How the Turntables
StreamBeats by Harris Heller
Ghost
2:01 September 14, 2020
BPM
140
Key
B♭ Minor
Camelot
3A

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How the Turntables - StreamBeats by Harris Heller Information

Acousticness
60%
Danceability
53%
Energy
45%
Instrumentalness
86%
Liveness
19%
Loudness
86%
Speechiness
4%
Valence
37%
Popularity
Loudness
-8.264 dB

Summary

StreamBeats by Harris Heller's 'How the Turntables' came out on September 14, 2020. The duration of How the Turntables is about two minutes long, specifically at 2:01. This song does not appear to have any foul language. How the Turntables's duration is considered a little bit shorter than the average duration of a typical track. The track order of this song in StreamBeats by Harris Heller's "Ghost" album is number 9 out of 24. Based on our statistics, How the Turntables's popularity is below average in popularity right now. Although the tone can be danceable to some, this track does projects more of a negative sound rather than a postive one.

How the Turntables BPM

We consider the tempo marking of How the Turntables by StreamBeats by Harris Heller to be Allegro (fast, quick, and bright) because the track has a tempo of 140 BPM, a half-time of 70BPM, and a double-time of 280 BPM. Based on that, the speed of the song's tempo is fast. Activities such as, jogging or cycling, can go well with this song. The time signature for this track is 4/4.

How the Turntables Key

This song has a musical key of B♭ Minor. Because this track belongs in the B♭ Minor key, the camelot key is 3A. So, the perfect camelot match for 3A would be either 3A or 2B. While, a low energy boost can consist of either 3B or 4A. For moderate energy boost, you would use 12A and a high energy boost can either be 5A or 10A. However, if you are looking for a low energy drop, finding a song with a camelot key of 2A would be a great choice. Where 6A would give you a moderate drop, and 1A or 8A would be a high energy drop. Lastly, 6B allows you to change the mood.

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ISRC
QZK6J2045908
Label
L-M Records/RCA Records

Section: 0.46306610107421875

End: 0.4685184955596924