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* Numbers after that are formed by adding the smaller after the larger: 'kramwaotkram' = 'twenty-one'. | * Numbers after that are formed by adding the smaller after the larger: 'kramwaotkram' = 'twenty-one'. | ||
* Most full sixes are formed by adding the multiplier before the six: 'aktawaot' = (four times six) 'twenty-four' | * Most full sixes are formed by adding the multiplier before the six: 'aktawaot' = (four times six) 'twenty-four' | ||
* Special numbers: 'sawek' = 'thirty | * Special numbers: 'sawek' = 'thirty', 'noswek' = 'sixty', 'wahok' = '120', 'nehok' = '240' and 'krahok' = '360'. | ||
* Important numbers of position: 'waot' = 'six', 'wawat' = 'thirty-six' (six squared), 'wakrim' = '216' (six cubed), 'wawinoh' = '1296' (thirty-six squared), 'wakirik' = '7776' (six to the power of five) and 'wawikram' = '46656' (thirty-six cubed) (last of which are rare). Each number position tells how many times the different powers of six are included (similarly to our decimal system of base ten). | |||
Example: ''''244'''<sub>6</sub>' is 'nohwawat.aktawaot.akta' = 'one hundred' or ''''100'''<sub>10</sub>' | Example: ''''244'''<sub>6</sub>' is 'nohwawat.aktawaot.akta' = 'one hundred' or ''''100'''<sub>10</sub>' (2*36+4*6+6=100) | ||
'''Ordinal numbers''': '1st' = 'wahhi', '2nd' = 'nohhi', '3rd' = 'kramet', '4th' = 'aktaet'... (continues by adding '-et' suffix) | '''Ordinal numbers''': '1st' = 'wahhi', '2nd' = 'nohhi', '3rd' = 'kramet', '4th' = 'aktaet'... (continues by adding '-et' suffix) |
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