Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works - Eric Schmidt, Jonathan Rosenberg Information

Acousticness: 60%
Danceability: 63%
Energy: 26%
Instrumentalness: 0%
Liveness: 15%
Loudness: 68%
Speechiness: 96%
Valence: 38%
Popularity: 0%
Loudness: -19.204 dB

Summary

Eric Schmidt, Jonathan Rosenberg's 'Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works' came out on January 8, 2015. With this song being about 5 minutes long, at 5:13, "Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works" by Eric Schmidt, Jonathan Rosenberg is fairly a long song compared to the average song length. This song does not have an "Explicit" tag, making it safe for all ages. This song is part of Wie Google tickt - How Google Works by Eric Schmidt, Jonathan Rosenberg. The song's track number on the album is #96 out of 137 tracks. Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works is unknown right now. Although the overall vibe is very danceable, it does project more negative sounds.

Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works BPM

Since Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works by Eric Schmidt, Jonathan Rosenberg has a tempo of 76 beats per a minute, the tempo markings of this song would be Adagio (slowly with great expression). With Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works being at 76 BPM, the half-time would be 38 BPM with a double-time of 152 BPM.In addition, we consider the tempo speed to be pretty slow for this song. The time signature for this track is 3/4.

Kapitel 69.2 & Kapitel 70.1 - Wie Google tickt - How Google Works Key

D 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 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

Track	Artist	Key	Energy	Camelot	BPM
Mass in D Major, Op. 86, B. 175: Gloria. Allegro vivo	Antonín Dvořák, Prague Symphony Orchestra, Prague Philharmonic Choir, Václav Smetáček, Josef Veselka, Jaroslav Tvrzsky	G Major	1	9B	66 BPM
Don Sanche (The Castle of Love), S476/R13: Part I: Chorus: Beau chevalier va chercher une amie (Handsome knight, find yourself a lady friend) (Page)	Franz Liszt, Gérard Garino, Julia Hamari, Istvan Gati, Katalin Farkas, Ildiko Komlosi, Mária Zádori, Gábor Kállay, Hungarian Radio and Television Chorus, Hungarian State Opera Orchestra, Tamas Pal	E Major	2	12B	90 BPM
Kapitel 93.2 - Wie Google tickt - How Google Works	Eric Schmidt, Jonathan Rosenberg, Christian Jungwirth	F♯ Major	2	2B	106 BPM
Matthew Passion, BWV 244, Pt. 2: Aria. Erbarme dich, mein Gott	Johann Sebastian Bach, Catherine King, Norwegian Baroque Orchestra, Julian Podger	B♭ Minor	1	3A	113 BPM
La fille du régiment / Act 1: Ah mes amis - Pour mon âme	Gaetano Donizetti, Luciano Pavarotti, Eric Garrett, Chorus of the Royal Opera House, Covent Garden, Orchestra of the Royal Opera House, Covent Garden, Richard Bonynge	F Major	3	7B	131 BPM
Concert: V. Allegro final	Eric Schmidt, Geneva Brass Quintet, Vincent Thévenaz	A Minor	1	8A	93 BPM
Kapitel 78.2 & Kapitel 79.1 - Wie Google tickt - How Google Works	Eric Schmidt, Jonathan Rosenberg, Christian Jungwirth	D♭ Major	3	3B	77 BPM
Amarilli (Recorded 1939)	Francesca Caccini, Beniamino Gigli	E Minor	0	9A	77 BPM
Magnificat in D Major, BWV 243: I. Magnificat anima mea Dominum	Johann Sebastian Bach, Collegium Vocale Gent, La Chapelle Royale, Philippe Herreweghe	A Minor	2	8A	137 BPM
Violettes imperiales	Francis Lopez, Ana Maria Martinez, Prague Philharmonia, Steven Mercurio	G Major	1	9B	60 BPM

ISRC: This song does not have an ISRC.
Label: L-M Records/RCA Records

Section: 0.6742501258850098

End: 0.6777522563934326