1590edo: Difference between revisions

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 {{EDO intro|1590}}
-edo is consistent in the [[9-odd-limit]]. Aside from that, it is a strong 2.3.17/10.7.11.13.19 subgroup tuning. It shares the 2.3.11 mapping with [[159edo]], step of which it divides in 10.
+edo is consistent in the [[9-odd-limit]].
+Aside from this, it is a strong 2.3.5.17.29.31 subgroup tuning. A comma basis for this subgroup is {128061/128000, 1966113/1965200, 11337408/11328125, 12115968/12109375, 81310473/81264640}. It can also be used with the 2.3.5.13/7.17.29.31 fractional subgroup, having a strong approximation of [[13/7]]. There it tempers out 4901/4900.
 === Prime harmonics ===
 {{Harmonics in equal|1590}}