In einem kühlen Grunde
Friedrich Gluck, Martin Hoepfner, Martin Petzold
Verstohlen geht der Mond auf
3:02 March 11, 2009
BPM
85
Key
E Major
Camelot
12B

Embed

Share Link

In einem kühlen Grunde - Friedrich Gluck, Martin Hoepfner, Martin Petzold Information

Acousticness
97%
Danceability
39%
Energy
9%
Instrumentalness
0%
Liveness
14%
Loudness
67%
Speechiness
7%
Valence
18%
Popularity
Loudness
-19.641 dB

Summary

"In einem kühlen Grunde" by Friedrich Gluck, Martin Hoepfner, Martin Petzold was released on March 11, 2009. The duration of In einem kühlen Grunde is about 3 minutes long, at 3:02. Based on our data, "In einem kühlen Grunde" appears to be safe for all ages and is not considered explicit. This track is about the average length of a typical track. This song is part of Verstohlen geht der Mond auf by Martin Hoepfner, Martin Petzold. The song's track number on the album is #9 out of 18 tracks. In einem kühlen Grunde 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.

In einem kühlen Grunde BPM

Since In einem kühlen Grunde by Friedrich Gluck, Martin Hoepfner, Martin Petzold has a tempo of 85 beats per a minute, the tempo markings of this song would be Andante (at a walking pace). With In einem kühlen Grunde being at 85 BPM, the half-time would be 42 BPM with a double-time of 170 BPM.In addition, we consider the tempo speed to be pretty slow for this song. This makes this song perfect for activities such as, yoga or pilates. The time signature for this track is 4/4.

In einem kühlen Grunde Key

E Major is the music key of this track. Or for those who are familiar with the camelot wheel, this song has a camelot key of 12B. So, the perfect camelot match for 12B would be either 12B or 1A. While, 1B can give you a low energy boost. For moderate energy boost, you would use 9B and a high energy boost can either be 2B or 7B. Though, if you want a low energy drop, you should looking for songs with either a camelot key of 12A or 11B will give you a low energy drop, 3B would be a moderate one, and 10B or 5B would be a high energy drop. Lastly, 9A allows you to change the mood.

Recommendations

TrackArtistKeyEnergyCamelotBPM
Domine non secundum by Vincent Warnier - Ensemble Vocal Jean SourisseDomine non secundumVincent Warnier - Ensemble Vocal Jean SourisseB Major11B83 BPM
Abschied vom Walde, Op. 59/3 by Felix Mendelssohn, Thomas HengelbrockAbschied vom Walde, Op. 59/3Felix Mendelssohn, Thomas HengelbrockE♭ Major15B91 BPM
Bach: Toccata d-moll BWV 565 by Conrad ZwickyBach: Toccata d-moll BWV 565Conrad ZwickyD Minor17A105 BPM
Kónd ich ein gedícht volbríngen: VIII. Als der tag durchbricht díe nacht by Hugo von Montfort, Eberhard KummerKónd ich ein gedícht volbríngen: VIII. Als der tag durchbricht díe nachtHugo von Montfort, Eberhard KummerG Minor06A138 BPM
Des híemels vogt und hochster keiser: XX. Sín líp was víl ser zurstoßen by Hugo von Montfort, Eberhard KummerDes híemels vogt und hochster keiser: XX. Sín líp was víl ser zurstoßenHugo von Montfort, Eberhard KummerG Minor06A138 BPM
O Lamm Gottes by Kirchenchor WaldorfO Lamm GottesKirchenchor WaldorfE♭ Major15B80 BPM
Ach, wie ist's möglich dann (Treue Liebe) by Friedrich Wilhelm Kücken, ffortissibros, Benedikt KantertAch, wie ist's möglich dann (Treue Liebe)Friedrich Wilhelm Kücken, ffortissibros, Benedikt KantertD Major110B87 BPM
Wie Lieblich Sind Deine Wohnungen, Op. 35 by Josef Rheinberger, Kammerchor Stuttgart, Ensemble Stuttgart, Frieder BerniusWie Lieblich Sind Deine Wohnungen, Op. 35Josef Rheinberger, Kammerchor Stuttgart, Ensemble Stuttgart, Frieder BerniusB♭ Major06B73 BPM
Six Moravian Choruses: III. Forsaken by Leoš Janáček, Cappella Amsterdam, Daniel ReussSix Moravian Choruses: III. ForsakenLeoš Janáček, Cappella Amsterdam, Daniel ReussA♭ Major14B137 BPM
Es kompt ein Schiff geladen by Marcus Gerrariurius, StimmwerckEs kompt ein Schiff geladenMarcus Gerrariurius, StimmwerckF♯ Major32B90 BPM
ISRC
This song does not have an ISRC.
Label
L-M Records/RCA Records

Section: 0.6548950672149658

End: 0.6589884757995605