100ed10: Difference between revisions
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Revision as of 13:02, 17 October 2021
The 100 equal divisions of the 10th harmonic is a nonoctave tuning of about 39.8631 steps each. It corresponds to 30.102999 EDO, the first digits of the decimal logarithm of 2. It can be thought of as 30edo, but with 10/1 instead of 2/1 being just.
100ed10 can be labeled as a "Homo sapiens tunning", by analogy of how 27ed3 is labeled "Klingon tuning".
Theory
Script error: No such module "primes_in_edo". The step error of any given harmonic in 100ed10 can be simply extracted through 3rd and 4th base digits of the decimal logarithm.
100ed10 is suitable for use with the 2.5.11.17 subgroup, a significant departure from it simply being "30edo with stretched octaves".
100ed10 bears a base-10 coincidence aggregate. It's approximates of 2nd and 5th harmonics, which multiply to 10, are steps 30 and 70, which themselves derive form 10ed10.