So how would they pr> The other cool thing about that number is that it is of
> course the lowest (generally-dialable) phone number in
> the entire world!
R> In the telephony world 0 is a ten not a null, so
wouldn't that be a pretty high number?
PAT wrote:
I th> True for North American phone systems.
> There are other, incompatible, phone systems that use different
> encodings. One uses two through eleven pulses for the digits, with
> 'n+1' pulses for 1-9, and eleven pulses for '0'. This greatly
> reduced false-digit detection from the equivalent of a 'switch-hook > flash'.
You may be thinking of Sweden.
Assuming, of course, that "false-digit detection" is actually a problem. I always thought it was, but our friend Wes Leatherock thinks otherwise. Wes?
PAT continued:
Exactly how it [digit zero] is translated if being 'tone dialed' is
> not known to me. Is it still considered a 'ten'. In that case, are
> the '*' and '#' keys considered eleven and twelve when dialed? PAT]
Tone dialing is accomplished by transmission of two audio tones within the 300-3000 Hz voice bandwidth; hence the terminology "dual-tone multi-frequency" (DTMF) signaling. Each digit (including *, #, A, B, C, and D) is encoded by a different combination of a set of eight audio tones. Digit zero is encoded as 941 Hz + 1336 Hz.
0000, 0x00, "zero", "oh", "null", "nought", "goose egg", "zilch",...
In the telephony world, zero can be encoded as one pulse, ten pulses, eleven pulses, 941+1336 Hz, or whatever. But for the purposes of assigning human-readable telephone numbers, a zero is a zero is a zero.
Therefore, I agree with Goudreau: 201-200-0000 is the lowest (numerically) in the NANP.
And I suppose that:
- If you're counting dial pulses, the lowest would be 212-221-1111 (except that it might be tied with 212-212-1111 if the Illinois Commerce Commission were assigning NNXs in New York).
- The highest (numerically) would be 989-999-9999, in an unassigned NPA-NNX in Michigan.
- The highest (counting dial pulses) would be 909-900-0000, an unassigned number in the Fantana, California rate center.
Neal McLain