From: JohnT on

"Mxsmanic" <mxsmanic(a)gmail.com> wrote in message
news:aamod29pd2ktrkvne5cvrepbllrukus9av(a)4ax.com...
> The Reid writes:
>
>> so you are claiming the musicality of sound is dependant upon the
>> counting base we selected?
>
> No. Read what I wrote. I didn't say anything about base.
>

I know nothing about music. It is one of the few things which I have in
common with Mixi. However, David does seem to know something about the
subject and it is quite possible that he even has credentials.

JohnT


From: JohnT on

"Mxsmanic" <mxsmanic(a)gmail.com> wrote in message
news:cbmod2t7v2s4foe60hln5a7a7pn0jfqoc6(a)4ax.com...
> Dave Frightens Me writes:
>
>> What circumstances and territory?
>
> The circumstances of being intelligent in an unintelligent world.
>
>> Intelligent people live in the same world as anyone else.
>
> But they are smarter than other people are.

You are one of the other people.

JohnT


From: The Reid on
Following up to Mxsmanic

>> so you are claiming the musicality of sound is dependant upon the
>> counting base we selected?
>
>No. Read what I wrote. I didn't say anything about base.

But I did, I'm talking about the likelihood of integer values
depending on counting base, not the musicality of the notes.

For instance, when dividing, base 12 gives a lot more integer
results than base ten.
I don't see any relationship between the *base* and *scale*
dependant accident of integers and musicality.

Integers could be made to appear anywhere by manipulating the
scale intervals. they are a label, not the sound itself.

Well done though, this is a return to form for you.
--
Mike Reid
I will agree bendybuses are a good idea when they build bungalows on Mayfair
Walk-eat-photos UK "http://www.fellwalk.co.uk" <-- you can email us@ this site
Walk-eat-photos Spain "http://www.fell-walker.co.uk"
From: Mxsmanic on
The Reid writes:

> But I did, I'm talking about the likelihood of integer values
> depending on counting base, not the musicality of the notes.

Uh, the integers are the same no matter what base you count in.

> For instance, when dividing, base 12 gives a lot more integer
> results than base ten.

No, it does not. The set of integers is of the same size in every
base.

--
Transpose mxsmanic and gmail to reach me by e-mail.
From: barney2 on
In article <v8mod29jovghn6ns4jerg1n4g48funs1nb(a)4ax.com>,
mxsmanic(a)gmail.com (Mxsmanic) wrote:

> *From:* Mxsmanic <mxsmanic(a)gmail.com>
> *Date:* Fri, 11 Aug 2006 12:17:30 +0200
>
> Martin writes:
>
> > The pink oboe?
>
> I simply wanted to know if it was equal temperament (such as a piano)
> or not (such as a violin).

Now that you know, are you going to answer my enquiry as to why a major
triad with far-from-integer ratios among the frequencies is nevertheless,
in the West, broadly considered a 'pleasing' sound?