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But now I’ve read it on the internet
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Well I just re-read my post on the internet so now we're both right!
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But now I’ve read it on the internet
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There must be a joke in here somewhere. Something along the lines of "Q: When is a Tritone not a Tritone? A: When it's a Flat Five."
I'll see myself out.
The real secret is there are zero keys. You can play any note against any chord, and it will either sound consonant or dissonant. Use dissonance to build tension and consonance to resolve tension.
It's great to learn theory, I love it. But it's descriptive, not prescriptive.
That's some deep cut music theory humor there.![]()
All the "omnibooks" do that. I have those for Miles, Coltrane, and Bird. And it drives me insane that nearly all of it is notated without appropriate key signatures. Each individual (altered) note is notated with recurring sharps and flats over a C major signature. What a cop out! But it keeps you on your toes...I have seen a Thelonious Monk tune published recently without a key signature. Even though the tune does have a predominant tonal center (not C major or A minor) and ends on the root of that key, the chromaticism is so extensive that for performance purposes it is more useful to write it as if it were in C major, thus avoiding double sharps or double flats or Cb, B#, Fb or E#. This is for the convenience of the performer, to make reading simpler. It is not "theoretically" correct, but it is a practical choice.
If you're playing with guitars, you'll rarely see an Ab or a Db, whatever.
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All the "omnibooks" do that. I have those for Miles, Coltrane, and Bird. And it drives me insane that nearly all of it is notated without appropriate key signatures. Each individual (altered) note is notated with recurring sharps and flats over a C major signature. What a cop out! But it keeps you on your toes...
@Wasnex once politely corrected me when I once said something similar to this. And as he is substantially more experience and knowledgeable on these topics than me, I certainly defer. Even though I tried my best to explain my reasoning.
His response and @grovedoctors response has resonated with me deeply since. And they might correct me if I am wrong, but their responses were essentially, that such overly simplified reasoning might be technically correct, it is NOT HELPFUL.
As the purpose of studying and learning this stuff is to understand and know which notes are dissonant and consonant in different harmonic contexts so that we can draw on that knowledge when when we are playing.
12 notes in an octave, each major and minor... so 24 right? Not so, according to Vic:
His argument is: for the major scale, you can have either: zero sharps/flats, 1 - 7 sharps, or 1- 7 flats. 15 total. Count the relative minors and you get 30.
It's obvious he's double-counting enharmonic keys. Why? Is there a benefit to thinking of, for example, Db major (5 flats) as C# major (7 sharps)?
The real secret is there are zero keys. You can play any note against any chord, and it will either sound consonant or dissonant. Use dissonance to build tension and consonance to resolve tension.
It's great to learn theory, I love it. But it's descriptive, not prescriptive.
This is a great reply. The Bach vs Wooten thing has come up for me before, this is great information.
Also how hard/soft is the rule, or convention, against double sharps or double flats in a key signature? I have never seen the like, but I don’t regularly read sheet music either.
If you are playing in a pit you can't just "Play any note over any chord" unless you want that to be your first and last gig.
Well that clears up everything. NOT.The real secret is there are zero keys. You can play any note against any chord, and it will either sound consonant or dissonant. Use dissonance to build tension and consonance to resolve tension.
It's great to learn theory, I love it. But it's descriptive, not prescriptive.