Verituner spinner movement

[Farrell]

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Would it not be only the partials that are addressed in the "style" =
data? Let's say in a case where you wanted a clean (beatless) 4:2 octave =
and you specified no other partial relationships, the spinner presumably =
would stop when this condition was met. Now maybe if further up the =
scale you had specified a 2:1 octave, then of course I should think that =
the spinner was based on a compromise between these two relationships. =
But we are only talking about two different partials for targeting the =
pitch of this one note. I would think that the VT, for that note, would =
only be considering the two partials. Of course, in better "styles", =
such as the wonderful one I have been using that was authored by you =
(THANKS!!!!!), there are at least six or eight partials that the "style" =
forces the VT to consider and make a compromise among those to determine =
the target pitch for that note.

So I guess that's my question. Isn't it the "style" thingee that =
dictates which partials are incorporated to calculating target pitch?

Terry Farrell

----- Original Message -----=20
From: "Ron Koval" <drwoodwind@hotmail.com>
To: <pianotech@ptg.org>
Sent: Wednesday, October 15, 2003 9:15 AM
Subject: Verituner spinner movement


> Terry Farrell asked:
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> Is it the more prominent partials that drive the spinner or is that =
=3D
> controlled by data in the "style" coding? Seems to me the style data =
=3D
> would dictate spinner motion (which may include data from up to 8 or =
=3D
> however many partials).
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> Hey Terry,
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> My understanding is that it is a blending of the usable partials based =
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> the strength of each heard.  This from the user guide:
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> "The Verituner does not set a single partial and offset.  The spinner =
reacts=20
> dynamically to the combined targets of multiple partials of the note =
you are=20
> tuning.  The relative strength and weakness of the partials also =
influence=20
> the mothion of the spinner.  These and other variables are used by the =

> Verituner's proprietary algorithm to determine the 0 point at which =
the=20
> spinner stops."
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> In fine tune mode, there is an indication that represents the strength =
and=20
> sustain of each of the partials.
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> Help any?
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> Ron Koval
> Chicagoland
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