Jean-Philippe Rameau, Jean-François Paillard, Orchestre Jean-François Paillard made "Rameau : Les Indes galantes : Act 1 "D'infortunés captifs vont partager nos peines" [Emilie] "Un de ces malheureux approche en soupirant" [Emilie, Valère]" available on 1974. The duration of Rameau : Les Indes galantes : Act 1 "D'infortunés captifs vont partager nos peines" [Emilie] "Un de ces malheureux approche en soupirant" [Emilie, Valère] is about two minutes long, specifically at 2:58. This song does not appear to have any foul language. Rameau : Les Indes galantes : Act 1 "D'infortunés captifs vont partager nos peines" [Emilie] "Un de ces malheureux approche en soupirant" [Emilie, Valère]'s duration is considered a little bit shorter than the average duration of a typical track. There are a total of 67 in the song's album "Rameau : Les Indes galantes". In this album, this song's track order is #16. Furthermore, we believe that the track originated from France. Rameau : Les Indes galantes : Act 1 "D'infortunés captifs vont partager nos peines" [Emilie] "Un de ces malheureux approche en soupirant" [Emilie, Valère] is unknown 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.
With Rameau : Les Indes galantes : Act 1 "D'infortunés captifs vont partager nos peines" [Emilie] "Un de ces malheureux approche en soupirant" [Emilie, Valère] by Jean-Philippe Rameau, Jean-François Paillard, Orchestre Jean-François Paillard having a BPM of 71 with a half-time of 36 BPM and a double-time of 142 BPM, we would consider this track to have a Adagio (slowly with great expression) tempo marking. Because of this, we believe that the song has an overall slow tempo. The time signature for this track is 4/4.
This song is in the music key of A Major. Or for those who are familiar with the camelot wheel, this song has a camelot key of 11B. So, the perfect camelot match for 11B would be either 11B or 12A. While, 12B can give you a low energy boost. For moderate energy boost, you would use 8B and a high energy boost can either be 1B or 6B. Though, if you want a low energy drop, you should looking for songs with either a camelot key of 11A or 10B will give you a low energy drop, 2B would be a moderate one, and 9B or 4B would be a high energy drop. Lastly, 8A allows you to change the mood.
Track | Artist | Key | Energy | Camelot | BPM | ||
---|---|---|---|---|---|---|---|
Violin Concerto in D Major: II. Adagio | Joseph Bologne Saint-Georges, Zefira Valova, Il Pomo D'oro | E Major | 0 | 12B | 71 BPM | ||
12 Romances, Op. 21: No. 7, How Fair This Spot (Arr. Sheku Kanneh-Mason for Cello and Piano) | Sergei Rachmaninoff, Sheku Kanneh-Mason, Isata Kanneh-Mason | A Major | 1 | 11B | 89 BPM | ||
Lieder ohne Worte (Songs without Words), Book 1, Op. 19b: Lied ohne Worte (Song without Words) No. 6 in G Minor, Op. 19, No. 6, "Venezianisches Gondellied" (Venetian Gondola Song) | Felix Mendelssohn, Péter Nagy | G Minor | 0 | 6A | 72 BPM | ||
Eia Mater: Andantino | Giovanni Battista Pergolesi, Rinaldo Alessandrini, Gemma Bertagnolli, Concerto Italiano, Sara Mingardo | E Minor | 0 | 9A | 0 BPM | ||
Cello Concerto No. 3 in A Major, Wq. 172: III. Allegro assai | Carl Philipp Emanuel Bach, Daniel Müller-Schott, L'Arte del mondo, Werner Ehrhardt | E Major | 2 | 12B | 107 BPM | ||
Cello Sonata in B-Flat Major, Op. 46: II. Andante sostenuto | Louise Farrenc, David Berlin, Benjamin Martin | E♭ Major | 0 | 5B | 116 BPM | ||
Pièces de viole, Livre 2 - Suite No. 3 in D Major: No. 63. Les Voix Humaines (Lentement) | Marin Marais, Philippe Pierlot | D♭ Major | 0 | 3B | 77 BPM | ||
Mahler: Symphony No. 5 in C-Sharp Minor: IV. Adagietto. Sehr langsam | Gustav Mahler, Daniel Barenboim, Chicago Symphony Orchestra | F Major | 1 | 7B | 82 BPM | ||
Oboe Quartet in F Major, K. 370: II. Adagio | Wolfgang Amadeus Mozart, Alexei Ogrintchouk, Boris Brovtsyn, Maxim Rysanov, Kristine Blaumane | D Minor | 0 | 7A | 84 BPM | ||
Mazurka in C Minor | Mikhail Glinka, Inga Fiolia | C Minor | 0 | 5A | 106 BPM |
Section: 0.6732852458953857
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