Sherlock Holmes, Arthur Conan Doyle, Christian Rode, Peter Groeger, Stephan Schwartz made "Die Originale - Fall 18: Der Hund der Baskervilles, Teil 29" available on April 25, 2014. With Die Originale - Fall 18: Der Hund der Baskervilles, Teil 29 being less than two minutes long, at 1:59, 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 29 out of 72 in Die Originale - Fall 18: Der Hund der Baskervilles by Sherlock Holmes. Going off of the ISRC code of this track, we detected that the origin of this track is from Germany. Based on our statistics, Die Originale - Fall 18: Der Hund der Baskervilles, Teil 29's popularity is unknown right now. Even with the track produces more of a neutral energy, it is pretty danceable compared to others.
The tempo marking of Die Originale - Fall 18: Der Hund der Baskervilles, Teil 29 by Sherlock Holmes, Arthur Conan Doyle, Christian Rode, Peter Groeger, Stephan Schwartz is Allegro (fast, quick, and bright), since this song has a tempo of 122 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.
This song has a musical key of D♭ Major. This also means that this song has a camelot key of 3B. So, the perfect camelot match for 3B would be either 3B or 4A. While, 4B can give you a low energy boost. For moderate energy boost, you would use 12B and a high energy boost can either be 5B or 10B. Though, if you want a low energy drop, you should looking for songs with either a camelot key of 3A or 2B will give you a low energy drop, 6B would be a moderate one, and 1B or 8B would be a high energy drop. Lastly, 12A allows you to change the mood.
Track | Artist | Key | Energy | Camelot | BPM | ||
---|---|---|---|---|---|---|---|
Kapitel 4 - Teil 2 - Das römische Konklave | Sherlock Holmes, Der Sherlock Holmes-Adventkalender - Das römische Konklave, Arthur Conan Doyle | F Major | 3 | 7B | 91 BPM | ||
Teil 13 - Folge 9: Der Würger vom Westend | Gestatten, Piefke, Silke Walter, Till Hagen, Oliver Stritzel, Arianne Borbach, Dietmar Wunder, K.Dieter Klebsch, Kaspar Eichel, Reent Reins, Peter Lontzek, Tammo Kaulbarsch, Ilona Otto, Marc Schülert, Katja Keßler, Andrea Aust, Detlef Tams, Lutz Mackensy | A Major | 5 | 11B | 59 BPM | ||
Teil 6 - Folge 59: Der goldene Kneifer | Sherlock Holmes Chronicles, Arthur Conan Doyle, Tom Jacobs, Till Hagen | C Minor | 5 | 5A | 87 BPM | ||
Teil 16 - Folge 2: Im Bann der Angst | Edgar Allan Poe & Auguste Dupin, Markus Duschek, Douglas Welbat, Manfred Lehmann, Uve Teschner, Helmut Krauss, Torsten Michaelis, Annina Braunmiller-Jest, Anke Reitzenstein, Christian Zeiger, Sven Plate, Peter Kirchberger, Christine Pappert, Alexander Turrek, Achim Schülke, Jaron Löwenberg, Kai-Henrik Möller | B♭ Major | 7 | 6B | 84 BPM | ||
Teil 13 - Folge 59: Der goldene Kneifer | Sherlock Holmes Chronicles, Arthur Conan Doyle, Tom Jacobs, Till Hagen | G Major | 7 | 9B | 88 BPM | ||
Kapitel 7 - Teil 4 - Das römische Konklave | Sherlock Holmes, Der Sherlock Holmes-Adventkalender - Das römische Konklave, Arthur Conan Doyle | F Major | 3 | 7B | 91 BPM | ||
Teil 7 - Die neuen Fälle, Fall 27: Ein ehrbares Haus | Sherlock Holmes, Andreas Masuth, Christian Rode, Peter Groeger, Sandra Steinbach, Nicole Hannak, Peter Weis, Tino Kiessling, Annekathrin Munz, Vera Bunk, Nicolai Tegeler, Werner Ziebig | B Minor | 6 | 10A | 70 BPM | ||
Bretter, die den Tod bedeuten - Teil 2 | Inspector Lestrade | C Major | 4 | 8B | 107 BPM | ||
Bretter, die den Tod bedeuten - Teil 6 | Inspector Lestrade | G Major | 4 | 9B | 83 BPM | ||
Teil 16 - Folge 9: Der Würger vom Westend | Gestatten, Piefke, Silke Walter, Till Hagen, Oliver Stritzel, Arianne Borbach, Dietmar Wunder, K.Dieter Klebsch, Kaspar Eichel, Reent Reins, Peter Lontzek, Tammo Kaulbarsch, Ilona Otto, Marc Schülert, Katja Keßler, Andrea Aust, Detlef Tams, Lutz Mackensy | D♭ Major | 6 | 3B | 88 BPM |
Section: 0.5822949409484863
End: 0.5869636535644531