Sherlock Holmes Phantastik, Tom Jacobs made "Teil 14 - Das Geheimnis des Illusionisten" available on March 20, 2015. The duration of Teil 14 - Das Geheimnis des Illusionisten is about 3 minutes long, at 3:00. Based on our data, "Teil 14 - Das Geheimnis des Illusionisten" 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 14 out of 32 in Das Geheimnis des Illusionisten by Sherlock Holmes Phantastik. Teil 14 - Das Geheimnis des Illusionisten is below average in popularity right now. The overall tone is very danceable, especially with its high energy, which produces more of a euphoric, cheerful, or happy vibe.
The tempo marking of Teil 14 - Das Geheimnis des Illusionisten by Sherlock Holmes Phantastik, Tom Jacobs is Andante (at a walking pace), since this song has a tempo of 82 BPM. With that information, we can conclude that the song has a slow tempo. The time signature for this track is 4/4.
This song has a musical key of C Major. This also means that this song has a camelot key of 8B. So, the perfect camelot match for 8B would be either 8B or 9A. While, 9B can give you a low energy boost. For moderate energy boost, you would use 5B and a high energy boost can either be 10B or 3B. Though, if you want a low energy drop, you should looking for songs with either a camelot key of 8A or 7B will give you a low energy drop, 11B would be a moderate one, and 6B or 1B would be a high energy drop. Lastly, 5A allows you to change the mood.
Track | Artist | Key | Energy | Camelot | BPM | ||
---|---|---|---|---|---|---|---|
Teil 40 - Folge 5: Der rote Löwe | Sherlock Holmes Chronicles, Wolfgng Schüler, Tom Jacobs, Till Hagen, Boris Tessmann, Bert Stevens, Torsten Münchow, Jochen Langner, Sonja Baum, Frank-Otto Schenk, Michael-Che Koch, Wolfgang Rüter, Olaf Weingartner, Thomas Krutmann | D♭ Major | 5 | 3B | 70 BPM | ||
Teil 15 - Im Reich des Cthulhu | Sherlock Holmes Phantastik, Sir Arthur Conan Doyle, Markus Winter, Tom Jacobs, Karlo Hackenberger, Dennis Schmidt-Foß, Marcus Off | F Minor | 2 | 4A | 94 BPM | ||
Teil 4 - Folge 6: Skandal in Böhmen | Sherlock Holmes Chronicles, Sir Arthur Conan Doyle, Markus Winter, Till Hagen, Tom Jacobs, Tanya Kahana, Magdalena Turba, Erich Räuker | B Minor | 4 | 10A | 98 BPM | ||
Teil 13 - Folge 38: Das getupfte Band | Sherlock Holmes Chronicles, Sir Arthur Conan Doyle, Tom Jacobs, Till Hagen, Viola Sauer, Silke Linderhaus, Luisa Wietzorek, Oliver Stritzel, Fred Breuer | D♭ Major | 6 | 3B | 71 BPM | ||
Teil 14 - Folge 28: Der Orchideenzüchter | Sherlock Holmes Chronicles, K.P. Walter, Tom Jacobs, Till Hagen, Frank Röth, Corinna Dorenkamp, Klaus Lochthove, Louis Friedemann Thiele | A Major | 6 | 11B | 85 BPM | ||
Teil 14 - Folge 59: Der goldene Kneifer | Sherlock Holmes Chronicles, Arthur Conan Doyle, Tom Jacobs, Till Hagen | C Major | 4 | 8B | 86 BPM | ||
Teil 17 - Folge 22: Der Fall der "My Fair Lady" | Sherlock Holmes Chronicles, K.P. Walter, Tom Jacobs, Till Hagen, Dirk Hardegen, Bea Tober, Isabella Grothe, Wolfgang Rüter, Olaf Reitz, Olaf Reichmann, Patrick Roche, Patrick Mölleken, Dagmar Bittner, Luisa Wietzorek | F♯ Major | 3 | 2B | 79 BPM | ||
Teil 6 - Folge 1: Die Moriarty-Lüge | Sherlock Holmes Chronicles, J. J. Preyer, Tom Jacobs, Till Hagen, Corinna Dorenkamp, Michael-Che Koch, Bert Stevens, Hildegard Meier, Helmut Winkelmann, Lena Sabine Berg, Oliver Siebeck, Tanya Kahana, Horst Lampe, Jens Wendland | F Major | 4 | 7B | 74 BPM | ||
Teil 14 - Folge 29: Der schwarze Peter | Sherlock Holmes Chronicles, Sir Arthur Conan Doyle, Tom Jacobs, Till Hagen, Karlo Hackenberger, Ricardo Richter, Helmut Winkelmann, Bernd Vollbrecht, Nora Jokhosha, Konrad Bösherz, Benjamin Steinhoff | G Minor | 6 | 6A | 123 BPM | ||
Teil 26 - Folge 22: Der Fall der "My Fair Lady" | Sherlock Holmes Chronicles, K.P. Walter, Tom Jacobs, Till Hagen, Dirk Hardegen, Bea Tober, Isabella Grothe, Wolfgang Rüter, Olaf Reitz, Olaf Reichmann, Patrick Roche, Patrick Mölleken, Dagmar Bittner, Luisa Wietzorek | C Major | 1 | 8B | 149 BPM |
Section: 0.5635373592376709
End: 0.5705358982086182