Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona - Johann Sebastian Bach, Catrin Finch Information

Acousticness: 99%
Danceability: 26%
Energy: 30%
Instrumentalness: 92%
Liveness: 10%
Loudness: 73%
Speechiness: 3%
Valence: 41%
Popularity: 5%
Loudness: -16.203 dB

Summary

Johann Sebastian Bach, Catrin Finch made "Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona" available on August 31, 2020. With Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona being less than two minutes long, at 1:53, we are fairly confident that this song is not explicit and is safe for all ages. Based on the duration of this song, this song duration is much smaller than the average song duration. The song is number 45 out of 506 in Born in the 1600s: Bach by Johann Sebastian Bach. Based on our statistics, Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona's popularity is not that popular right now. Based on the vibe, this track doesn't seem to be that danceable, however its valence properties can make this some somewhat danceable.

Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona BPM

The tempo marking of Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona by Johann Sebastian Bach, Catrin Finch is Vivace (lively and fast), since this song has a tempo of 158 BPM. With that information, we can conclude that the song has a fast tempo. This song can go great with running. The time signature for this track is 3/4.

Aria mit 30 Veränderungen, BWV 988 "Goldberg Variations" - Arranged for Harp by Catrin Finch: Var. 27 Canone alla Nona 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
Lyric Pieces, Book 5, Op. 54: Nocturne	Edvard Grieg, Alessio Bax	C Major	0	8B	72 BPM
Oboe Concerto in D Minor, Op. 9, No. 2: I. Allegro e non presto	Tomaso Albinoni, Anthony Camden, London Virtuosi, John Georgiadis	D Minor	2	7A	145 BPM
Concerto In G Major TWV 40:201, For 4 Violins Without Basso Continuo: 1. Largo e staccato	Georg Philipp Telemann, Reinhard Goebel, Stephan Schardt, Julia Huber-Warzecha, Mary Utiger	F♯ Major	0	2B	110 BPM
Concerto Armonico No. 1 in G Major: Grave	Unico Wilhelm van Wassenaer, Aradia Ensemble, Kevin Mallon	F♯ Major	1	2B	63 BPM
Troisième livre de pièces de clavecin: 18ème ordre, Le tic-toc-choc ou les maillotins - Adapted by Marina Baranova	François Couperin, Marina Baranova	A♭ Major	0	4B	69 BPM
Partita No. 3 in A Minor, BWV 827: IV. Sarabande	Johann Sebastian Bach, Martin Helmchen	A♭ Minor	2	1A	145 BPM
Souvenir d'un lieu cher, Op. 42: 3. Mélodie	Pyotr Ilyich Tchaikovsky, Janine Jansen, Mahler Chamber Orchestra, Daniel Harding	E♭ Major	0	5B	99 BPM
Bach, JS: Concerto for Four Pianos in A Minor, BWV 1065: I. Allegro	Johann Sebastian Bach, Jean-Pierre Wallez, Bruno Rigutto, Gabriel Tacchino, Jean-Philippe Collard, Michel Béroff, Orchestre de chambre de Paris	B Minor	1	10A	66 BPM
Concerto for 2 Oboes in F Major, Op. 9, No. 3: II. Adagio (non troppo)	Tomaso Albinoni, Anthony Camden, London Virtuosi, John Georgiadis	D Minor	1	7A	61 BPM
Sonata in G Major, KK. 455	Domenico Scarlatti, Yuja Wang	G Major	1	9B	139 BPM

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

Section: 0.6389205455780029

End: 0.6427881717681885