(3x10↑)^398 3,000
Motlimaratusillidon - ≈ 10↑↑(3x10↑)^498 3,000
Gazmotlimaratusillion - z(1, 500, 1) ≈ 10↑↑10↑(3x10↑)^498 3,000
Gazmotenamratusillion - z(1, 600, 1) ≈ 10↑↑10↑(3x10↑)^598 3,000
Gazmottijuhratusillion - z(1, 700, 1) ≈ 10↑↑10↑(3x10↑)^698 3,000
Gazmotdelapanratusillion - z(1, 800, 1) ≈ 10↑↑10↑(3x10↑)^798 3,000
Gazmotesembilaratusillion - z(1, 900, 1) ≈ 10↑↑10↑(3x10↑)^898 3,000
Motribillidon - ≈ 10↑↑(3x10↑)^998 3,000
Giggolplexichime - 10↑↑10↑↑1,000
Gazillidon - ≈ 10↑↑(3x10↑)^999 3,000
Gazmotribillion - z(1, 1,000, 1) ≈ 10↑↑10↑(3x10↑)^998 3,000
Bazillion - z(1, 1, 2) ≈ 10↑↑10↑(3x10↑)^999 3,000
Grangoldexichime - E1,000#1,000#2 / (10↑)^((10↑)^1,000 1,000) 1,000
Giggolplexitoll - 10↑↑10↑↑10,000
Grangoldexitoll - E10,000#10,000#2 / (10↑)^((10↑)^10,000 10,000) 10,000
Giggolplexigong - 10↑↑10↑↑100,000
Grangoldexigong - E100,000#100,000#2 / (10↑)^((10↑)^100,000 100,000) 100,000
Bazbillion - z(2, 1, 2) ≈ 10↑↑10↑(3x10↑)^999,999 3,000
Giggolplexibong - 10↑↑10↑↑100,000,000
Baztrillion - z(3, 1, 2) ≈ 10↑↑10↑(3x10↑)^999,999,999 3,000
Dialogialogialogue - 10↑↑10↑↑10↑10
Giggolplexithrong - 10↑↑10↑↑10↑11
Bazquadrillion - z(4, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑12 3,000
Giggolplexigandigan - 10↑↑10↑↑10↑14
Bazquintillion - z(5, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑15 3,000
Guppydudex - E20#1#3 / (10↑)^((10↑)^10↑20 20) 20
Bazdecillion - z(10, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑30 3,000
Gogoldudex - E50#1#3 / (10↑)^((10↑)^10↑50 50) 50
Bazvigintillion - z(20, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑60 3,000
Baztrigintillion - z(30, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑90 3,000
Googolstackstack - 10↑↑10↑↑10↑100
Googoldudex - E100#1#3 / (10↑)^((10↑)^10↑100 100) 100
Bazquinquagintillion - z(50, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑150 3,000
Bazcentillion - z(100, 1, 2) ≈ 10↑↑10↑(3x10↑)^10↑300 3,000
Ecetondudex - E303#1#3 / (10↑)^((10↑)^10↑303 303) 303
Bazmillillion - z(1, 2, 2) ≈ 10↑↑10↑(3x10↑)^10↑3,000 3,000
Bazmicrillion - z(2, 2, 2) ≈ 10↑↑10↑(3x10↑)^10↑3,000,000 3,000
Trialogialogialogue - 10↑↑10↑↑10↑10↑10
Bazfemtillion - z(5, 2, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑15) 3,000
Bazquectillion - z(10, 2, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑30) 3,000
Googolplexidudex - E100#2#3 / (10↑)^((10↑)^10↑10↑100 100) 100
Bazhectillion - z(100, 2, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑300) 3,000
Bazkillillion - z(1, 3, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑3,000) 3,000
Bazmegillion - z(2, 3, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑3,000,000) 3,000
Tetralogialogialogue - 10↑↑10↑↑10↑10↑10↑10
Bazpetillion - z(5, 3, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑15)) 3,000
Bazquettillion - z(10, 3, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑30)) 3,000
Googolduplexidudex - E100#3#3 / (10↑)^((10↑)^10↑10↑10↑100 100) 100
Bazhotillion - z(100, 3, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑300)) 3,000
Bazkalillion - z(1, 4, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑3,000)) 3,000
Bazmejillion - z(2, 4, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑3,000,000)) 3,000
Pentalogialogialogue - 10↑↑10↑↑10↑10↑10↑10↑10
Bazlunillion - z(5, 4, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑15))) 3,000
Bazglocillion - z(10, 4, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑30))) 3,000
Googoltriplexidudex - E100#4#3 / (10↑)^((10↑)^10↑10↑10↑10↑100 100) 100
Bazcetillion - z(100, 4, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑300))) 3,000
Bazunvillion - z(1, 5, 2) ≈ 10↑↑10↑(3x10↑)^10↑(3x10↑(3x10↑(3x10↑3,000))) 3,000
Hexalogialogialogue - 10↑↑10↑↑10↑↑6
Googolquadriplexidudex - E100#5#3 / (10↑)^((10↑)^10↑10↑10↑10↑10↑100 100) 100
Bazhapaxillion - z(1, 6, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^4 3,000
Heptalogialogialogue - 10↑↑10↑↑10↑↑7
Bazeinillion - z(1, 7, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^5 3,000
Octalogialogialogue - 10↑↑10↑↑10↑↑8
Bazekamillion - z(1, 8, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^6 3,000
Ennalogialogialogue - 10↑↑10↑↑10↑↑9
Bazyinillion - z(1, 9, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^7 3,000
Dekalogialogialogue / Tetra-taxis / Deckerduplex - 10↑↑10↑↑10↑↑10
Bazmotillion - z(1, 10, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^8 3,000
Doovolduplex - 10↑↑10↑↑10↑↑20
Bazmotduapulillion - z(1, 20, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^18 3,000
Dootrolduplex - 10↑↑10↑↑10↑↑30
Bazmottigapulillion - z(1, 30, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^28 3,000
Bazmotlimapulillion - z(1, 50, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^48 3,000
Giggolduplex - 10↑↑10↑↑10↑↑100
Bazmotratusillion - z(1, 100, 2) ≈ 10↑↑10↑↑10↑(3x10↑)^98 3,000
Grangoldudex - E100#100#3 / (10↑)^((10↑)^((10↑)^100 100) 100) 100
Googoltridex - E100#1#4 / (10↑)^((10↑)^((10↑)^10↑100 100) 100) 100
Trazillion - z(1, 1, 3) ≈ 10↑↑10↑↑10↑(3x10↑)^999 3,000
Penta-taxis - 10↑↑10↑↑10↑↑10↑↑10
Giggoltriplex - 10↑↑10↑↑10↑↑10↑↑100
Quazillion - z(1, 1, 4) ≈ 10↑↑10↑↑10↑↑10↑(3x10↑)^999 3,000
Hexa-taxis - 10↑↑10↑↑10↑↑10↑↑10↑↑10
Giggolquadriplex - 10↑↑10↑↑10↑↑10↑↑10↑↑100
Quizillion - z(1, 1, 5) ≈ (10↑↑)^4 10↑(3x10↑)^999 3,000
Hepta-taxis - 10↑↑↑7
Giggolquintiplex - (10↑↑)^6 100
Sezillion - z(1, 1, 6) ≈ (10↑↑)^5 10↑(3x10↑)^999 3,000
Octa-taxis - 10↑↑↑8
Giggolsextiplex - (10↑↑)^7 100
Septizillion - z(1, 1, 7) ≈ (10↑↑)^6 10↑(3x10↑)^999 3,000
Enna-taxis - 10↑↑↑9
Giggolseptiplex - (10↑↑)^8 100
Octizillion - z(1, 1, 8) ≈ (10↑↑)^7 10↑(3x10↑)^999 3,000
Deca-taxis / Grand Decker - 10↑↑↑10
Giggoloctiplex - (10↑↑)^9 100
Nonzillion - z(1, 1, 9) ≈ (10↑↑)^8 10↑(3x10↑)^999 3,000
Giggolnoniplex - (10↑↑)^10 100
Dezillion - z(1, 1, 10) ≈ (10↑↑)^9 10↑(3x10↑)^999 3,000
Giggoldeciplex - (10↑↑)^11 100
Undezillion - z(1, 1, 11) ≈ (10↑↑)^10 10↑(3x10↑)^999 3,000
Duodezillion - z(1, 1, 12) ≈ (10↑↑)^11 10↑(3x10↑)^999 3,000
Tredezillion - z(1, 1, 13) ≈ (10↑↑)^12 10↑(3x10↑)^999 3,000
Quindezillion - z(1, 1, 15) ≈ (10↑↑)^14 10↑(3x10↑)^999 3,000
Icosa-taxis / Toovol - 10↑↑↑20
Viginzillion - z(1, 1, 20) ≈ (10↑↑)^19 10↑(3x10↑)^999 3,000
Trianta-taxis / Tootrol - 10↑↑↑30
Triginzillion - z(1, 1, 30) ≈ (10↑↑)^29 10↑(3x10↑)^999 3,000
Teranta-taxis - 10↑↑↑40
Penanta-taxis - 10↑↑↑50
Quinquaginzillion - z(1, 1, 50) ≈ (10↑↑)^49 10↑(3x10↑)^999 3,000
Exata-taxis - 10↑↑↑60
Eptata-taxis - 10↑↑↑70
Ogdata-taxis - 10↑↑↑80
Entata-taxis - 10↑↑↑90
Gaggol / Hecta-taxis - 10↑↑↑100
Greagol - E100#100#100 ≈ 10↑↑↑101
Cenzillion - z(1, 1, 100) ≈ (10↑↑)^99 10↑(3x10↑)^999 3,000
Giggolcentiplex - (10↑↑)^101 100
Ducenzillion - z(1, 1, 200) ≈ (10↑↑)^199 10↑(3x10↑)^999 3,000
Trecenzillion - z(1, 1, 300) ≈ (10↑↑)^299 10↑(3x10↑)^999 3,000
Quingenzillion - z(1, 1, 500) ≈ (10↑↑)^499 10↑(3x10↑)^999 3,000
Millizillion - z(1, 1, 1,000) ≈ (10↑↑)^999 10↑(3x10↑)^999 3,000
Gajillion - z(1, 1, 1, 1) ≈ (10↑↑)^1,000 10↑(3x10↑)^999 3,000
Microzillion - z(1, 1, 1,000,000) ≈ (10↑↑)^999,999 10↑(3x10↑)^999 3,000
Millitron - ≈ 10↑↑↑1,000,001
Giggol-stack - 10↑↑↑10↑↑100
Googol-dustack - 10↑↑↑10↑↑10↑100
Tria-petaxis - 10↑↑↑10↑↑↑10
Icosa-petaxis / Tetoovol - 10↑↑↑↑20
Trianta-petaxis / Tetootrol - 10↑↑↑↑30
Geegol - 10↑↑↑↑100
Icosa-exaxis - 10↑↑↑↑↑20
Gigol - 10↑↑↑↑↑100
Icosa-eptaxis - 10{6}20 = 10↑↑↑↑↑↑20
Goggol - 10{6}100 = 10↑↑↑↑↑↑100
Icosa-octaxis - 10{7}20
Gagol - 10{7}100 = 10↑↑↑↑↑↑↑100
Icosa-ennaxis - 10{8}20
Gocgol - 10{8}100 = 10↑↑↑↑↑↑↑↑100
Icosa-dekaxis - 10{9}20
Gengol - 10{9}100 = 10↑↑↑↑↑↑↑↑↑100
Tridecal - 10{10}10 = 10↑↑↑↑↑↑↑↑↑↑10
Icosa-endekaxis - 10{10}20
Gexgol - 10{10}100
Icosa-dodekaxis - 10{11}20
Gelgol - 10{11}100
Icosa-tridekaxis - 10{12}20
Gwygol - 10{12}100
Icosa-tetradekaxis - 10{13}20
Giagol - 10{13}100
Icosa-pentadekaxis - 10{14}20
Geragol - 10{14}100
Icosa-hexadekaxis - 10{15}20
Getagol - 10{15}100
Icosa-heptadekaxis - 10{16}20
Gexagol - 10{16}100
Icosa-octadekaxis - 10{17}20
Gettagol - 10{17}100
Icosa-endekaxis - 10{18}20
Gonnagol - 10{18}100
Icosa-icosaxis - 10{19}20
Gwettagol - 10{19}100
Gicosagol - 10{20}100
Gicosoogol - 10{21}100
Gicosiggol - 10{22}100
Gicosaggol - 10{23}100
Gicoseegol - 10{24}100
Gicosigol - 10{25}100
Gicosoggol - 10{26}100
Gicosagol - 10{27}100
Gicosocgol - 10{28}100
Gicosengol - 10{29}100
Giantagol - 10{30}100
Giantigol - 10{35}100
Gerantagol - 10{40}100
Genantagol - 10{50}100
Gexatagol - 10{60}100
Geptatagol - 10{70}100
Gogdatagol - 10{80}100
Gentatagol - 10{90}100
Boogol - 10{100}10
Gectagol / Woogol - 10{100}100
Gugold / Googonhectol - ≈ 10{100}101
Wiggol - 10{200}100
Waggol - 10{300}100
Weegol - 10{400}100
Wigol - 10{500}100
Woggol - 10{600}100
Wagol - 10{700}100
Wocgol - 10{800}100
Wengol - 10{900}100
Bwoogol - 10{1,000}10
Little Graham - 2{2{2{2{2{2{2{12}3}3}3}3}3}3}3
Graham's Number - G64 ≈ 3{{1}}65
General - {10, 10, 10, 10}
Goobol - {10, 100 [2] 2}
Gootrol - {10, 100 [2] 3}
Gossol - {10, 10 [2] 100}
Dubol - {10, 100 [2] 1 [2] 2}
Xappol - {10, 10 [3] 2}
Gongulus - {10, 101 [1, 2] 2}
Goplexulus - {10, 100 [1 [2] 2] 2}
Tethrathoth - ≈ {100, 49 [1 \ 2] 2}
Terrible Tethrathoth - {100, 100 [1 \ 3] 2}
Tethracross - {100, 100 [1 \ 1 \ 2] 2}
Tethratope - {100, 100 [1 [2 ¬ 2] 2] 2}
Kungulus - 10↑↑↑100 & 10 ≈ {10, 100 [1 [1 \ 2 ¬ 2] 2] 2}
TREE(3) - ≈ {100, 100 [1 [2 \ 1, 2 ¬ 2] 2] 2}

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