40 types of scales, 235 chords per note selected from, ChordLord updates to 3.08

Chords, scales, harmony, melody, etc.
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Updated ChordLord.. But: used the Chord Complexity selector?

No
1
100%
Yes
0
No votes
Yes, and I do not need a Chord Complexity selector
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Yes, and I needed a Chord Complexity selector
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No votes
Yes, and this tool plays music better than I can play my instrument
0
No votes
No, and I want a part of the developers' debt to be refunded
0
No votes
Yes, and I want a part of the developers' debt to be refunded
0
No votes
 
Total votes: 1

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ChordLord (EN) and SenhorAcordes (PT/BRA) got an update to 3.08.235
3.08 new: 40 scale types (source: Wikipedia) - as many as possible got added
3.06 need: translations for 43 words in new scale names for (ESP/FRA/ITA/DE) languages

ChordLord (EN) https://renoise.com/tools/chordlord 3.08 *new
SenhorAcordes (PT) https://renoise.com/tools/senhoracordes 3.08 *new
AcordeSenor (ESP) https://renoise.com/tools/acordesenor 3.06
AccordSeigneur (FRA) https://renoise.com/tools/accordseigneur 3.06
AccordoSignore (ITA) https://renoise.com/tools/accordosignore 3.06
AkkordMann (DE) https://renoise.com/tools/akkordmann 3.06

by EatMe / Panda / Suva

a tool for Renoise, version 3.1 or higher, can be used in Renoise 3.4.3 or higher.
https://renoise.com by Taktik

ChordLord has 235 chords, tones together, to click, for listening (with OSC enabled in Renoise) or record into pattern with (REC) mode on. Including 4 modes arpeggiator for recording.

Please read the manual for more detailed information.

screenshot: ChordLord 3.08 "Whole Tone" scale, in a pink Renoise.
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definition of 40 scales and 235 chords in JSON/LUA in binary logical format
https://pastebin.com/gJYTWxTp

Bard, from Google: This means that I can learn about music theory from a variety of sources, including the JSON file you provided.

I have much success, kudo's, props, charisma, karma, thank-you's and well done's already.
This part of my work may benefit people for a greater good.

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Thanks, but for the people who don't use renoise, how does for example 101011010101 translate to semitones?

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drsyncenstein wrote: Sun Aug 13, 2023 1:47 pm Thanks, but for the people who don't use renoise, how does for example 101011010101 translate to semitones?
The binary string represents 12 TET, where the first number is the root note, and each sequential number is a semitone apart from each other. 0 represents an inactive semitone, whereas 1 represents an active semitone.

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