File:Minor sixth on C.mid

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Minor_sixth_on_C.mid(文件大小:151字节,MIME类型:audio/midi

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摘要

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描述
English: *Minor sixth on C = A (G Easley Blackwood's notation).
  • Equal-tempered: 28/12=10/15=6/9=48/72:1 = 800 cents.
  • MIDI pitch bend: 0,64
MIDI.
日期 2008年7月27日 (原始上传日期)
来源 自己的作品 (原始说明文字: "
Hyacinth (talk)- Created in Sibelius.
")
作者 英语维基百科Hyacinth
其他版本 File:Minor sixth on C.png, File:Augmented fifth on C.png

许可协议

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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.

原始上传日志

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Transferred from en.wikipedia to Commons by Magnus Manske using CommonsHelper.

The original description page was here. All following user names refer to en.wikipedia.
  • 2008-07-27 06:40 Hyacinth 0×0× (108 bytes) Created in Sibelius. {{GFDL}}

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当前2012年2月13日 (一) 02:040.0秒(151字节)Hyacinth留言 | 贡献== {{int:filedesc}} == {{Information |Description={{en|Minor sixth on C - As MIDI}} |Source={{own}} ({{original caption|1=Hyacinth (talk)- Created in Sibelius.|nobold=1}})<br/> Transferred from [http://en.w
2011年2月19日 (六) 16:550.0秒(108字节)File Upload Bot (Magnus Manske)留言 | 贡献 {{BotMoveToCommons|en.wikipedia|year={{subst:CURRENTYEAR}}|month={{subst:CURRENTMONTHNAME}}|day={{subst:CURRENTDAY}}}} {{Information |Description={{en|Minor sixth on C - As MIDI<br/> en:Category:Music midis}} |Source=Transferred from [http://en.wik

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格式 比特率 下载 状态 编码时间
MP3 0 bps 已完成于2019年6月28日 (五) 03:17 2.0秒
Ogg Vorbis 0 bps 已完成于2019年6月28日 (五) 03:17 1.0秒

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