I'm working with just intonation and wonder if PD is able to digest "cent", the logarithmical conversion of frequencies mesured in "Hz"?
I'm used to it and for many applications the only sensible thing.

Most important for me is to have a high resolution for pitches. The higher the better. It can't be high enough...

What is the limit of precision in PD?

Thank you very much for your answers in advance. 2357matrix

Pd has oscillator frequency resolution of 32 bit floats, but I think they're truncated to 8 places or something. Good enough for microtonal tuning.

Midi notes in Pd are fractional, but not in cents, so you need to convert the fractional part to cents.
Karlhienz Essl wrote a [note2cents] abstraction, I think it lives in the "harmony" collection.

Here it is anyway....

[inlet note]
|
[ t a a]
| |
[int]

• | [+ 0.5]
  | [int]
  | [% 100]
  | |
  [outlet note] [outlet cents]

Obiwannabe! Thank you. When you cut 32bit floats to 8 places... what is left as resolution???
Where can I find the abstraction of Karlheinz Essl. I don't know the "harmony collection".

2357M: http://footils.org/cms/show/56