Support suspended chords
I'm not sure how valuable it is to study all of the inversions of the suspended chords. Maybe it is. I'll let the users decide.
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@ -169,6 +169,8 @@ may cause more problems than it solves.
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-}
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-}
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type ChordType
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type ChordType
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= Major
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= Major
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| Sus2
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| Sus4
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| Major7
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| Major7
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| MajorDominant7
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| MajorDominant7
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| Minor
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| Minor
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@ -292,6 +294,12 @@ chordTypeName chordType =
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Major ->
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Major ->
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"major"
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"major"
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Sus2 ->
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"suspended 2"
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Sus4 ->
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"suspended 4"
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Major7 ->
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Major7 ->
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"major 7th"
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"major 7th"
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@ -388,6 +396,26 @@ intervalsForChordType chordType chordInversion =
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( Major, Second ) ->
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( Major, Second ) ->
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[ down (NHalves 5), up MajorThird ]
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[ down (NHalves 5), up MajorThird ]
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-- Sus2
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( Sus2, Root ) ->
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[ up Whole, up PerfectFifth ]
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( Sus2, First ) ->
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[ down (NHalves 10), down (NHalves 5) ]
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( Sus2, Second ) ->
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[ down (NHalves 5), up Whole ]
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-- Sus4
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( Sus4, Root ) ->
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[ up (NHalves 5), up PerfectFifth ]
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( Sus4, First ) ->
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[ down (NHalves 7), down (NHalves 5) ]
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( Sus4, Second ) ->
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[ down (NHalves 5), up (NHalves 5) ]
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-- Major7
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-- Major7
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( Major7, Root ) ->
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( Major7, Root ) ->
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[ up MajorThird, up PerfectFifth, up MajorSeventh ]
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[ up MajorThird, up PerfectFifth, up MajorSeventh ]
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@ -816,6 +844,8 @@ allInversions =
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allChordTypes : List ChordType
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allChordTypes : List ChordType
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allChordTypes =
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allChordTypes =
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[ Major
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[ Major
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, Sus2
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, Sus4
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, Major7
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, Major7
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, MajorDominant7
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, MajorDominant7
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, Minor
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, Minor
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