File:Tritave on C.mid

Summary

Description
English: *Tritave (compound just perfect fifth) on C = G'. 3:1 = 1901.96 cents.
Date 14 December 2009 (original upload date)
Source Own work
Author Created by Hyacinth (talk) in Sibelius with midi pitch bend on 65 for 1903.125 rather than 1901.96. New version created in Sibelius. An octave and P5 with midi pitch bend on 80,64 for 1901.953125 rather than 1901.96.
Other versions File:Tritave.ogg

Licensing

Public domain This media depicts a musical interval outside of a specific musical context. Intervals consist of an ordering of two pitches or pitch classes (no "distinctiveness"), may be used in compositions by multiple composers ("common material"), and may not be readily apparent as distinct in compositions. As such, a musical interval is a musical concept or technique, which is considered too simple to be eligible for copyright protection, or which consists only of technique, with no original creative input.
This media depicts a musical concept or technique, which is considered too simple to be eligible for copyright protection, or which consists only of technique, with no original creative input.
Category:PD ineligible music#Tritave%20on%20C.midCategory:PD ineligible musical intervals#Tritave%20on%20C.mid

Original upload log

The original description page was here. All following user names refer to en.wikipedia.
  • 2009-12-14 18:30 Hyacinth 0×0× (146 bytes) Created in Sibelius with midi pitch bend on 65 for 1903.125 rather than 1901.96. New version created in Sibelius. An octave and P5 with midi pitch bend on 80,64 for 1901.953125 rather than 1901.96. {{GFDL|migration=relicense}} [[Category:Music midis]]
Category:Bohlen-Pierce scale Category:Compound intervals Category:MIDI files containing pitch bend data Category:Perfect fifths Category:A12
Category:A12 Category:Bohlen-Pierce scale Category:Compound intervals Category:MIDI files containing pitch bend data Category:PD ineligible music Category:PD ineligible musical intervals Category:Perfect fifths Category:Pythagorean tuning and intervals