Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta - Johann Sebastian Bach, Catrin Finch Information

Acousticness: 99%
Danceability: 40%
Energy: 27%
Instrumentalness: 95%
Liveness: 11%
Loudness: 68%
Speechiness: 4%
Valence: 57%
Popularity: 0%
Loudness: -19.32 dB

Summary

Johann Sebastian Bach, Catrin Finch made "Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta" available on October 12, 2021. The duration of Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta is about two minutes long, specifically at 2:10. This song does not appear to have any foul language. Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta's duration is considered a little bit shorter than the average duration of a typical track. The song is number 374 out of 450 in Classics for Autumn: Bach by Johann Sebastian Bach, Various Artists. Based on our statistics, Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta's popularity is unknown right now. Since there is more of a neutral sound being played, this makes the track somewhat danceable.

Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta BPM

The tempo marking of Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta by Johann Sebastian Bach, Catrin Finch is Allegro (fast, quick, and bright), since this song has a tempo of 138 BPM. With that information, we can conclude that the song has a fast tempo. This song can go great with walking. The time signature for this track is 4/4.

Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 12 Canone alla Quarta Key

This song is in the music key of E Minor. Because this track belongs in the E Minor key, the camelot key is 9A. So, the perfect camelot match for 9A would be either 9A or 8B. While, a low energy boost can consist of either 9B or 10A. For moderate energy boost, you would use 6A and a high energy boost can either be 11A or 4A. However, if you are looking for a low energy drop, finding a song with a camelot key of 8A would be a great choice. Where 12A would give you a moderate drop, and 7A or 2A would be a high energy drop. Lastly, 12B allows you to change the mood.

Recommendations

Track	Artist	Key	Energy	Camelot	BPM
Du bist die Ruh, Op. 59/3, D. 776	Franz Schubert, Mischa Maisky, Daria Hovora	E♭ Major	0	5B	67 BPM
Nocturne No. 2 in C Minor	John Field, Benjamin Frith	C Minor	0	5A	67 BPM
Violin Concerto in E Major, BWV 1042: I. Allegro	Arthur Grumiaux, Zurich Chamber Orchestra, Johann Sebastian Bach, Edmond De Stoutz	E Major	2	12B	183 BPM
Water Music, Suite No. 2, HWV 349: Water Music, Suite No. 2, HWV 349: XII. [Alla Hornpipe]	George Frideric Handel, Akademie für Alte Musik Berlin	D♭ Major	2	3B	132 BPM
Bach, JS: Concerto for Three Pianos in D Minor, BWV 1063: I. —	Johann Sebastian Bach, Jean-Pierre Wallez, Bruno Rigutto, Jean-Philippe Collard, Michel Béroff, Orchestre de chambre de Paris	C Major	2	8B	83 BPM
The Well-Tempered Clavier, Book 1, BWV 846-869: Prelude No. 1 in C major, BWV 846	Luc Beauséjour	B Major	3	1B	78 BPM
Vivaldi: Concerto for Two Trumpets in C Major, RV 537: II. Largo	Antonio Vivaldi, Sir Neville Marriner, Bernard Soustrot, Maurice André, Academy of St. Martin in the Fields	C Major	0	8B	99 BPM
Oboe Concerto in C Major, Op. 9, No. 5: I. Allegro	Tomaso Albinoni, Anthony Camden, London Virtuosi, John Georgiadis	C Major	3	8B	108 BPM
Sinfonia in E major, RV 132: III. Allegro	Karoly Botvay	E Major	1	12B	187 BPM
Concerto No. 4 in G major, BWV 1049: I. Allegro	Johann Sebastian Bach, Freiburger Barockorchester	F Major	2	7B	99 BPM

ISRC: This song does not have an ISRC.
Label: L-M Records/RCA Records

Section: 0.6253633499145508

End: 0.6372413635253906