tresvigintillion

Q What is the answer to googol minus 1? — Zachary Jon Walder, Stockton School, Cherry Hill A A googol is a fun name for a huge number. It's a 1 followed by 100 zeroes. So 1 less is 100 nines, or a 9 followed by 99 nines. Here’s how to say that number: 9 duotrigintillion, 999 untrigintillion, 999 trigintillion, 999 novemvigintillion, 999 octovigintillion, 999 septemvigintillion, 999 sesvigintillion, 999 quinvigintillion, 999 quattuorvigintillion, 999 tresvigintillion, 999 duovigintillion, 999 unvigintillion, 999 vigintillion, 999 novemdecillion, 999 octodecillion, 999 septendecillion, 999 sexdecillion, 999 quindecillion, 999 quattuordecillion, 999 tredecillion, 999 duodecillion, 999 undecillion, 999 decillion, 999 nonillion, 999 octillion, 999 septillion, 999 sextillion, 999 quintillion, 999 quadrillion, 999 trillion, 999 billion, 999 million, 999 thousand, nine hundred and ninety-nine.

1999 April 25, Peter Mucha, “Kids’ Talk”, in The Philadelphia Inquirer, 170th year, number 329, Philadelphia, Pa.: Philadelphia Newspapers, →ISSN, →OCLC, page G4, columns 1–2

The Professor's Cube invented by Udo Krell is the 5x5x5 version of the Rubik's Cube. […] The number of possible positions of the cube is 8! × 37 × 12! × 210 × 24!3 / 4!12 ≈ 2.828 × 1074 which is about 282.8 duodecillion on the long scale or 282.8 tresvigintillion on the short scale.

2012, Walter Randelshofer, “Virtual Cubes”, in www.randelshofer.ch, archived from the original on 23 Feb 2012

Congratulations! You’ve just created a password that’s 1.34 tresvigintillion more times, or 1.34 trillion trillion trillion trillion trillion trillion times stronger than your chance of winning the lottery.

2012 September 21, Lori Randall Stradtman, “Creating super-safe passwords”, in Online Reputation Management For Dummies, Hoboken, N.J.: John Wiley & Sons, Inc., →ISBN, part I (Getting Started with Online Reputation Management), chapter 2 (Determining Your Online Reputation Management Approach)

In terms of security level, we test these algorithms using an online tool, which is the website “howsecureismypassword.Net”; this website shows how many years attackers need to hack the encrypted password [18]. […] [Plain text:] omarzug87! [Algorithm:] DES [Algorithm:] U2FsdGVkX18e9YPt/tWxfIkHSJwM5kP1Qjbbpk8jtfk= [Time To Hack:] It would take a desktop PC about A^([sic]) tresvigintillion years to crack this password / [Algorithm:] XS-DES [Cipher text:] U2FsdGVkX1+MTV3/DFb6z/Ynm9GVtfVtBnAD68Wxgvo= [Time To Hack:] It would take a desktop PC about “121” tresvigintillion years to crack this password

2013 September, Omar Zughoul, Hajar Mat Jani, “Proposing an Encryption Algorithm based on DES”, in International Journal of Science and Research (EBSCO Open Access Journals), volume 2, number 9, →ISSN, →OCLC, archived from the original on 15 Oct 2014, pages 324–325

[Name:] Shajhanion | [Value:] 10^(10^72) | [Description:] 1 followed by a Tresvigintillion^([sic]) of zeros

2025, Muhammad Nawaz Uddin, Project Namkaran: Complete Naming Framework for Hyperlarge Numbers, via Academia.edu, page 1