"Ode for St. Cecilia's Day, HWV 76: Air: What passion cannot Music raise" by George Frideric Handel, Dorothee Mields, Mark Wilde, Alsfelder Vocal Ensemble, Concerto Polacco, Wolfgang Helbich was released on March 9, 2004. Since Ode for St. Cecilia's Day, HWV 76: Air: What passion cannot Music raise is still less than 10 minute long, it is still considered a pretty long duration song compared to the average song length. This song does not appear to be explicit due to the lack of the "E" tag. The track order of this song in George Frideric Handel's "Handel: Ode for St. Cecilia's Day" album is number 5 out of 13. On top of that, Hong Kong appears to be the country where this track was created. In terms of popularity, Ode for St. Cecilia's Day, HWV 76: Air: What passion cannot Music raise is currently below average in popularity. In our opinion, the overall tone is not very danceable and projects negative sounds, such as being sad, depressed, or angry.
We consider the tempo marking of Ode for St. Cecilia's Day, HWV 76: Air: What passion cannot Music raise by George Frideric Handel, Dorothee Mields, Mark Wilde, Alsfelder Vocal Ensemble, Concerto Polacco, Wolfgang Helbich to be Andante (at a walking pace) because the track has a tempo of 96 BPM, a half-time of 48BPM, and a double-time of 192 BPM. Based on that, the speed of the song's tempo is slow. The time signature for this track is 4/4.
This song is in the music key of A♭ Minor. Because this track belongs in the A♭ Minor key, the camelot key is 1A. So, the perfect camelot match for 1A would be either 1A or 12B. While, a low energy boost can consist of either 1B or 2A. For moderate energy boost, you would use 10A and a high energy boost can either be 3A or 8A. However, if you are looking for a low energy drop, finding a song with a camelot key of 12A would be a great choice. Where 4A would give you a moderate drop, and 11A or 6A would be a high energy drop. Lastly, 4B allows you to change the mood.
Track | Artist | Key | Energy | Camelot | BPM | ||
---|---|---|---|---|---|---|---|
Les Boréades, RCT 31, Acte IV, Scène IV: Entrée pour les Muses, les Zéphyres, les Saisons, les Heures et les Arts | Jean-Philippe Rameau, Teodor Currentzis | D♭ Major | 1 | 3B | 130 BPM | ||
Mass No. 7 in B-Flat Major, Hob. XXII:7, "Missa brevis Sancti Joannis de Deo", "Kleine Orgelsolomesse" (Little Organ Mass): Kyrie | Joseph Haydn, Ann Hoyt, Trinity Church Choir, New York, Dongsok Shin, Rebel Baroque Orchestra, Owen Burdick | B♭ Major | 2 | 6B | 99 BPM | ||
Concerto Grosso in D Major, Op. 6 No. 4: II. Allegro | Arcangelo Corelli, Jordi Savall, Le Concert Des Nations | D♭ Major | 3 | 3B | 133 BPM | ||
Israel in Egypt, HWV 54, Pt 2. "Exodus": II. And the children of Israel sighed (Solo & Chorus) | George Frideric Handel, Apollo's Fire, Jeannette Sorrell, Apollo's Singers, Daniel Moody | B Minor | 2 | 10A | 89 BPM | ||
Matthäus-Passion, BWV 244, Erster Teil: 4. (Evangelist und Chorus) "Da versammleten sich die Hohenpriester", usw. | Johann Sebastian Bach, Collegium Vocale Gent, Franz-Joseph Selig, Philippe Herreweghe, Ian Bostridge | D♭ Minor | 1 | 12A | 96 BPM | ||
Bach, J.S.: Brandenburg Concerto No. 2 in F Major, BWV 1047: III. Allegro assai | Johann Sebastian Bach, Mark Bennett, Rachel Beckett, Paul Goodwin, Monica Huggett, Orchestra of the Age of Enlightenment | E Major | 3 | 12B | 109 BPM | ||
Romances on Poems by A.Blok, Op. 127: I. Ophelia's Song | Dmitri Shostakovich, G.A.P. Ensemble, Dorothee Mields, Luca Quintavalle, Emilio Percan, Oriol Aymat Fusté | A♭ Major | 0 | 4B | 82 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 | ||
Concerto in C Minor: I. Introduzione - Larghetto | Domenico Cimarosa, John Anderson, Simon Wright, Philharmonia Orchestra | C Minor | 1 | 5A | 126 BPM | ||
Kleine geistliche Konzerte I, Op. 8: 1. Eile mich, Gott, zu erretten, SWV 282 | Heinrich Schütz, Dorothee Mields, Frauke Hess, Ludger Rémy, Dresdner Kammerchor, Hans-Christoph Rademann | D♭ Major | 2 | 3B | 108 BPM |
Section: 0.7048478126525879
End: 0.709385871887207