10729edo: Difference between revisions
Created page with "{{Infobox ET}} {{ED intro}} 10729edo is a fairly strong 23- and 29-limit system, consistent to the 29-odd-limit. Some of the simpler commas it ..." |
Note the consistency in the no-31 49-odd-limit |
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{{ED intro}} | {{ED intro}} | ||
10729edo is a fairly strong [[23-limit|23-]] and [[29-limit]] system, [[consistent]] to the [[29-odd-limit]]. Some of the simpler [[comma]]s it [[tempering out|tempers out]] include [[123201/123200]] and [[1990656/1990625]] in the [[13-limit]]; [[194481/194480]] and [[336141/336140]] in the 17-limit; 23409/23408, 27456/27455, 43681/43680, 89376/89375 in the [[19-limit]]; and 21505/21504, 23276/23275, and [[25921/25920]] in the [[23-limit]]. | 10729edo is a fairly strong [[23-limit|23-]] and [[29-limit]] system, [[consistent]] to the [[29-odd-limit]]. Moreover, it can be used as a no-31 [[47-limit]] system, consistent to the no-31 49-odd-limit. Some of the simpler [[comma]]s it [[tempering out|tempers out]] include [[123201/123200]] and [[1990656/1990625]] in the [[13-limit]]; [[194481/194480]] and [[336141/336140]] in the 17-limit; 23409/23408, 27456/27455, 43681/43680, 89376/89375 in the [[19-limit]]; and 21505/21504, 23276/23275, and [[25921/25920]] in the [[23-limit]]. | ||
=== Prime harmonics === | === Prime harmonics === | ||