Googolism - Part 1:修订间差异
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创建页面,内容为“=== Part 1.1 负数和 0(* ~ 0) === * 所有的负数 (-1 -2 -3 -4 等) * '''Zero''' / Nil / Null / None / Nothing / Nought / Naught / Nada / Zip / Zilch / Rock Bottom / Cipher / Cypher, 0 * Infinitesimal, \(\epsilon\) === Part 1.2 Micronyms(0 ~ 1) === micronym 是指为极小量级的小数所赋予的特殊名称。该术语由Sbiis Saibian创造,作为对 googolism 一词的类比——后者指代任何对数字的命名。任何 googolism…” |
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=== Part 1.1 | === Part 1.1: * ~ 0 === | ||
* 所有的负数 (-1 -2 -3 -4 等) | * 所有的负数 (-1 -2 -3 -4 等) | ||
第5行: | 第5行: | ||
* Infinitesimal, \(\epsilon\) | * Infinitesimal, \(\epsilon\) | ||
=== Part 1.2 | === Part 1.2: 0 ~ 1 === | ||
micronym | micronym 是指为极小量级的小数所赋予的特殊名称,也即 0 ~ 1 之间的数。该术语由Sbiis Saibian创造,作为对 googolism 一词的类比——后者指代任何对数字的命名。任何 googolism 均可通过取其倒数转化为极小数,此时需在词前添加 -th 后缀(或根据需要使用对应的序数后缀),其指数表示法中的指数也需取负值,例如 googolth 即表示 googol 的倒数。micronym 通常特指那些并非从对应 googolism 系统推导而来的数字名称。尽管多数 googolism 并非 micronym,但一个典型例子是 googolminex。 | ||
* Okojo-ermine number, \(\approx f_{\omega^{\omega}}(53)^{-1}\) | |||
* Gatekim, \((g_{100})^{-1}\) | |||
* Shasquitim, \((g_{22})^{-1}\) | |||
* Gadevim, \((g_{3})^{-1}\) | |||
* Voidend, \((10↑↑↑10)^{-1}\) or 1/fancy K | |||
* Void Fire, \((9↑↑8↑↑7↑↑6↑↑5↑↑4↑↑3↑↑2)^{-1}\) | |||
* Void Onionmine, \((10↑↑\text{Onionmine})^{-1}\) | |||
* Voidmine, \((10↑↑215)^{-1}\) | |||
* Alphillion (BlankEntity), \((10↑↑10)^{-1}\) or 1/decker | |||
* Betillion (BlankEntity), \((10↑↑9)^{-1}\) | |||
* Gammillion (BlankEntity), \((10↑↑8)^{-1}\) | |||
* Deltillion (BlankEntity), \((10↑↑7)^{-1}\) | |||
* Epsillion, \((10↑↑6)^{-1}\) | |||
* Googoltriplexminex, \(10^{-(10^{10^{10^{10^{100}}})}}\) or 1/googolquadriplex | |||
* Googolduplexminex, \(10^{-(10^{10^{10^{100}}})}\) or 1/googoltriplex | |||
* Zetillion, \(10^{-(10^{10^{10^{10}}})}\) | |||
* Void Super Photillion, \(10^{-(10^{10^{1,000,000}})}\) | |||
* Void Super Higgsbillion, \(10^{-(10^{10^{3,000}})}\) | |||
* Void Super Axillion, \(10^{-(10^{10^{1,500}})}\) | |||
* Googolplexminex, \(10^{-(10^{10^{100}})}\) or 1/googolduplex | |||
* Etillion, \(10^{-(10^{10^{10}})}\) | |||
* Thetillion (BlankEntity), \(10^{-(10^{10^{9}})}\) | |||
* Void Photillion, \(10^{-(10^{1,000,000})}\) | |||
* Void Higgsbillion, \(10^{-(10^{3,000})}\) | |||
* Void Axillion, \(10^{-(10^{1,500})}\) | |||
* Void Inflatillion, \(10^{-(10^{750})}\) | |||
* Googolminex, \(10^{-(10^{100})}\) or 1/googolplex | |||
* Pre-Pixel, \(10^{-(10^{32})}\) | |||
* Embodiomecrim, \(10^{-1,001,001,000}\) | |||
* Photillion, \(10^{-1,000,000}\) | |||
* Iotillion (BlankEntity), \(10^{-100,000}\) | |||
* Glillion, \(10^{-10,000}\) | |||
* Bosillion WZ, \(10^{-5,000}\) | |||
* Higgsbillion, \(10^{-3,000}\) | |||
* Electrillion, \(10^{-2,750}\) | |||
* Positillion, \(10^{-2,500}\) | |||
* Muillion, \(10^{-2,250}\) | |||
* Taillion, \(10^{-2,000}\) | |||
* Qu-Killion, \(4\times10^{-1,800}\) | |||
* Di-Gammillion, \(2\times10^{-1,777}\) | |||
* Lept-Qu-Killion, \(3,740^{-450}\), \(10^{-1,608}\) | |||
* Axillion, \(10^{-1,500}\) | |||
* Dilatillion, \(10^{-1,000}\) | |||
* Lambdillion (BlankEntity), \(10^{-999}\) | |||
* Du-Gravitillion, \(2\times10^{-900}\) | |||
* Gravitillion, \(10^{-900}\) | |||
* Graviphotillion, \(10^{-840}\) | |||
* Inflatillion, \(10^{-750}\) | |||
* Preonillion, \(10^{-350}\) | |||
* H-Bosillion WZ, \(10^{-245}\) | |||
* Bosillion XY, \(10^{-220}\) | |||
* Skyrillion, \(10^{-200}\) | |||
* Glubillion, \(10^{-175}\) | |||
* Themesillion, \(10^{-140}\) | |||
* Temesillion, \(10^{-120}\) | |||
* Googol-minutia-speck, \(10^{-110}\) | |||
* Googol-minutia, \(10^{-100}\) | |||
* Ogol-minutia, \(10^{-80}\) | |||
* Protillion, \(10^{-61}\) | |||
* Om-Barillion, \(5\times10^{-60}\) | |||
* Xi-Barillion, \(2.5\times10^{-60}\) | |||
* Sig-Barillion, \(2\times10^{-60}\) | |||
* Lam-Barillion, \(1.7\times10^{-60}\) | |||
* Del-Barillion, \(1.4\times10^{-60}\) | |||
* Neutrillion, \(10^{-60}\) | |||
* Gogol-minutia, \(10^{-50}\) | |||
* Rhomesillion, \(10^{-45}\) | |||
* Weak Etamesillion, \(10^{-41}\) | |||
* Om-Mesillion, \(1.3\times10^{-40}\) | |||
* Psi-Mesillion, \(1.2\times10^{-40}\) | |||
* Phi-Mesillion, \(1.1\times10^{-40}\) | |||
* Etamesillion, \(10^{-40}\) | |||
* Goby-minutia / Strong Epsimesillion, \(10^{-35}\) | |||
* Short Yi-bucket, \(7 \times 10^{-31}\) | |||
* Killi-Mesillion, \(10^{-30}\) | |||
* Minnow-minutia, \(10^{-25}\) | |||
* Bari-Mesillion, \(10^{-24}\) | |||
* Demesillion, \(10^{-22}\) | |||
* Qu-Pentakillion, \(5\times10^{-20}\) | |||
* Qu-Tetrakillion, \(4\times10^{-20}\) | |||
* Guppy-minutia / Qu-Killi-Mesillion, \(10^{-20}\) | |||
* Atillion, \(10^{-16}\) | |||
* Strong Atillion, \(5\times10^{-15}\) | |||
* Exo-Atillion, \(10^{-15}\) | |||
* Atokyllion, \(10^{-1.2 \times 10^{14}}\) | |||
* Long Yi-bucket, \(7.67 \times 10^{-14}\) | |||
* Anyillion, \(10^{-13}\) | |||
* Davy-Solillion, \(10^{-12}\) | |||
* Dropetillion, \(10^{-11}\) | |||
* Excitillion, \(10^{-10}\) | |||
* Fractillion, \(10^{-9}\) | |||
* Magnillion, \(10^{-8}\) | |||
* Phonillion \(10^{-7}\) | |||
* Plasmarillion, 0.000001 | |||
* Eyelash mite-speck, 0.000002 | |||
* Dust mite-speck, 0.000005 | |||
* Cheese mite-speck, 0.000008 | |||
* Plasmillion / Nervitillion, 10<sup>-5</sup> , 0.00001 | |||
* Clover mite-speck, 0.00002 | |||
* Affordable, \({{1} \over {1970}}\), 0.000050761421319797... | |||
* Polaritillion, 0.0001 | |||
* Polarillion / Thousandth, 0.001 | |||
* One-leaf Clover, \({{1} \over {777}}\), 0.001287001287... | |||
* Rotillion / Hundredth, 0.01 | |||
* Triollion / Tenth, 0.1 | |||
* Ninth, 0.111111111... | |||
* Eighth, 0.125 | |||
* Seventh, 0.142857142... | |||
* Sixth, 0.166666666... | |||
* Eyelash mite-crumb / Fifth, 0.2 | |||
* Two Ninths, 0.222222222... | |||
* Quarter, 0.25 | |||
* Two Sevenths, 0.285714285... | |||
* Three Tenths, 0.3 | |||
* Third, 0.333333333... | |||
* Three Eighths, 0.375 | |||
* Two Fifths, 0.4 | |||
* Aarex's Funny Number, 0.42513153135 | |||
* Three Sevenths, 0.428571428... | |||
* Four Ninths, 0.444444444... | |||
* Dust mite-crumb/Half, 0.5 | |||
* Five Ninths, 0.555555555... | |||
* Four Sevenths, 0.571428571... | |||
* Three Fifths, 0.6 | |||
* Five Eighths, 0.625 | |||
* Two Thirds, 0.666666666... | |||
* Seven Tenths, 0.7 | |||
* Five Sevenths, 0.714285714... | |||
* Three Quarters, 0.75 | |||
* Seven Ninths, 0.777777777... | |||
* Cheese mite-crumb/Four Fifths, 0.8 | |||
* Five Sixths, 0.833333333... | |||
* Six Sevenths, 0.857142857... | |||
* Seven Eighths, 0.875 | |||
* Eight Ninths, 0.888888888... | |||
* Nine Tenths, 0.9 | |||
=== Part 1.3: 1 ~ 6 === | |||
* '''[[One''', 1 | |||
* Mills' constant, 1.30637788386308069046861449260260571291678458515671364436805375996643405376682659882150140370119739570729... | |||
* Yiutu, 1.4 | |||
* Golden ratio, 1.618033988... | |||
* Square Root of 3, √3=1.732050807568877... | |||
* '''[[Two''' / clover mite-crumb / binary-uoonol / Binary-Goonol, 2 | |||
* e, 2.7182818284590452... | |||
* Three / Ternary-Goonol, 3 | |||
* Pi / π, 3.14159265358979323... | |||
* Four / binary-booiol / Binary-Goodol / Binary-Goonolplex, 4 | |||
* Trigintiprimis, 4.966101694915254 | |||
* Five / sjyp, 5 | |||
* Yibase, 5.923423... | |||
* Six / Blue bilby ( \(\Sigma(3)\) ), 6 | |||
=== Numbers from 6 to 100 === | |||
* Seven / gagtwo, 7 | |||
* Eight / octal-uoonol / Binary-Gootol / Octal-Goonol, 8 | |||
* Nine / garthree / Ternary-Goodol, 9 | |||
* '''Ten''' / Onety / monologue / uoonol / 1-noogol / uagnol / ueenol / uignol / uinol / goonol / doonol / toonol / tetoonol / penoonol / exoonol / eptoonol / ottoonol / ennoonol / dek, 10 | |||
* Eleven / zeralum / ell, 11 | |||
* Twelve / dozen / tucet / duodecimal-uoonol, 12 | |||
* Thirteen / Baker's dozen / Ebony elephant ( \(\Sigma(4)\) ), 13 | |||
* Fourteen / Poulter's dozen, 14 | |||
* Fifteen, 15 | |||
* Sixteen / Binary-Gooquol / Hexadecimal-Goonol / hexadecimal-uoonol / garfour, 16 | |||
* Seventeen / tus, 17 | |||
* Eighteen, 18 | |||
* Nineteen, 19 | |||
* Twenty / Tenteen / Twoty / unalum, 20 | |||
* Twenty-one / kaŋ / long score, 21 | |||
* Twenty-two / dumevalka / dutridumevalka / duquodumevalka, 22 | |||
* Twenty-three / king's dozen, 23 | |||
* Gaz, \({23} {{2} \over {3}}\) | |||
* Twenty-four, 24 | |||
* Unusual, 24.814 | |||
* Twenty-five / garfive / fasE, 25 | |||
* Twenty-six, 26 | |||
* Twenty-seven / fzthree / boogathree / fzthree / microhal / Hayden's Tritri / hypertri, 27 | |||
* Twenty-eight, 28 | |||
* Twenty-nine, 29 | |||
* Thirty, 30 | |||
* Thirty-one, 31 | |||
* Pi-ty, 31.4159265358979323846.. | |||
* Thirty-two / binary-eyelash mite / binary-qoonol / Binary-Gooqnol, 32 | |||
* Thirty-three, 33 | |||
* Thirty-four, 34 | |||
* Thirty-five, 35 | |||
* Thirty-six / garsix, 36 | |||
* Thirty-seven, 37 | |||
* Thirty-eight, 38 | |||
* Thirty-nine, 39 | |||
* Forty, 40 | |||
* Forty-one, 41 | |||
* Forty-two, 42 | |||
* Forty-three, 43 | |||
* Forty-four, 44 | |||
* Forty-five, 45 | |||
* Forty-six, 46 | |||
* Forty-seven, 47 | |||
* Forty-eight, 48 | |||
* Forty-nine / garseven, 49 | |||
* Fifty, 50 | |||
* Fifty-one, 51 | |||
* Fifty-two, 52 | |||
* Fifty-three, 53 | |||
* Fifty-four, 54 | |||
* Fifty-five / fibonax, 55 | |||
* Fifty-six, 56 | |||
* Fifty-seven, 57 | |||
* Fifty-eight, 58 | |||
* Fifty-nine, 59 | |||
* Sixty / sexagesimal-uoonol / kopa, 60 | |||
* Sixty-one / gag-three, 61 | |||
* Sixty-two, 62 | |||
* Sixty-three, 63 | |||
* Sixty-four / binary-clover mite / octal-booiol / Octal-Goodol / gareight / The Powering Wilter / The powering wilter, 64 | |||
* Sixty-five, 65 | |||
* Sixty-six, 66 | |||
* Sixty-seven, 67 | |||
* Sixty-eight, 68 | |||
* Sixty-nine, 69 | |||
* Seventy, 70 | |||
* Seventy-one, 71 | |||
* Seventy-two, 72 | |||
* Seventy-three, 73 | |||
* Seventy-four, 74 | |||
* Seventy-five, 75 | |||
* Seventy-six, 76 | |||
* Seventy-seven, 77 | |||
* Seventy-eight, 78 | |||
* Seventy-nine, 79 | |||
* Eighty / binary-dust mite, 80 | |||
* Eighty-one / Garnine, 81 | |||
* Eighty-two, 82 | |||
* Eighty-three, 83 | |||
* Eighty-four, 84 | |||
* Eughty-five / myul, 85 | |||
* 86|Eighty-six, 86 | |||
* 87|Eighty-seven, 87 | |||
* 88|Eighty-eight, 88 | |||
* 89|Eighty-nine, 89 | |||
* 90|Ninety, 90 | |||
* 91|Ninety-one, 91 | |||
* 92|Ninety-two, 92 | |||
* 93|Ninety-three, 93 | |||
* 94|Ninety-four, 94 | |||
* 95|Ninety-five, 95 | |||
* 96|Ninety-six, 96 | |||
* 97|Ninety-seven, 97 | |||
* 98|Ninety-eight, 98 | |||
* 99|Ninety-nine, 99 | |||
=== Numbers from 100 to 1,000 === | |||
*'''[[Hundred''' / booiol / 2-noogol / goodol / garten, 100 = {{^|10|2}} | |||
* 101|One hundred one, 101 | |||
* 102|One hundred two, 102 | |||
* 103|One hundred three, 103 | |||
* 104|One hundred four, 104 | |||
* 105|One hundred five, 105 | |||
* 106|One hundred six, 106 | |||
* 107|One hundred seven, 107 | |||
* 108|One hundred eight, 108 | |||
* 109|One hundred nine, 109 | |||
* Eleventy, 110 | |||
* Sesquiwonx, 111 | |||
* Domino-related numbers|One hundred twelve, 112 | |||
* Prime numbers|One hundred thirteen, 113 | |||
* 114|One hundred fourteen, 114 | |||
* 115|One hundred fifteen, 115 | |||
* 116|One hundred sixteen, 116 | |||
* 117|One hundred seventeen, 117 | |||
* 118|One hundred eighteen, 118 | |||
* 119|One hundred nineteen, 119 | |||
* Twelfty / long hundred / great hundred, 120 | |||
* 121|One hundred twenty-one, 121 | |||
* 122|One hundred twenty-two, 122 | |||
* 123|One hundred twenty-three, 123 | |||
* 124|One hundred twenty-four, 124 | |||
* 125|One hundred twenty-five, 125 | |||
* 126|One hundred twenty-six, 126 | |||
* One hundred twenty-seven, 127 | |||
* Binary-cheese mite / Binary-pipsqueak, 128 = {{^|2|7}} | |||
* 129|One hundred twenty-nine, 129 | |||
* Thirteenty, 130 | |||
* 131|One hundred thirty-one, 131 | |||
* 132|One hundred thirty-two, 132 | |||
* 133|One hundred thirty-three, 133 | |||
* 134|One hundred thirty-four, 134 | |||
* 135|One hundred thirty-five, 135 | |||
* 136|One hundred thirty-six, 136 | |||
* 137|One hundred thirty-seven, 137 | |||
* 138|One hundred thirty-eight, 138 | |||
* 139|One hundred thirty-nine, 139 | |||
* Fourteenty, 140 | |||
* 141|One hundred forty-one, 141 | |||
* 142|One hundred forty-two, 142 | |||
* 143|One hundred forty-three, 143 | |||
* Gross / great dozen / duodecimal-booiol, 144 = {{^|12|2}} | |||
* 145|One hundred forty-five, 145 | |||
* 146|One hundred forty-six, 146 | |||
* 147|One hundred forty-seven, 147 | |||
* 148|One hundred forty-eight, 148 | |||
* 149|One hundred forty-nine, 149 | |||
* 150|One hundred fifty, 150 | |||
* 151|One hundred Fifty-one, 151 | |||
* 152|One hundred Fifty-two, 152 | |||
* 153|One hundred Fifty-three, 153 | |||
* 154|One hundred Fifty-four, 154 | |||
* 155|One hundred Fifty-five, 155 | |||
* 156|One hundred Fifty-six, 156 | |||
* 157|One hundred Fifty-seven, 157 | |||
* 158|One hundred Fifty-eight, 158 | |||
* 159|One hundred Fifty-nine, 159 | |||
* 160|One hundred sixty, 160 | |||
* 161|One hundred sixty-one, 161 | |||
* Ternary-eyelash mite, 162 | |||
* 163|One hundred Sixty-three, 163 | |||
* 164|One hundred Sixty-four, 164 | |||
* 165|One hundred Sixty-five, 165 | |||
* 166|One hundred Sixty-six, 166 | |||
* 167|One hundred Sixty-seven, 167 | |||
* 168|One hundred Sixty-eight, 168 | |||
* Baker's gross, 169 = {{^|13|2}} | |||
* Seventeenty, 170 | |||
* 171|One hundred seventy-one, 171 | |||
* 172|One hundred Seventy-two, 172 | |||
* 173|One hundred Seventy-three, 173 | |||
* 174|One hundred Seventy-four, 174 | |||
* 175|One hundred Seventy-five, 175 | |||
* 176|One hundred Seventy-six, 176 | |||
* 177|One hundred Seventy-seven, 177 | |||
* 178|One hundred Seventy-eight, 178 | |||
* 179|One hundred Seventy-nine, 179 | |||
* Long Gross, 180 | |||
* 181|One hundred Eighty-one, 181 | |||
* 182|One hundred Eighty-two, 182 | |||
* 183|One hundred Eighty-three, 183 | |||
* 184|One hundred Eighty-four, 184 | |||
* 185|One hundred Eighty-five, 185 | |||
* 186|One hundred Eighty-six, 186 | |||
* 187|One hundred Eighty-seven, 187 | |||
* 188|One hundred Eighty-eight, 188 | |||
* 189|One hundred Eighty-nine, 189 | |||
* 190|One hundred ninety, 190 | |||
* 191|One hundred Ninety-one, 191 | |||
* 192|One hundred Ninety-two, 192 | |||
* 193|One hundred Ninety-three, 193 | |||
* 194|One hundred Ninety-four, 194 | |||
* 195|One hundred Ninety-five, 195 | |||
* Poulter's gross / Smallest Lychrel number, 196 = {{^|14|2}} | |||
* 197|One hundred Ninety-seven, 197 | |||
* 198|One hundred Ninety-eight, 198 | |||
* 199|One hundred Ninety-nine, 199 | |||
* 200|Two hundred, 200 | |||
* 201|Two hundred one, 201 | |||
* 202|Two hundred two, 202 | |||
* 203|Two hundred three, 203 | |||
* 204|Two hundred four, 204 | |||
* 205|Two hundred five, 205 | |||
* 208|Two hundred eight, 208 | |||
* End run, 210 | |||
* 216|Tarumba, 216 | |||
* Sesquibuckles, 222 | |||
* King's gross, 223 | |||
* 225|Two hundred twenty-five, 225 = {{^|15|2}} | |||
* Ternary-Gooqnol, 243 | |||
* 250|Two hundred fifty, 250 | |||
* 256|Fzfour / hexadecimal-booiol / maser, 256 = {{^|4|4}} | |||
* 275|Two hundred seventy-five, 275 | |||
* Flah, 289 = {{^|17|2}} | |||
* 300|Three hundred / zero-tricenol, 300 | |||
* 304|Three hundred four, 304 = {{^|18|2}} | |||
* Pedupi, \(\pi\times 10^{2}\), PSF(2), 314.1592653... | |||
* Idiot's Array|Idiot's array, 320 | |||
* Dancing Dragon / napoletana, 321 | |||
* Sesquitreys, 333 | |||
* Tjega, 341 | |||
* 350|Three hundred fifty, 350 | |||
* 360|kinoctove, 360 | |||
* 361|Three hundred sixty-one, 361 = {{^|19|2}} | |||
* Centzontli / four hundred / lau / ɲiɕu / dollaxul, 400 | |||
* Ternary-dust mite, 405 | |||
* 420 | |||
* Owch, 435 | |||
* 450|Four hundred fifty, 450 | |||
* Short ream, 480 | |||
* Ternary-clover mite, 486 | |||
* 500|Ream / long ream / short mease, 500 | |||
* Linear, 517 | |||
* Eplex / Eulerplex, \(10^e\) ~ [tel:522.7353 522.7353]... | |||
* Chow, 543 | |||
* Aniquilación, 589 | |||
* 600 | |||
* 616|Vulgate number, 616 | |||
* Fara, 625 | |||
* Musashi, 634 | |||
* Ternary-cheese mite, 648 | |||
* Beast number, 666 | |||
* 700 | |||
* 750|Seven hundred fifty, 750 | |||
* Valles, 753 | |||
* Royal pontoon / sesquifizzes / Jackpot number, 777 | |||
* 800 | |||
* Yimum, 847 | |||
* 900 | |||
* 999|Nine hundred ninety-nine, 999 | |||
=== Numbers from 1,000 to 1,000,000 === | |||
*'''[[Thousand''' / toorol / 3-noogol / goonaol / niloogol / gootol / zeroogol, 1,000 = {{^|10|3}} | |||
* Märchenzahl, 1,001 | |||
* Roman numeral-related numbers|1,002 | |||
* 1003|One Thousand three, 1,003 | |||
* 1004|One Thousand four, 1,004 | |||
* 1005|One Thousand five, 1,005 | |||
* 1006|One Thousand six, 1,006 | |||
* 1007|One Thousand seven, 1,007 | |||
* 1008|One Thousand eight, 1,008 | |||
* 1009|One Thousand nine, 1,009 | |||
* 1010|One Thousand ten, 1,010 | |||
* Unreasonable, 1,010.75 | |||
*Very unreasonable, 1,011.98728934723345647943... | |||
* Gum, 1,014 | |||
* Binary-guppyspeck / binary-doocol / Binary-Goodcol, 1,024 = {{^|2|10}} | |||
* Lily, 1,075 | |||
* Gartreys, 33<sup>2</sup> = 1,089 | |||
* Numbers in group theory|1,092 | |||
* Prime numbers|1,093 | |||
* Roman numeral-related numbers|1,099 | |||
* Long thousand, 1,200 | |||
* Actintrinyllion, 1,225 = {{^|35|2}} | |||
* Misalian seximal system|Unexian / ntamno, 6<sup>4</sup> = 1,296 | |||
* Maha, 1,365 | |||
* Piplex, \(10^\pi\) ~ 1,385.455731... | |||
* Vatican City, 1,458 | |||
* Megadollaxul, 200$[0][0][0] = 1,600 | |||
* Hyper fixation Number, 1,609 | |||
* Great gross / dozen gross, 1,728 = {{^|12|3}} | |||
* Hardy-Ramanujan Number, 1,729 | |||
* Eyelash mite-chunk, 2,000 | |||
* Retrillion, 2,020 | |||
* 2023|New Chromoluem, 2,023 | |||
* 2048|Giga (André Joyce), 2,048 | |||
* Ternary-pipsqueak, 2,187 = {{^|3|7}} | |||
* Great Baker's gross, 2,197 = {{^|13|3}} | |||
* Planus, 48<sup>2</sup> = 2,304 | |||
* Heads-Pentprimol / Tails-Pentprimol, R(5) = 2,310 | |||
* 2520|2,520 | |||
* Poulter's great gross, 2,744 = {{^|14|3}} | |||
* 3000|3,000 | |||
* 3003|3,003 | |||
* Fzfive, 3,125 = {{^|5|5}} | |||
* Coxeyes, 3,210 | |||
* Obragsracx, 3,465 | |||
* Bree, 3,520 | |||
* Chronary system|One o'clousand / shar, [[3600|3,600 | |||
* 4000|mano, 4,000 | |||
* White whale, \(\Sigma(5) \geq 4,098\) | |||
* Fibonaxix, 4,181 | |||
* Garboxcars, 66<sup>2</sup> = 4,356 | |||
* Lox, 4,422 | |||
* Irspa / pograr, 4,477 | |||
* Juun, 4,913 | |||
* Dust mite-chunk, 5,000 | |||
* Beauty, 5,053 | |||
* Binary-squeaker, 5,120 | |||
* Second Qlaco's Number, 5,314 | |||
* Ragsracxob, 5,346 | |||
* Ma'asjyp, 5,461 | |||
* 6000|6,000 | |||
* Kaprekar's constant, 6,174 | |||
* Teradollaxul, 6,400 | |||
* Tetrafact, 6,561 = {{^|((1+2)*3)|4}} | |||
* Clickety-clix, 6,666 | |||
* 7000|7,000 | |||
* The iPad, 7,577 | |||
* Menilles, 7,722 | |||
* Garpo, 88<sup>2</sup> = 7,744 | |||
* Wärämäkä, 7,776 | |||
* Cenxiquipilli / cheese mite-chunk / kʰecʰe, 8,000 | |||
* Octal-eyelash mite, 8,192 = {{^|2|13}} | |||
* Ysgartre, 8,910 | |||
* 9000|9,000 | |||
* Right bucket, 9,653 | |||
* Quadrix, 9,999 | |||
*'''[[Myriad''' / Wan / ten thousand / garhundred / qoodrol / 4-noogol / goonaolex / niloogolplex / niloogolnilex / gooquol / grand zeroogol, 10,000 = 10<sup>4</sup> | |||
* Balum, 10,240 | |||
* Lebicyc, 10,432 | |||
* Lottery-related numbers|10,626 | |||
* Numbers in number theory|10,660 | |||
* Ycibelc, 12,340 | |||
* Petadollaxul, 200$[0][0][0][0][0][0] = 12,800 | |||
* La admisible / [[supercube, 24<sup>3</sup> = 13,824 | |||
* Falen, 125<sup>2</sup> = 15,625 | |||
* 19683|Fugathree, 19,683 = {{^|3|9}} | |||
* Eyelash mite / clover mite-chunk, 20,000 | |||
* Octal-dust mite, 20,480 | |||
* Glerint, 12<sup>4</sup> = 20,736 | |||
* Ma'akaŋ, 21,845 | |||
* Cibelcy, 23,401 | |||
* Exadollaxul, 200$[0][0][0][0][0][0][0] = 25,600 | |||
* 30000|30,000 | |||
* Heads-Hexprimol / Tails-Hexprimol, R(6) = 30,030 | |||
* Lake Superior, 31,700 | |||
* Yclebic, 32,104 | |||
* 32767|32,767 = {{^|2|15}}-1 | |||
* Octal-cheese mite / binary-small fry / binary-guppycrumb / binary-minnowspeck / octal-qoonol / Octal-Gooqnol, 32,768 = {{^|2|15}} | |||
* Ibelcyc, 34,012 | |||
* 40000|kini, 40,000 | |||
* Pinky, 40,585 | |||
* Esupercub, 41,382 | |||
* Agatone, 42,875 = {{^|35|3}} | |||
* Chronary system|Twelve o'clousand, 43,200 | |||
* Bicycle, 43,210 | |||
* Fzsix / wi / wèrèmaka tenz, 46,656 = {{^|6|6}} | |||
* Dust mite, 50,000 | |||
* Little Straight, 54,321 | |||
* Ternary-guppyspeck / Ternary-Goodcol, 59,049 = {{^|3|10}} | |||
* Ontwo, 65,432 | |||
* Octal-clover mite / Binary-Dooquol / Binary-Tootol / Tails-Bi-3-Primol, 65,536 = {{^|2|16}} | |||
* Seventy-Five, 75,432 | |||
* Cheese mite, 80,000 | |||
* Ubesuperc, 82,413 | |||
* Ttit, 83,521 | |||
* Fibonacci Straight, 85,321 | |||
* Chronary system|Monlakh, 86,400 | |||
* Ma'amul, 87,381 | |||
* Odd John, 97,531 | |||
* Quinine, 99,999 | |||
*'''[[Lakh''' / qoonol / 5-noogol / goonaoltrult / niloogolduplex / gooqnol / two-ex-grand zeroogol, 100,000 = 10<sup>5</sup> | |||
* Spacus, 48<sup>3</sup> = 110,592 | |||
* Integral-megaseptile, 142,857 | |||
* Jãːcʰe, 160,000 | |||
* Brokillion, 11<sup>5</sup> = 161,051 | |||
* Rootbeer on the rocks, 55<sup>3</sup> = 166,375 | |||
* Chronary system|Tueslakh, 172,800 | |||
* Esra, 198,532 | |||
* Clover mite / eyelash mite-bunch, 200,000 | |||
* 🠅🠅🠇🠇🠄🠆🠄🠆BA, 221,985 | |||
* Anika, 488<sup>2</sup> = 238,144 | |||
* Duodecimal-qoonol, 12<sup>5</sup> = 248,832 | |||
* Chronary system|Wedneslakh, 259,200 | |||
* 262144|4!1, 262,144 | |||
* Meemee wemb, 279,936 = 6<sup>7</sup> | |||
* Viewed, 285,888 | |||
* New Jerusalem, 66<sup>3</sup> = 287,496 | |||
* Ternary-squeaker, 295,245 | |||
* Chronary system|Thurslakh, 345,600 | |||
* Ma'adjega, 349,525 | |||
* Famel, 390,625 | |||
* 400000|lehu, 400,000 | |||
* Chronary system|Frilakh, 432,000 | |||
* Quindecimal-balum, 491,520 | |||
* Dust mite-bunch, 500,000 | |||
* Chronary system|Saturlakh, 518,400 | |||
* Binary-guppychunk, 524,288 = {{^|2|19}} | |||
* Chronary system|One weekillion, 604,800 | |||
* 750000|Dreiviertelmillion, 750,000 | |||
* Aopz pz aol luk, pzu'a pa?, 762,022 | |||
* Wilkillion, 763,991 | |||
* Cheese mite-bunch, 800,000 | |||
* Fzseven, 823,543 = {{^|7|7}} | |||
* Ads, 912,673 = {{^|97|3}} | |||
* Srae, 985,321 |
2025年7月9日 (三) 19:00的版本
Part 1.1: * ~ 0
- 所有的负数 (-1 -2 -3 -4 等)
- Zero / Nil / Null / None / Nothing / Nought / Naught / Nada / Zip / Zilch / Rock Bottom / Cipher / Cypher, 0
- Infinitesimal, \(\epsilon\)
Part 1.2: 0 ~ 1
micronym 是指为极小量级的小数所赋予的特殊名称,也即 0 ~ 1 之间的数。该术语由Sbiis Saibian创造,作为对 googolism 一词的类比——后者指代任何对数字的命名。任何 googolism 均可通过取其倒数转化为极小数,此时需在词前添加 -th 后缀(或根据需要使用对应的序数后缀),其指数表示法中的指数也需取负值,例如 googolth 即表示 googol 的倒数。micronym 通常特指那些并非从对应 googolism 系统推导而来的数字名称。尽管多数 googolism 并非 micronym,但一个典型例子是 googolminex。
- Okojo-ermine number, \(\approx f_{\omega^{\omega}}(53)^{-1}\)
- Gatekim, \((g_{100})^{-1}\)
- Shasquitim, \((g_{22})^{-1}\)
- Gadevim, \((g_{3})^{-1}\)
- Voidend, \((10↑↑↑10)^{-1}\) or 1/fancy K
- Void Fire, \((9↑↑8↑↑7↑↑6↑↑5↑↑4↑↑3↑↑2)^{-1}\)
- Void Onionmine, \((10↑↑\text{Onionmine})^{-1}\)
- Voidmine, \((10↑↑215)^{-1}\)
- Alphillion (BlankEntity), \((10↑↑10)^{-1}\) or 1/decker
- Betillion (BlankEntity), \((10↑↑9)^{-1}\)
- Gammillion (BlankEntity), \((10↑↑8)^{-1}\)
- Deltillion (BlankEntity), \((10↑↑7)^{-1}\)
- Epsillion, \((10↑↑6)^{-1}\)
- Googoltriplexminex, \(10^{-(10^{10^{10^{10^{100}}})}}\) or 1/googolquadriplex
- Googolduplexminex, \(10^{-(10^{10^{10^{100}}})}\) or 1/googoltriplex
- Zetillion, \(10^{-(10^{10^{10^{10}}})}\)
- Void Super Photillion, \(10^{-(10^{10^{1,000,000}})}\)
- Void Super Higgsbillion, \(10^{-(10^{10^{3,000}})}\)
- Void Super Axillion, \(10^{-(10^{10^{1,500}})}\)
- Googolplexminex, \(10^{-(10^{10^{100}})}\) or 1/googolduplex
- Etillion, \(10^{-(10^{10^{10}})}\)
- Thetillion (BlankEntity), \(10^{-(10^{10^{9}})}\)
- Void Photillion, \(10^{-(10^{1,000,000})}\)
- Void Higgsbillion, \(10^{-(10^{3,000})}\)
- Void Axillion, \(10^{-(10^{1,500})}\)
- Void Inflatillion, \(10^{-(10^{750})}\)
- Googolminex, \(10^{-(10^{100})}\) or 1/googolplex
- Pre-Pixel, \(10^{-(10^{32})}\)
- Embodiomecrim, \(10^{-1,001,001,000}\)
- Photillion, \(10^{-1,000,000}\)
- Iotillion (BlankEntity), \(10^{-100,000}\)
- Glillion, \(10^{-10,000}\)
- Bosillion WZ, \(10^{-5,000}\)
- Higgsbillion, \(10^{-3,000}\)
- Electrillion, \(10^{-2,750}\)
- Positillion, \(10^{-2,500}\)
- Muillion, \(10^{-2,250}\)
- Taillion, \(10^{-2,000}\)
- Qu-Killion, \(4\times10^{-1,800}\)
- Di-Gammillion, \(2\times10^{-1,777}\)
- Lept-Qu-Killion, \(3,740^{-450}\), \(10^{-1,608}\)
- Axillion, \(10^{-1,500}\)
- Dilatillion, \(10^{-1,000}\)
- Lambdillion (BlankEntity), \(10^{-999}\)
- Du-Gravitillion, \(2\times10^{-900}\)
- Gravitillion, \(10^{-900}\)
- Graviphotillion, \(10^{-840}\)
- Inflatillion, \(10^{-750}\)
- Preonillion, \(10^{-350}\)
- H-Bosillion WZ, \(10^{-245}\)
- Bosillion XY, \(10^{-220}\)
- Skyrillion, \(10^{-200}\)
- Glubillion, \(10^{-175}\)
- Themesillion, \(10^{-140}\)
- Temesillion, \(10^{-120}\)
- Googol-minutia-speck, \(10^{-110}\)
- Googol-minutia, \(10^{-100}\)
- Ogol-minutia, \(10^{-80}\)
- Protillion, \(10^{-61}\)
- Om-Barillion, \(5\times10^{-60}\)
- Xi-Barillion, \(2.5\times10^{-60}\)
- Sig-Barillion, \(2\times10^{-60}\)
- Lam-Barillion, \(1.7\times10^{-60}\)
- Del-Barillion, \(1.4\times10^{-60}\)
- Neutrillion, \(10^{-60}\)
- Gogol-minutia, \(10^{-50}\)
- Rhomesillion, \(10^{-45}\)
- Weak Etamesillion, \(10^{-41}\)
- Om-Mesillion, \(1.3\times10^{-40}\)
- Psi-Mesillion, \(1.2\times10^{-40}\)
- Phi-Mesillion, \(1.1\times10^{-40}\)
- Etamesillion, \(10^{-40}\)
- Goby-minutia / Strong Epsimesillion, \(10^{-35}\)
- Short Yi-bucket, \(7 \times 10^{-31}\)
- Killi-Mesillion, \(10^{-30}\)
- Minnow-minutia, \(10^{-25}\)
- Bari-Mesillion, \(10^{-24}\)
- Demesillion, \(10^{-22}\)
- Qu-Pentakillion, \(5\times10^{-20}\)
- Qu-Tetrakillion, \(4\times10^{-20}\)
- Guppy-minutia / Qu-Killi-Mesillion, \(10^{-20}\)
- Atillion, \(10^{-16}\)
- Strong Atillion, \(5\times10^{-15}\)
- Exo-Atillion, \(10^{-15}\)
- Atokyllion, \(10^{-1.2 \times 10^{14}}\)
- Long Yi-bucket, \(7.67 \times 10^{-14}\)
- Anyillion, \(10^{-13}\)
- Davy-Solillion, \(10^{-12}\)
- Dropetillion, \(10^{-11}\)
- Excitillion, \(10^{-10}\)
- Fractillion, \(10^{-9}\)
- Magnillion, \(10^{-8}\)
- Phonillion \(10^{-7}\)
- Plasmarillion, 0.000001
- Eyelash mite-speck, 0.000002
- Dust mite-speck, 0.000005
- Cheese mite-speck, 0.000008
- Plasmillion / Nervitillion, 10-5 , 0.00001
- Clover mite-speck, 0.00002
- Affordable, \({{1} \over {1970}}\), 0.000050761421319797...
- Polaritillion, 0.0001
- Polarillion / Thousandth, 0.001
- One-leaf Clover, \({{1} \over {777}}\), 0.001287001287...
- Rotillion / Hundredth, 0.01
- Triollion / Tenth, 0.1
- Ninth, 0.111111111...
- Eighth, 0.125
- Seventh, 0.142857142...
- Sixth, 0.166666666...
- Eyelash mite-crumb / Fifth, 0.2
- Two Ninths, 0.222222222...
- Quarter, 0.25
- Two Sevenths, 0.285714285...
- Three Tenths, 0.3
- Third, 0.333333333...
- Three Eighths, 0.375
- Two Fifths, 0.4
- Aarex's Funny Number, 0.42513153135
- Three Sevenths, 0.428571428...
- Four Ninths, 0.444444444...
- Dust mite-crumb/Half, 0.5
- Five Ninths, 0.555555555...
- Four Sevenths, 0.571428571...
- Three Fifths, 0.6
- Five Eighths, 0.625
- Two Thirds, 0.666666666...
- Seven Tenths, 0.7
- Five Sevenths, 0.714285714...
- Three Quarters, 0.75
- Seven Ninths, 0.777777777...
- Cheese mite-crumb/Four Fifths, 0.8
- Five Sixths, 0.833333333...
- Six Sevenths, 0.857142857...
- Seven Eighths, 0.875
- Eight Ninths, 0.888888888...
- Nine Tenths, 0.9
Part 1.3: 1 ~ 6
- [[One, 1
- Mills' constant, 1.30637788386308069046861449260260571291678458515671364436805375996643405376682659882150140370119739570729...
- Yiutu, 1.4
- Golden ratio, 1.618033988...
- Square Root of 3, √3=1.732050807568877...
- [[Two / clover mite-crumb / binary-uoonol / Binary-Goonol, 2
- e, 2.7182818284590452...
- Three / Ternary-Goonol, 3
- Pi / π, 3.14159265358979323...
- Four / binary-booiol / Binary-Goodol / Binary-Goonolplex, 4
- Trigintiprimis, 4.966101694915254
- Five / sjyp, 5
- Yibase, 5.923423...
- Six / Blue bilby ( \(\Sigma(3)\) ), 6
Numbers from 6 to 100
- Seven / gagtwo, 7
- Eight / octal-uoonol / Binary-Gootol / Octal-Goonol, 8
- Nine / garthree / Ternary-Goodol, 9
- Ten / Onety / monologue / uoonol / 1-noogol / uagnol / ueenol / uignol / uinol / goonol / doonol / toonol / tetoonol / penoonol / exoonol / eptoonol / ottoonol / ennoonol / dek, 10
- Eleven / zeralum / ell, 11
- Twelve / dozen / tucet / duodecimal-uoonol, 12
- Thirteen / Baker's dozen / Ebony elephant ( \(\Sigma(4)\) ), 13
- Fourteen / Poulter's dozen, 14
- Fifteen, 15
- Sixteen / Binary-Gooquol / Hexadecimal-Goonol / hexadecimal-uoonol / garfour, 16
- Seventeen / tus, 17
- Eighteen, 18
- Nineteen, 19
- Twenty / Tenteen / Twoty / unalum, 20
- Twenty-one / kaŋ / long score, 21
- Twenty-two / dumevalka / dutridumevalka / duquodumevalka, 22
- Twenty-three / king's dozen, 23
- Gaz, \({23} {{2} \over {3}}\)
- Twenty-four, 24
- Unusual, 24.814
- Twenty-five / garfive / fasE, 25
- Twenty-six, 26
- Twenty-seven / fzthree / boogathree / fzthree / microhal / Hayden's Tritri / hypertri, 27
- Twenty-eight, 28
- Twenty-nine, 29
- Thirty, 30
- Thirty-one, 31
- Pi-ty, 31.4159265358979323846..
- Thirty-two / binary-eyelash mite / binary-qoonol / Binary-Gooqnol, 32
- Thirty-three, 33
- Thirty-four, 34
- Thirty-five, 35
- Thirty-six / garsix, 36
- Thirty-seven, 37
- Thirty-eight, 38
- Thirty-nine, 39
- Forty, 40
- Forty-one, 41
- Forty-two, 42
- Forty-three, 43
- Forty-four, 44
- Forty-five, 45
- Forty-six, 46
- Forty-seven, 47
- Forty-eight, 48
- Forty-nine / garseven, 49
- Fifty, 50
- Fifty-one, 51
- Fifty-two, 52
- Fifty-three, 53
- Fifty-four, 54
- Fifty-five / fibonax, 55
- Fifty-six, 56
- Fifty-seven, 57
- Fifty-eight, 58
- Fifty-nine, 59
- Sixty / sexagesimal-uoonol / kopa, 60
- Sixty-one / gag-three, 61
- Sixty-two, 62
- Sixty-three, 63
- Sixty-four / binary-clover mite / octal-booiol / Octal-Goodol / gareight / The Powering Wilter / The powering wilter, 64
- Sixty-five, 65
- Sixty-six, 66
- Sixty-seven, 67
- Sixty-eight, 68
- Sixty-nine, 69
- Seventy, 70
- Seventy-one, 71
- Seventy-two, 72
- Seventy-three, 73
- Seventy-four, 74
- Seventy-five, 75
- Seventy-six, 76
- Seventy-seven, 77
- Seventy-eight, 78
- Seventy-nine, 79
- Eighty / binary-dust mite, 80
- Eighty-one / Garnine, 81
- Eighty-two, 82
- Eighty-three, 83
- Eighty-four, 84
- Eughty-five / myul, 85
- 86|Eighty-six, 86
- 87|Eighty-seven, 87
- 88|Eighty-eight, 88
- 89|Eighty-nine, 89
- 90|Ninety, 90
- 91|Ninety-one, 91
- 92|Ninety-two, 92
- 93|Ninety-three, 93
- 94|Ninety-four, 94
- 95|Ninety-five, 95
- 96|Ninety-six, 96
- 97|Ninety-seven, 97
- 98|Ninety-eight, 98
- 99|Ninety-nine, 99
Numbers from 100 to 1,000
- [[Hundred / booiol / 2-noogol / goodol / garten, 100 = 模板:^
- 101|One hundred one, 101
- 102|One hundred two, 102
- 103|One hundred three, 103
- 104|One hundred four, 104
- 105|One hundred five, 105
- 106|One hundred six, 106
- 107|One hundred seven, 107
- 108|One hundred eight, 108
- 109|One hundred nine, 109
- Eleventy, 110
- Sesquiwonx, 111
- Domino-related numbers|One hundred twelve, 112
- Prime numbers|One hundred thirteen, 113
- 114|One hundred fourteen, 114
- 115|One hundred fifteen, 115
- 116|One hundred sixteen, 116
- 117|One hundred seventeen, 117
- 118|One hundred eighteen, 118
- 119|One hundred nineteen, 119
- Twelfty / long hundred / great hundred, 120
- 121|One hundred twenty-one, 121
- 122|One hundred twenty-two, 122
- 123|One hundred twenty-three, 123
- 124|One hundred twenty-four, 124
- 125|One hundred twenty-five, 125
- 126|One hundred twenty-six, 126
- One hundred twenty-seven, 127
- Binary-cheese mite / Binary-pipsqueak, 128 = 模板:^
- 129|One hundred twenty-nine, 129
- Thirteenty, 130
- 131|One hundred thirty-one, 131
- 132|One hundred thirty-two, 132
- 133|One hundred thirty-three, 133
- 134|One hundred thirty-four, 134
- 135|One hundred thirty-five, 135
- 136|One hundred thirty-six, 136
- 137|One hundred thirty-seven, 137
- 138|One hundred thirty-eight, 138
- 139|One hundred thirty-nine, 139
- Fourteenty, 140
- 141|One hundred forty-one, 141
- 142|One hundred forty-two, 142
- 143|One hundred forty-three, 143
- Gross / great dozen / duodecimal-booiol, 144 = 模板:^
- 145|One hundred forty-five, 145
- 146|One hundred forty-six, 146
- 147|One hundred forty-seven, 147
- 148|One hundred forty-eight, 148
- 149|One hundred forty-nine, 149
- 150|One hundred fifty, 150
- 151|One hundred Fifty-one, 151
- 152|One hundred Fifty-two, 152
- 153|One hundred Fifty-three, 153
- 154|One hundred Fifty-four, 154
- 155|One hundred Fifty-five, 155
- 156|One hundred Fifty-six, 156
- 157|One hundred Fifty-seven, 157
- 158|One hundred Fifty-eight, 158
- 159|One hundred Fifty-nine, 159
- 160|One hundred sixty, 160
- 161|One hundred sixty-one, 161
- Ternary-eyelash mite, 162
- 163|One hundred Sixty-three, 163
- 164|One hundred Sixty-four, 164
- 165|One hundred Sixty-five, 165
- 166|One hundred Sixty-six, 166
- 167|One hundred Sixty-seven, 167
- 168|One hundred Sixty-eight, 168
- Baker's gross, 169 = 模板:^
- Seventeenty, 170
- 171|One hundred seventy-one, 171
- 172|One hundred Seventy-two, 172
- 173|One hundred Seventy-three, 173
- 174|One hundred Seventy-four, 174
- 175|One hundred Seventy-five, 175
- 176|One hundred Seventy-six, 176
- 177|One hundred Seventy-seven, 177
- 178|One hundred Seventy-eight, 178
- 179|One hundred Seventy-nine, 179
- Long Gross, 180
- 181|One hundred Eighty-one, 181
- 182|One hundred Eighty-two, 182
- 183|One hundred Eighty-three, 183
- 184|One hundred Eighty-four, 184
- 185|One hundred Eighty-five, 185
- 186|One hundred Eighty-six, 186
- 187|One hundred Eighty-seven, 187
- 188|One hundred Eighty-eight, 188
- 189|One hundred Eighty-nine, 189
- 190|One hundred ninety, 190
- 191|One hundred Ninety-one, 191
- 192|One hundred Ninety-two, 192
- 193|One hundred Ninety-three, 193
- 194|One hundred Ninety-four, 194
- 195|One hundred Ninety-five, 195
- Poulter's gross / Smallest Lychrel number, 196 = 模板:^
- 197|One hundred Ninety-seven, 197
- 198|One hundred Ninety-eight, 198
- 199|One hundred Ninety-nine, 199
- 200|Two hundred, 200
- 201|Two hundred one, 201
- 202|Two hundred two, 202
- 203|Two hundred three, 203
- 204|Two hundred four, 204
- 205|Two hundred five, 205
- 208|Two hundred eight, 208
- End run, 210
- 216|Tarumba, 216
- Sesquibuckles, 222
- King's gross, 223
- 225|Two hundred twenty-five, 225 = 模板:^
- Ternary-Gooqnol, 243
- 250|Two hundred fifty, 250
- 256|Fzfour / hexadecimal-booiol / maser, 256 = 模板:^
- 275|Two hundred seventy-five, 275
- Flah, 289 = 模板:^
- 300|Three hundred / zero-tricenol, 300
- 304|Three hundred four, 304 = 模板:^
- Pedupi, \(\pi\times 10^{2}\), PSF(2), 314.1592653...
- Idiot's Array|Idiot's array, 320
- Dancing Dragon / napoletana, 321
- Sesquitreys, 333
- Tjega, 341
- 350|Three hundred fifty, 350
- 360|kinoctove, 360
- 361|Three hundred sixty-one, 361 = 模板:^
- Centzontli / four hundred / lau / ɲiɕu / dollaxul, 400
- Ternary-dust mite, 405
- 420
- Owch, 435
- 450|Four hundred fifty, 450
- Short ream, 480
- Ternary-clover mite, 486
- 500|Ream / long ream / short mease, 500
- Linear, 517
- Eplex / Eulerplex, \(10^e\) ~ 522.7353...
- Chow, 543
- Aniquilación, 589
- 600
- 616|Vulgate number, 616
- Fara, 625
- Musashi, 634
- Ternary-cheese mite, 648
- Beast number, 666
- 700
- 750|Seven hundred fifty, 750
- Valles, 753
- Royal pontoon / sesquifizzes / Jackpot number, 777
- 800
- Yimum, 847
- 900
- 999|Nine hundred ninety-nine, 999
Numbers from 1,000 to 1,000,000
- [[Thousand / toorol / 3-noogol / goonaol / niloogol / gootol / zeroogol, 1,000 = 模板:^
- Märchenzahl, 1,001
- Roman numeral-related numbers|1,002
- 1003|One Thousand three, 1,003
- 1004|One Thousand four, 1,004
- 1005|One Thousand five, 1,005
- 1006|One Thousand six, 1,006
- 1007|One Thousand seven, 1,007
- 1008|One Thousand eight, 1,008
- 1009|One Thousand nine, 1,009
- 1010|One Thousand ten, 1,010
- Unreasonable, 1,010.75
- Very unreasonable, 1,011.98728934723345647943...
- Gum, 1,014
- Binary-guppyspeck / binary-doocol / Binary-Goodcol, 1,024 = 模板:^
- Lily, 1,075
- Gartreys, 332 = 1,089
- Numbers in group theory|1,092
- Prime numbers|1,093
- Roman numeral-related numbers|1,099
- Long thousand, 1,200
- Actintrinyllion, 1,225 = 模板:^
- Misalian seximal system|Unexian / ntamno, 64 = 1,296
- Maha, 1,365
- Piplex, \(10^\pi\) ~ 1,385.455731...
- Vatican City, 1,458
- Megadollaxul, 200$[0][0][0] = 1,600
- Hyper fixation Number, 1,609
- Great gross / dozen gross, 1,728 = 模板:^
- Hardy-Ramanujan Number, 1,729
- Eyelash mite-chunk, 2,000
- Retrillion, 2,020
- 2023|New Chromoluem, 2,023
- 2048|Giga (André Joyce), 2,048
- Ternary-pipsqueak, 2,187 = 模板:^
- Great Baker's gross, 2,197 = 模板:^
- Planus, 482 = 2,304
- Heads-Pentprimol / Tails-Pentprimol, R(5) = 2,310
- 2520|2,520
- Poulter's great gross, 2,744 = 模板:^
- 3000|3,000
- 3003|3,003
- Fzfive, 3,125 = 模板:^
- Coxeyes, 3,210
- Obragsracx, 3,465
- Bree, 3,520
- Chronary system|One o'clousand / shar, [[3600|3,600
- 4000|mano, 4,000
- White whale, \(\Sigma(5) \geq 4,098\)
- Fibonaxix, 4,181
- Garboxcars, 662 = 4,356
- Lox, 4,422
- Irspa / pograr, 4,477
- Juun, 4,913
- Dust mite-chunk, 5,000
- Beauty, 5,053
- Binary-squeaker, 5,120
- Second Qlaco's Number, 5,314
- Ragsracxob, 5,346
- Ma'asjyp, 5,461
- 6000|6,000
- Kaprekar's constant, 6,174
- Teradollaxul, 6,400
- Tetrafact, 6,561 = 模板:^
- Clickety-clix, 6,666
- 7000|7,000
- The iPad, 7,577
- Menilles, 7,722
- Garpo, 882 = 7,744
- Wärämäkä, 7,776
- Cenxiquipilli / cheese mite-chunk / kʰecʰe, 8,000
- Octal-eyelash mite, 8,192 = 模板:^
- Ysgartre, 8,910
- 9000|9,000
- Right bucket, 9,653
- Quadrix, 9,999
- [[Myriad / Wan / ten thousand / garhundred / qoodrol / 4-noogol / goonaolex / niloogolplex / niloogolnilex / gooquol / grand zeroogol, 10,000 = 104
- Balum, 10,240
- Lebicyc, 10,432
- Lottery-related numbers|10,626
- Numbers in number theory|10,660
- Ycibelc, 12,340
- Petadollaxul, 200$[0][0][0][0][0][0] = 12,800
- La admisible / [[supercube, 243 = 13,824
- Falen, 1252 = 15,625
- 19683|Fugathree, 19,683 = 模板:^
- Eyelash mite / clover mite-chunk, 20,000
- Octal-dust mite, 20,480
- Glerint, 124 = 20,736
- Ma'akaŋ, 21,845
- Cibelcy, 23,401
- Exadollaxul, 200$[0][0][0][0][0][0][0] = 25,600
- 30000|30,000
- Heads-Hexprimol / Tails-Hexprimol, R(6) = 30,030
- Lake Superior, 31,700
- Yclebic, 32,104
- 32767|32,767 = 模板:^-1
- Octal-cheese mite / binary-small fry / binary-guppycrumb / binary-minnowspeck / octal-qoonol / Octal-Gooqnol, 32,768 = 模板:^
- Ibelcyc, 34,012
- 40000|kini, 40,000
- Pinky, 40,585
- Esupercub, 41,382
- Agatone, 42,875 = 模板:^
- Chronary system|Twelve o'clousand, 43,200
- Bicycle, 43,210
- Fzsix / wi / wèrèmaka tenz, 46,656 = 模板:^
- Dust mite, 50,000
- Little Straight, 54,321
- Ternary-guppyspeck / Ternary-Goodcol, 59,049 = 模板:^
- Ontwo, 65,432
- Octal-clover mite / Binary-Dooquol / Binary-Tootol / Tails-Bi-3-Primol, 65,536 = 模板:^
- Seventy-Five, 75,432
- Cheese mite, 80,000
- Ubesuperc, 82,413
- Ttit, 83,521
- Fibonacci Straight, 85,321
- Chronary system|Monlakh, 86,400
- Ma'amul, 87,381
- Odd John, 97,531
- Quinine, 99,999
- [[Lakh / qoonol / 5-noogol / goonaoltrult / niloogolduplex / gooqnol / two-ex-grand zeroogol, 100,000 = 105
- Spacus, 483 = 110,592
- Integral-megaseptile, 142,857
- Jãːcʰe, 160,000
- Brokillion, 115 = 161,051
- Rootbeer on the rocks, 553 = 166,375
- Chronary system|Tueslakh, 172,800
- Esra, 198,532
- Clover mite / eyelash mite-bunch, 200,000
- 🠅🠅🠇🠇🠄🠆🠄🠆BA, 221,985
- Anika, 4882 = 238,144
- Duodecimal-qoonol, 125 = 248,832
- Chronary system|Wedneslakh, 259,200
- 262144|4!1, 262,144
- Meemee wemb, 279,936 = 67
- Viewed, 285,888
- New Jerusalem, 663 = 287,496
- Ternary-squeaker, 295,245
- Chronary system|Thurslakh, 345,600
- Ma'adjega, 349,525
- Famel, 390,625
- 400000|lehu, 400,000
- Chronary system|Frilakh, 432,000
- Quindecimal-balum, 491,520
- Dust mite-bunch, 500,000
- Chronary system|Saturlakh, 518,400
- Binary-guppychunk, 524,288 = 模板:^
- Chronary system|One weekillion, 604,800
- 750000|Dreiviertelmillion, 750,000
- Aopz pz aol luk, pzu'a pa?, 762,022
- Wilkillion, 763,991
- Cheese mite-bunch, 800,000
- Fzseven, 823,543 = 模板:^
- Ads, 912,673 = 模板:^
- Srae, 985,321