The ⚀trina·quadqua·lengthel, or ⚀turrial·length
John Kodegadulo
| Quantity | length |
|---|---|
| Formal name | ⚀trina·quadqua·lengthel ⚀trina·quadqua·widthel ⚀trina·quadqua·heightel |
| Formal abbr | ⚀t•q↑lgℓ ⚀t•q↑wdℓ ⚀t•q↑hgtℓ |
| Colloquial name | ⚀turrial·length ⚀turrial·width ⚀turrial·height ⚀rustical·length ⚀rustical·width ⚀rustical·height |
| Colloquial abbr | ⚀tur·lg |
| Derivation | ⚀velocitel × ⚀trina·quadqua·timel |
| Derivation abbr | ⚀veℓ × ⚀t•q↑tmℓ |
| TGM equiv | ≈ triqua·Grafut |
| TGM equiv abbr | ≈ t↑Gf |
| SI & USC equiv | = Ɛ76z|1674d foot |
| scaling | 01:04:+:04:3.0 |
The ⚀trina·quadqua·lengthel, or three ⚀stadial·lengths, is a close approximation of the TGM triqua·Grafut, the third positive power of the Grafut. This also makes it an approximation of a galore USC feet. (It is exactly 1674d feet USC.) This is on the order of the size of towering skyscraper. Consequently, Primel suggests colloquializing this as the ⚀turrial·length. It also happens to approximate a traditional Chinese distance unit called a lǐ, which is considered to be about the length of a rustic village, including its farmland (about half a kilometer). Consequently, Primel suggests an alternative colloquialization for this: ⚀rustical·length