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 The Universal Scale over Circular Progressions J.Brent©2003/2007 What I call the "Universal Scale" is a 48-note scale consisting of 12 stacked tetrachords. The basic tetrachord I'm using introduces ambiguity by not containing a third. It consists of the Root, b7th, 6th, and 5th ( R b7 6 5 ). 
 * * * * * * * 
 USE: E D C# B 
          over Em7 A G F# E 
          over A7 D C B A 
          over Dm7 G F E D 
          over G7    Example:  
 
 Root = ring finger b7th = middle finger 6th = index finger 5th = thumb 
 * * * * * * * 
 A7's tritone substitute tetrachord is D#/Eb - C#/Db - C - A#/Bb, analyzed over A7 yields: #4/b5 - 3rd - #9/b3 - b9. Pretty cool huh? Notice that A7's tritone substitute tetrachord is one half-step lower than its precedent Em7 tetrachord (E-D-C#-C ) and one half-step above its subsequent Dm7 tetrachord ( D-C-B-A ). 
 
 A - G  - 
          F# - E - Eb - C# -   C   - Bb 
 
 G7's D-E-F-G Dm7's A-B-C-D A7's E-F#-G-A In other words: 
 * * * * * * * These live examples of the use of the Universal 
          Scale over iii-VI7-ii-V7-I progressions illustrate what kind of ideas 
          can be extracted from these principles: Universal_Scale_over_iii-VI7-ii-V7-I_ex1.mid Universal_Scale_over_iii-VI7-ii-V7-I_ex2.mid Universal_Scale_over_iii-VI7-ii-V7-I_ex3.mid 
 It should be noted that similar scales can be derived starting on any chord tone (although they are not always quite as "universal"): Using the same progression | Em7 A7 | Dm7 G7 | Cmaj | Cmaj | starting on the 3rd would result in G F# E D 
          over Em7 C# B A G 
          over A7 F E D C 
          over Dm7 B A G F 
          over G7 
 B A G F# 
          over Em7 E D C# B 
          over A7 A G F E 
          over Dm7 D C B A 
          over G7 
 D C# B A 
          over Em7 G F# E D 
          over A7 C B A G 
          over Dm7 F E D C 
          over G7 
 F# E D C# 
          over Em7 B A G F# 
          over A7 E D C B 
          over Dm7 A G F E 
          over G7 
 
   
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