FANDOM


Tupper's number (so named by Cookie Fonster) is the 544-digit number that makes Tupper's self-referential formula work (although the formula is not actually very much self-referential, because the number below is as important as the formula itself).[1] It is approximately equal to \(4.85845 \times 10^{543}\). Its full decimal expansion is shown below:

4,858,450,636,189,713,423,582,095,962,494,202,044,581,400,587,983,244,549,483,093,085,061,934,704,708,809,928,450,644,769,865,524,364,849,997,247,024,915,119,110,411,605,739,177,407,856,919,754,326,571,855,442,057,210,445,735,883,681,829,823,754,139,634,338,225,199,452,191,651,284,348,332,905,131,193,199,953,502,413,758,765,239,264,874,613,394,906,870,130,562,295,813,219,481,113,685,339,535,565,290,850,023,875,092,856,892,694,555,974,281,546,386,510,730,049,106,723,058,933,586,052,544,096,664,351,265,349,363,643,957,125,565,695,936,815,184,334,857,605,266,940,161,251,266,951,421,550,539,554,519,153,785,457,525,756,590,740,540,157,929,001,765,967,965,480,064,427,829,131,488,548,259,914,721,248,506,352,686,630,476,300

Tupper-out

The formula itself visually reproduced by graphing the set of points (x,y) satisfying Tupper's inequality, in the area 0<x<106 and N<y<N+17 where N is Tupper's number.

ReferencesEdit

  1. https://sites.google.com/site/pointlesslargenumberstuff/home/l/pgln2

Ad blocker interference detected!


Wikia is a free-to-use site that makes money from advertising. We have a modified experience for viewers using ad blockers

Wikia is not accessible if you’ve made further modifications. Remove the custom ad blocker rule(s) and the page will load as expected.