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Re: [Fwd: dozenal and hexadecimal digits]

From:Raymond Brown <ray.brown@...>
Date:Saturday, May 13, 2000, 15:09
At 6:12 pm -0400 12/5/00, John Cowan wrote:
>Raymond Brown scripsit: > >> Ach! vingt means "twenty", not "thirty two" & trente is "thirty" not >> "forty eight" etc. > >In H.G. Wells's novel _The Sleeper Awakes_ the late 21st century has >switched to the duodecimal system. No mention is made AFAIK of the >digit shapes for ten and eleven, but we have some words: > >dozen = 12, twaindy = 2*12, sixdoz = 6*12, sevendy = 7*12 >gross = 12*12, dozand = 12*12*12, myriad = 12*12*12*12
In my late teens & early twenties I was quite keen on the duodecimal system (I still think it's superior to the decimal one, but accept that the decimal system is pretty much entrenched world-wide & there are far more important things to be concerned about in this world then number systems). I used the symbols X and H for 'ten' & 'eleven' respectively (the first from the Roman system & the second obviously derived from 11 :) And IIRC I shortened (or considered shortening) 'eleven' to 'leven'. As for the names: DECIMAL DUODECIMAL DUODECIMAL SYMBOL NAME 12 10 dozen 13 11 dozen one 14 12 dozen two . . .... 22 1X dozen ten 23 1H dozen eleven (or 'dozen leven') 24 20 tewndoz 25 21 twendoz one . . .... 36 30 thirdoz 48 40 fordoz (fourdoz ?) 60 50 fifdoz (or 'fivedoz' /'fIvd@z/ :) 72 60 sixdoz 84 70 sevendoz 96 80 eightdoz 108 90 ninedoz 120 X0 tendoz 132 H0 elevendoz (levendoz) 144 100 a gross 145 101 a gross and one (cf. Brit: a hundred & one) . . ... 288 200 two gross 298 20X two gross and ten etc etc etc. I never coined words for 12^3 (a dozen gross), but Wells' "dozand" _looks_ attractive; however, would it _sound_ different enough from 'dozen"? I think not. And 'myriad' is IMO no good for 12^4. But now, of course, it's hexadecimal [took me a time to get used to misformed Graeco-Latin compound!] numbers that figure rather more largely in my life :) But I've not applied to my to devising an 'English hexadecimal' terminology. My admiration goes to the peoples Sumeria & Babylonia with their sexagesimal system. Ray. ========================================= A mind which thinks at its own expense will always interfere with language. [J.G. Hamann 1760] =========================================