"Bach, JS: Mein Herze schwimmt im Blut, BWV 199: No. 3, Rezitativ. "Doch Gott muss mir genädig sein"" by Johann Sebastian Bach, Sabine Devieilhe, Raphael Pichon was released on November 5, 2021. With Bach, JS: Mein Herze schwimmt im Blut, BWV 199: No. 3, Rezitativ. "Doch Gott muss mir genädig sein" being less than two minutes long, at 1:12, 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 5 out of 24 in Bach & Handel by Sabine Devieilhe, Ensemble Pygmalion, Raphael Pichon. Going off of the ISRC code of this track, we detected that the origin of this track is from United Kingdom. In terms of popularity, Bach, JS: Mein Herze schwimmt im Blut, BWV 199: No. 3, Rezitativ. "Doch Gott muss mir genädig sein" is currently not that popular. In our opinion, the overall tone is not very danceable and projects negative sounds, such as being sad, depressed, or angry.
The tempo marking of Bach, JS: Mein Herze schwimmt im Blut, BWV 199: No. 3, Rezitativ. "Doch Gott muss mir genädig sein" by Johann Sebastian Bach, Sabine Devieilhe, Raphael Pichon is Andante (at a walking pace), since this song has a tempo of 101 BPM. With that information, we can conclude that the song has a slow tempo. The time signature for this track is 1/4.
This song is in the music key of D♭ Minor. This also means that this song has a camelot key of 12A. So, the perfect camelot match for 12A would be either 12A or 11B. While, a low energy boost can consist of either 12B or 1A. For moderate energy boost, you would use 9A and a high energy boost can either be 2A or 7A. However, if you are looking for a low energy drop, finding a song with a camelot key of 11A would be a great choice. Where 3A would give you a moderate drop, and 10A or 5A would be a high energy drop. Lastly, 3B allows you to change the mood.
Track | Artist | Key | Energy | Camelot | BPM | ||
---|---|---|---|---|---|---|---|
Concerto grosso No. 10 in F Major: I. Preludio | Giovanni Benedetto Platti, Akademie für Alte Musik Berlin, Georg Kallweit | G Major | 0 | 9B | 95 BPM | ||
Heilig ist Gott, Wq. 217: Heilig ist Gott, Wq. 217: 1. Ariette. Herr, wert, daß Scharen der Engel (A) | Carl Philipp Emanuel Bach, Wiebke Lehmkuhl, Akademie für Alte Musik Berlin, Hans-Christoph Rademann | F♯ Major | 1 | 2B | 79 BPM | ||
Hasse: Demofoonte, Sinfonia: III. Presto | Johann Adolf Hasse, Julien Chauvin, Le Concert de la Loge | D♭ Major | 3 | 3B | 159 BPM | ||
Concerto in C Major, H.117, Op. 7: I. Francese Presto | Francesco Geminiani, Café Zimmermann | B Major | 3 | 1B | 112 BPM | ||
Cantata No. 105, 'Herr, gehe nicht ins Gericht' BWV105: Chor: Herr, gehe nicht ins Gericht | Johann Sebastian Bach, Barbara Schlick/Gérard Lesne/Howard Crook/Peter Kooy/Chorus of Collegium Vocale, Ghent/Orchestra of Collegium Vocale, Ghent/Philippe Herreweghe, Philippe Herreweghe, Collegium Vocale Gent | F♯ Minor | 2 | 11A | 103 BPM | ||
The Fairy Queen / Act 5: Trio: "They shall be as happy" | Henry Purcell, Jennifer Smith, Eiddwen Harrhy, David Thomas, English Baroque Soloists, John Eliot Gardiner | C Minor | 1 | 5A | 138 BPM | ||
Concerto For 2 Keyboards In C Major, BWV 1061: III. Vivace | Cologne Chamber Orchestra, Christoph Anselm Noll, Gerald Hambitzer, Johann Sebastian Bach | A Minor | 3 | 8A | 98 BPM | ||
Maddalena ai piedi di Cristo: No. 15 Recitativo Marta, Maddalena "Germana, al ciel, deh, volgi" | Antonio Caldara, René Jacobs, Schola Cantorum Basiliensis, Chiara Banchini, Maria Cristina Kiehr | A♭ Major | 1 | 4B | 0 BPM | ||
Trio Sonata in A Minor, BuxWV 272 | Dietrich Buxtehude, Ensemble Masques, Sophie Gent, Mélissande Corriveau, Olivier Fortin | A Minor | 2 | 8A | 171 BPM | ||
Bach, JS: Herr, wie du willt, so schick's mit mir, BWV 73: No. 1, Chor. "Herr, wie du willt, so schick's mit mir" | Johann Sebastian Bach, Philippe Herreweghe, Barbara Schlick, Collegium Vocale Gent, Howard Crook, Peter Kooij, Orchestra of Collegium Vocale Gent | F♯ Major | 1 | 2B | 77 BPM |
Section: 0.7211732864379883
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