From: Harald Hammarström
Message: 34385
Date: 2004-09-30
> >There are (or were) attested true base-6 systems in Frederik-Hendrik islandNo, no, not body-tally systems (which are usually weakly integrated into
> >outside Papua New Guinea. But it is 6, 2x6, 3x6 etc (see source below).
>
> I see, could you possibly cite the source - just a brief excerpt or example,
> please?
>
> Something like this - in a Trans-New Guinean language (Indo-Pacific
> macrophylum?) called Aghu (="person", aghu-bigi = "person-bon" = "20"), the
> numeral 6, 12 & 18 are as follows:
>
> (bidikimu/bidikuma = "one hand", bifidikimu/a "the one hand")
> "6" bidikuma-fasike "hand + one"
> "12" kito wodo womu "the toe next to the middle toe"
> "18" afi-kito efe womu "the other toe in the middle"
>
> or like this:
>
> Telefol (Trans-New Guinean phylum of the Indo-Pacific macrophylum):
>
> "6" bukubkal "fist of the left hand"
> "12" tulunkal "left ear"
> ...
>
> Kombai; Korowai; Wambon (three languages of the same phylum)
>
> "1" raga; senan; sanop "little finger"
> ...
> "6" go; gédu; kumuk "wrist"
> "12" khabiya (head); khotokhal (ear); silutop (ear)
> ...
> >There is other evidence of base-6 in Guinea (in Africa) as well as inYes. But no base 6.
> >some North American Indian lgs but it's not so systematic nor
> >well-attested (ask for sources).
> >
>
> Well, maybe. I am aware of the first decade in Yuma (Hoka family), but it is
> based on multiplication in general (thus not on 6's), e.g.:
>
> "2" xavik < *xwak
> "3" xamók < *xmuk
> "6" xuumxuuk = 2x3
> "9" xamxamok = 3x3
> or Chumash of Santa Barbara:Yes. But no base 6.
>
> "2" ickomo
> "3" masex
> "4" ckumu = "2x2" or "2^2"
> "8" ckomo (Chumash of San Luis Obispo) = "2x2x2" or "2^3"
> "12" masex-eskumu = "3x4"
> or Nama of the Khoi-San macrophylum (paired numerals):Yes. But no base 6.
>
> "3" !nona
> "6" !nani
> These were just formal, typological examples I would like you to present, ifDoesn't this exhaust all the logical possibilities? (Except perhaps numerals
> possible.
>
> To sum it up, I have encountered following systems of (creating) numerals:
>
> Two basic types:
> A: Direct (transparent) semantic motivation (most often body parts,
> sometimes pronominal, verbal or dif. origin)
> B: Transparent application of arithmetic operations (sum, substraction,
> multiplication, etc.)
> C: Combination of A & B, often analysable only when using etymological
> approach
> And, just as any part of lexicon, sometimes, numerals were and are borrowed,
> of course.