"Languet anima mea BWV deest 1006: III. Recitativo: Amoris tui iaculo" by Francesco Bartolomeo Conti, Johann Sebastian Bach, Bach Collegium Japan, Masaaki Suzuki, Hana Blaziková was released on April 26, 2024. With Languet anima mea BWV deest 1006: III. Recitativo: Amoris tui iaculo being less than a minute long, we are pretty confident that this song does not contain any foul language. That being said, this song is pretty short compared to other songs. The track order of this song in Johann Sebastian Bach, Masaaki Suzuki, Bach Collegium Japan's "J.S. Bach - The Vocal Works" album is number 3 out of 42. On top of that, Sweden appears to be the country where this track was created. Languet anima mea BWV deest 1006: III. Recitativo: Amoris tui iaculo is unknown right now. 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 Languet anima mea BWV deest 1006: III. Recitativo: Amoris tui iaculo by Francesco Bartolomeo Conti, Johann Sebastian Bach, Bach Collegium Japan, Masaaki Suzuki, Hana Blaziková to be Adagio (slowly with great expression) because the track has a tempo of 74 BPM, a half-time of 37BPM, and a double-time of 148 BPM. Based on that, the speed of the song's tempo is slow. The time signature for this track is 4/4.
E♭ Minor is the music key of this track. Because this track belongs in the E♭ Minor key, the camelot key is 2A. So, the perfect camelot match for 2A would be either 2A or 1B. While, a low energy boost can consist of either 2B or 3A. For moderate energy boost, you would use 11A and a high energy boost can either be 4A or 9A. However, if you are looking for a low energy drop, finding a song with a camelot key of 1A would be a great choice. Where 5A would give you a moderate drop, and 12A or 7A would be a high energy drop. Lastly, 5B allows you to change the mood.
Track | Artist | Key | Energy | Camelot | BPM | ||
---|---|---|---|---|---|---|---|
St. John Passion, BWV 245: No. 2, Jesus ging mit seinen Jüngern (Remastered 2024) - Live | Johann Sebastian Bach, Pablo Casals, The Prades Festival Orchestra, Hugues Cuénod, Doda Conrad | D Major | 3 | 10B | 114 BPM | ||
Missa Paschalis, ZWV 7: Dona nobis pacem | Jan Dismas Zelenka, Inégal Ensemble, Adam Viktora, Gabriela Eibenová, Marian Krejcik, Terry Wey, Cyril Auvity | A♭ Major | 1 | 4B | 173 BPM | ||
Ich weiss, dass mein Erloser leb, TWV 1:873: Dictum | Georg Philipp Telemann, Stefanie Wüst, Angela Froemer, Georg Poplutz, Jens Hamann, Siegen Collegium Vocale, Hannoversche Hofkapelle, Ulrich Stötzel | B Major | 1 | 1B | 115 BPM | ||
Exaudiat te Dominus, LWV 77 No. 15: VII. Domine, salvum fac regem | Jean-Baptiste Lully, Stephane Fuget, Les Épopées, Les Pages & Les Chantres du Centre de Musique Baroque de Versailles | B♭ Major | 6 | 6B | 94 BPM | ||
Membra Jesu nostri, BuxWV 75: VIIc. Ad faciem: Dum me mori est necesse | Dietrich Buxtehude, Roberto Balconi, Daniele Carnovich, Mario Cecchetti, Roberta Invernizzi, Caterina Trogu, Radio Svizzera Choir, Lugano, Sonatori de la Gioiosa Marca, Accademia Instrumentale Italiana, Diego Fasolis | F♯ Minor | 2 | 11A | 100 BPM | ||
Missa Sancti Pauli: No. 18, Crucifixus | Francesco Bartolomeo Conti, Adriána Kalafszky, Peter Bárány, Zoltán Megyesi, Thomas Dolie, Purcell Choir, Orfeo Orchestra, Gyorgy Vashegyi | D Major | 1 | 10B | 94 BPM | ||
Motetto de S. Joanne Baptista: III. Coro. Alleluia | František Tůma, Andreas Scholl, Czech Ensemble Baroque, Roman Válek | B Major | 2 | 1B | 83 BPM | ||
Te Deum "de Lyon": VIII. Tu ad liberandum suscepturus hominem | Henri Desmarets, Ensemble les Surprises, Louis-Noël Bestion de Camboulas, Jehanne Amzal | B♭ Major | 4 | 6B | 106 BPM | ||
Fairy Queen, Z. 629: One charming night - Arr. for Voice & Piano | Henry Purcell, Théophile Alexandre, Guillaume Vincent | E♭ Minor | 1 | 2A | 133 BPM | ||
Petite messe solennelle: X. Gloria. Cum Sancto Spiritu | Gioachino Rossini, Giulio Prandi, Coro Ghislieri, Francesco Corti, Cristiano Gaudio, Deniel Perer | E Minor | 0 | 9A | 68 BPM |
Section: 0.5932445526123047
End: 0.5975461006164551