Songs / D# Major · 122 BPM
Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale" : Corelli: Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale": III. Adagio - Allegro - Adagio by Orpheus Chamber Orchestra
Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale" : Corelli: Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale": III. Adagio - Allegro - Adagio by Orpheus Chamber Orchestra is in the key of D# Major and runs at 122 BPM (or 61 BPM if you count it half-time), a steady dance-floor tempo. Its Camelot code is 5B, which is what you match against when you are mixing it harmonically with another track.
What mixes with Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale" : Corelli: Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale": III. Adagio - Allegro - Adagio
On the Camelot wheel, Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale" : Corelli: Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale": III. Adagio - Allegro - Adagio sits at 5B. These keys blend with it without clashing, so tracks in them are safe to beatmatch in or out:
- 6Benergy boost
- 4Benergy drop
- 5Arelative minor
Mixes well with Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale" : Corelli: Concerto Grosso in G Minor, Op. 6, No. 8, "Fatto per la Notte di Natale": III. Adagio - Allegro - Adagio
Real tracks from the database that are both harmonically compatible and close enough in tempo to beatmatch — ±6% on a pitch fader, or half/double time. Same key first, then the nearest energy step on the wheel.
Tracks to mix into it
Other analyzed songs in a compatible key, ready to line up next in a set:
More songs in D# Major
All songs in D# Major →All songs at 122 BPM →Camelot wheel →
These figures come from analyzing an official 30-second preview of the track with TuneBad’s in-browser engine. Tempo and key are reliable, but a preview is a sample of the full song, so treat them as a strong estimate. For an exact read, analyze the full file yourself — it is free and runs entirely in your browser.