Pepper Adams “You’d Be So Nice to Come Home to”¶
Discographic Information¶
Instrument |
bs |
Total Duration |
43.3 s |
Position in Track |
02:08-02:52 |
Album Title |
Chet |
Label |
Riverside Records (OJCD-087-2) |
Recording Date |
1958-12-30 |
Line Up |
Chet Baker (tp); Herbie Mann (fl); Pepper Adams (bs); Bill Evans (p); Paul Chambers (b); Connie Kay (dr) |
Style |
HARDBOP |
Key |
C-maj |
Signature |
4/4 |
Groove/Feel |
SWING |
Tonality Class |
FUNCTIONAL |
MusicBrainz ID |
|
More Info |
Piano Roll¶
MIDI¶
Statistics¶
Features¶
Number of Notes |
140 |
|
Number of Bars |
16 bars |
|
Number of Choruses |
1 |
|
Mean Tempo |
88.6 (MEDIUM SLOW) |
|
Event Density |
3.23 Notes/s |
|
Metrical Event Density |
8.75 Notes/bar |
|
Median Swing Ratio |
1.81:1 |
Ratio of longer to shorter eighth of beats with binary subdivision. |
Metrical Centroid |
3+ |
Mean concentration of events in the bar, rounded and normalized to 4/4. |
Syncopicity |
29.3 % |
Share of syncopated notes. |
Ambitus |
45-66 (21) |
Min/max and range of MIDI pitches. |
Extrema ratio |
44.3 % |
Share of notes with direction reversal (i.e, minima and maxima of pitch contour). |
Extended Chordal Diatonic Pitch Class Histogram¶
Extended Chordal Diatonic Pitch Class is calculated in reference to the underlying chord.
Pitch Class Histogram¶
MIDI Pitch Histogram¶
Semitone Interval Histogram¶
Refined Contour Histogram¶
Also known as “fuzzy intervals” or interval classification. See here for definition of classes
Metrical Circle Map (N=48) Histogram¶
Metrical circle maps divides the bar duration into equal sized bins (48 in this case) and maps metrical positions to the corresponding bin. (Labels normalized to 4/4 measure).
