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About 41-EDO: added a table showing notes from C to D, and a table showing intervals from P1 to M2
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The 41 notes can be named with [[Ups and Downs Notation|ups and downs]]:. One sharp equals four ups, thus ^^C = vvC#. One minor 2nd equals three ups, thus Db = ^^^C = vC#.
The 41 notes can be named with [[Ups and Downs Notation|ups and downs]]:. One sharp equals four ups, thus ^^C = vvC#. One minor 2nd equals three ups, thus Db = ^^^C = vC#.
{| class="wikitable" style="text-align:center;"
|+41-edo notes from C to D
|C
|^C
|^^C '''<u>or</u>''' vvC#
|vC#
|C#
|^C#
|
|
|-
|
|
|vDb
|Db
|^Db
|^^Db '''<u>or</u>''' vvD
|vD
|D
|}
{| class="wikitable" style="text-align:center;"
|+41-edo intervals from P1 to M2
|P1
|^1
|^^1 '''<u>or</u>''' vvA1
|vA1
|A1
|^A1
|
|
|-
|
|
|vm2
|m2
|^m2
|~2
|vM2
|M2
|}
All 41 intervals:
* P1  ^1  
* P1  ^1  
* vm2  m2  ^m2  ~2  vM2  M2  ^M2  
* vm2  m2  ^m2  ~2  vM2  M2  ^M2  
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These charts show 41-edo in terms of the 5-limit, 7-limit and 11-limit lattices. Each color represents a separate plane of the lattice. In the 2nd lattice, the ~3 note in the center next to the P1 is simultaneously 49/40, 60/49, 11/9 and 27/22.
These charts show 41-edo in terms of the 7-limit and 11-limit lattices. Each color represents a separate plane of the lattice. In the 2nd lattice, the ~3 note in the center next to the P1 is simultaneously 49/40, 60/49, 11/9 and 27/22.
[[File:The Kite Tuning lattices-2.png|left|thumb|400x400px]]
[[File:The Kite Tuning lattices-2.png|left|thumb|400x400px]]
[[File:The Kite Tuning lattices-3.png|center|thumb|400x400px]]
[[File:The Kite Tuning lattices-3.png|center|thumb|400x400px]]