Tour of regular temperaments: Difference between revisions
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; [[Quartonic family|Quartonic or Saleyo family]] (P8, P4/11) | ; [[Quartonic family|Quartonic or Saleyo family]] (P8, P4/11) | ||
: The quartonic family tempers out the quartonic comma, {{Monzo|3 -18 11}} = 390625000/387420489. The generator is ~250/243 = ~45¢, seven generators equals ~6/5, and eleven generators equals ~4/3. An obvious 7-limit interpretation of the generator is ~36/35. | : The quartonic family tempers out the quartonic comma, {{Monzo|3 -18 11}} = 390625000/387420489. The generator is ~250/243 = ~45¢, seven generators equals ~6/5, and eleven generators equals ~4/3. An obvious 7-limit interpretation of the generator is ~36/35. | ||
; [[Lafa family|Lafa or Tribisa-quadtrigu family]] (P8, P12/12) | |||
: This tempers out the lafa comma, {{Monzo|77 -31 -12}}. The generator is ~4982259375/4294967296 = ~258.6¢. Twelve generators equals a twelfth = ~3/1. 5/4 is equated to 7 octaves minus 31 generators. | |||
; [[Ditonmic family|Ditonmic or Lala-theyo family]] (P8, c<sup>4</sup>P4/13) | ; [[Ditonmic family|Ditonmic or Lala-theyo family]] (P8, c<sup>4</sup>P4/13) | ||