trequadragintillion

five trequinquagintillion, nine hundred fifty eight doquinquagintillion, nine hundred thirty five unquinquagintillion, nine hundred eighty quinquagintillion, three hundred sixty two novemquadragintillion, six hundred forty five octoquadragintillion, eight hundred twenty five septenquadragintillion, one hundred sixteen sexquadragintillion, one hundred five quinquadragintillion, nine hundred forty nine quattuorquadragintillion, forty seven trequadragintillion

1999 August 30, Clive Tooth, “Could anyone tell me how to say this number?”, in sci.math (Usenet), archived from the original on 30 Dec 2025

Exact global optimization of MAX-VFMC is theoretically possible via branchand-bound search. This inefficient algorithm can be used for very small problem instances, e.g., learning English letter-to-sound rules with no conditioning context, for which only a few trillion morphisms have to be explored (Jansche, 2003). However, exhaustive search becomes intractable for even slightly larger problems: for English letter-to-sound rules conditioned on one letter of context there are more than one trequadragintillion feasible solutions.

2004 March, Martin Jansche, “Learning Local Transductions Is Hard”, in Journal of Logic, Language and Information, volume 13, Dordrecht: Springer, →DOI, →ISSN, →OCLC, page 452

The long period required for fulfilling pāramitā to attain Buddhahood is mentioned as a set of numbers as multiples whose numerical products are also given. These are given in the table below […] [Factors:] koṭi (10⁷) x mahā kathānayeka (10¹²⁶) [Product:] = asaṃkhyayeka (ten trequadragintillion, 10¹³³)

2012, Chandana Jayawardana, “Ancient Mathematical Practices in Sri Lanka: A Survey based on the Pūjāvaliya”, in Journal of the Royal Asiatic Society of Sri Lanka, volume LVII, Colombo: Royal Asiatic Society of Sri Lanka, →ISSN, →OCLC, pages 55–56