![]() ![]() ![]() Add modifications to the chord (such as minor, 7th, 9th, etc.) to match your source chords. Now move to the key to which you wish to transpose and convert the numbers back to chords. If you encounter a song which gives you difficulties, for any reason, and would like help, send us a message (from our Contact page) and I'll be glad to help you out.įind the root key in the left column and proceed to your right, finding each of the chords in the piece and joting down their numbers (chords are shown by the number system, based on the key and the root key becomes 1). Note 4: Composers aren't restricted to any particular structure, they can use any chord they like, anywhere they like so this chart won't work for every piece of music but it should be effective for most songs. Note 3: The 7 chord is based on a flat 7th rather than the actual 7th note of the scale. Note 2: If the composer uses natural sequence chords (all notes remaining within the scale of the key) the 1, 4, and 5 chords will be major, while the 2, 3, and 6 chords will be minor. This chart is also set up for major keys so it may have discrepancies in minor keys which you can correct by finding the root note of your minor chord under the 6 column and getting numbers of your chords from that row then find the new minor key in the 6 column and use numbers from that row to convert back to chords. ![]() Note 1: I've deliberately elected to go with more commonly used keys avoiding obscure, awkward keys like A#, C#, D# and Gb. ![]()
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