Bird's eye view of temperaments by accuracy: Difference between revisions

Godtone (talk | contribs)
Godtone (talk | contribs)
m finish sentence i accidentally left unfinished
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The main purpose of the temperament is subgroup harmonies of the [[19-limit]], [[23-limit]], [[29-limit]], [[31-limit]], etc. Subgroup temperaments with multiple primes > 17 should usually go here, unless one of those primes is very complex to reach relative to the temperament's complexity and only included because it's essentially "free" in the sense of not damaging the temperament.
The main purpose of the temperament is subgroup harmonies of the [[19-limit]], [[23-limit]], [[29-limit]], [[31-limit]], etc. Subgroup temperaments with multiple primes > 17 should usually go here, unless one of those primes is very complex to reach relative to the temperament's complexity and only included because it's essentially "free" in the sense of not damaging the temperament.
=== No-2's focus ===
=== No-2's focus ===
All no-2's temperaments go under this category, which includes all [[tritave]] temperaments. If prime 3 is not present, it must be clearly noted as "(no-3's)" so that those looking for no-2's and no-3's temperaments can find them easily. Even harmonics are allowed as long as they don't implicate the existence of prime 2 in the subgroup, but judging their complexity becomes more difficult as a result, so all such temperaments must be clearly noted as "(
All no-2's temperaments go under this category, which includes all [[tritave]] temperaments. If prime 3 is not present, it must be clearly noted as "(no-3's)" so that those looking for no-2's and no-3's temperaments can find them easily. Even harmonics are allowed as long as they don't implicate the existence of prime 2 in the subgroup, but judging their complexity becomes more difficult as a result, so all such temperaments must be clearly noted as "(with even harmonics)".
=== No-3's focus ===
=== No-3's focus ===
All temperaments with prime 2 but no prime 3 go under this category.
All temperaments with prime 2 but no prime 3 go under this category.