View source for User:2^67-1/Proposed names for RTs

'''[[Subgroup temperaments#Pakkanian hemipyth|Pakkanian Hemipyth]]''', 2.3.11.13/5.17 {221/220, 243/242, 289/288}. Essentially an answer to Frostburn's question "Is there a rank-2 temperament with a fancy subgroup where √2 ~ 17/12, √3/2 ~ 11/9 and √4/3 ~ 15/13 without further contortion of the generator or does that necessarily happen?" Note that this was derived by CompactStar before me, totally independently.

'''Null temperament''' (WIP), any subgroup, comma list is all the primes in said subgroup. A 0-dimensional temperament. Names proposed include ''cypher'' and ''devnull''.

'''Midnatssol''', 17-limit rank-3 temperament tempering out 289/288, 442/441, 561/560, 676/675

'''Kompasretning''', 19-limit rank-3 temperament tempering out 289/288, 442/441, 561/560, 676/675, 1088/1083.

'''Spepes''', 103-limit 25&36 rank-2 temperament. Also supported by 61edo.

'''Chaozhou-alphornsmic''', 2.3.11.59 temperament tempering out 649/648.

'''Arc''', an abbreviation of alphorn-rastmic-chaozhou, 2.3.11.59 temperament tempering out 243/242 and 649/648.

'''Ultracolia''', the 2.3.5.7.11.13.59 temperament which is greenland, chaozhou-alphornsmic, and tempers out the interval between 7/1 and five 59/40s.

'''Neujahr''' or '''Xinnian''', the 7 & 335 temperament in 2.3.5.11. Named because I discovered it just after the New Year and its proximity to the Just Intonation line in the whitewood-dicot-rastmic equivalence continuum.

'''Ramity''', the 7 & 106 temperament in 2.3.5.11. Named for its proximity to the just Intonation line in the whitewood-syntonic-quartertone (33/32) equivalence continuum.

'''Hyperdichotic''', the 7&10&342 temperament in 2.3.5.7.11.

'''Hypertriforce''', the 9&24&159 temperament in 2.3.5.7.11.