- BPM
- 137
- Key
- D Major
- Camelot
- 10B
Teil 6 - Folge 15: Episode 2 - Guildensterns Club - Die Letzten Helden, David Holy, Wanja Gerick, Luisa Wietzorek, Gerrit Schmidt-Foß, Ingo Albrecht, Tanya Kahana, Sascha Draeger, Dominik Auer Information
- Acousticness
- 46%
- Danceability
- 57%
- Energy
- 71%
- Instrumentalness
- 0%
- Liveness
- 62%
- Loudness
- 80%
- Speechiness
- 66%
- Valence
- 33%
- Popularity
- 7%
- Loudness
- -11.778 dB
Summary
Die Letzten Helden, David Holy, Wanja Gerick, Luisa Wietzorek, Gerrit Schmidt-Foß, Ingo Albrecht, Tanya Kahana, Sascha Draeger, Dominik Auer's 'Teil 6 - Folge 15: Episode 2 - Guildensterns Club' came out on April 21, 2023. The duration of Teil 6 - Folge 15: Episode 2 - Guildensterns Club is about 3 minutes long, at 3:23. Based on our data, "Teil 6 - Folge 15: Episode 2 - Guildensterns Club" appears to be safe for all ages and is not considered explicit. This track is about the average length of a typical track. The song is number 6 out of 26 in Folge 15: Episode 2 - Guildensterns Club by Die Letzten Helden. Going off of the ISRC code of this track, we detected that the origin of this track is from Germany. Based on our statistics, Teil 6 - Folge 15: Episode 2 - Guildensterns Club's popularity is not that popular right now. Although the tone can be danceable to some, this track does projects more of a negative sound rather than a postive one.
Teil 6 - Folge 15: Episode 2 - Guildensterns Club BPM
The tempo marking of Teil 6 - Folge 15: Episode 2 - Guildensterns Club by Die Letzten Helden, David Holy, Wanja Gerick, Luisa Wietzorek, Gerrit Schmidt-Foß, Ingo Albrecht, Tanya Kahana, Sascha Draeger, Dominik Auer is Allegro (fast, quick, and bright), since this song has a tempo of 137 BPM. With that information, we can conclude that the song has a fast tempo. This song can go great with walking. The time signature for this track is 5/4.
Teil 6 - Folge 15: Episode 2 - Guildensterns Club Key
D Major is the music key of this track. This also means that this song has a camelot key of 10B. So, the perfect camelot match for 10B would be either 10B or 11A. While, 11B can give you a low energy boost. For moderate energy boost, you would use 7B and a high energy boost can either be 12B or 5B. Though, if you want a low energy drop, you should looking for songs with either a camelot key of 10A or 9B will give you a low energy drop, 1B would be a moderate one, and 8B or 3B would be a high energy drop. Lastly, 7A allows you to change the mood.
Recommendations
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|---|---|---|---|---|---|---|---|
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| Teil 7 - Folge 10: Der Kerker des schwarzen Königs | Akte Witz, Rudolph Kremer, Torsten Sträter, Sebastian Holz, Klaus-Dieter Klebsch, Marcel Mann, Detlef Tams, Hennes Bender, Reinhard Scheunemann, Till Hagen, Julia Fölster, Tilmar Kuhn, Jaron Löwenberg, Peter Weis, Engelbert von Nordhausen | A♭ Major | 5 | 4B | 90 BPM | |
 | Teil 2 - Fall 37: Professor van Dusen zürnt den Göttern | Professor van Dusen, Marc Freund, Bernd Vollbrecht, Nicolai Tegeler, Sven Brieger, Peter Sura, Matthias Klages, Laurine Betz, Kaspar Eichel, Jens Wendland, Hanns Jörg Krumpolz | A Minor | 5 | 8A | 82 BPM | |
| Sherlock Holmes und Dr. Watson Teil 6 - Hysteria Hall (Teil 2 von 2) Teil 1 | Sherlock Holmes und Dr. Watson | D Major | 6 | 10B | 89 BPM | |
 | Teil 20 - Folge 11: Vanuatu | Die Letzten Helden, Paul Burghardt, Kim Hasper, Leyla Trebbien, Konrad Bösherz, Engelbert von Nordhausen, Marion Musiol, Christopher Groß, Vanessa Diana Wirth, Thomas Albus, Constanze Buttmann, Pascal Runge, Matthias Keller, Sara Wegner, Julia Bautz, Marco Steeger, Nico Birnbaum, Marco Rosenberg, Dietmar Wunder | E♭ Minor | 3 | 2A | 115 BPM | |
 | Teil 3 - Folge 7: Der Satan von Spandau | Gestatten, Piefke, Silke Walter, Till Hagen, Oliver Stritzel, Dietmar Wunder, Torsten Michaelis, Christian Rudolf, Christian Wewerka, K.Dieter Klebsch, Kaspar Eichel, Reent Reins, Reinhard Scheunemann, Sina Zadra, Thomas Schmuckert, Friedel Morgenstern | G Major | 6 | 9B | 71 BPM |
- ISRC
- DEHC20922104
- Label
- L-M Records/RCA Records
Section: 0.5446531772613525
End: 0.548121452331543