Sujet : Re: On Binary Digits
De : arnold (at) *nospam* skeeve.com (Aharon Robbins)
Groupes : comp.miscDate : 02. Apr 2025, 17:45:38
Autres entêtes
Organisation : Arnold Robbins
Message-ID : <67ed69b2$0$707$14726298@news.sunsite.dk>
References : 1 2 3
User-Agent : trn 4.0-test77 (Sep 1, 2010)
In article <
vsjp4s$29slh$1@dont-email.me>,
Ben Collver <
bencollver@tilde.pink> wrote:
On 2025-04-01, Richmond <dnomhcir@gmx.com> wrote:
Ben Collver <bencollver@tilde.pink> writes:
>
To cope with this problem some workers have devised their own
conventions of writing and pronouncing such numbers. A system in use
at the Bell Telephone Laboratories would set off the above figure in
groups of three digits:
>
11,110,101,000
>
and would then pronounce each group of three (or less) separately as
its decimal equivalent. The first binary group, 11, is the equivalent
of the decimal 3; the second, 110, of the decimal 6; the third, 101,
of the decimal 5. (000 is zero in any notation.) The above would then
be read, "Three, six, five, zero."
>
This is called Octal, is it not.
>
Yes this is called Octal. I only recall using octal in two places:
C escape sequences (\033) and Unix file mode bits (755), both
coincidentally from Bell.
Octal was used heavily on the PDP-11, if you used the assembler.
-- Aharon (Arnold) Robbins arnold AT skeeve DOT com