Parapyth: Difference between revisions

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== Interval lattice ==
== Interval lattice ==
{{center|<div style{{=}}"display: inline-grid; margin-right: 25px;">
{| class="wikitable" style="margin: 20px auto 20px auto;"
{{(!}} class{{=}}"wikitable"
|-
{{!-}}
| [[File:Lattice Parapyth RTT.png|1000px]]
{{!}} [[File:Lattice Parapyth RTT.png|640px]]
|-
{{!-}}
| In CTE tuning and lattice basis {~2, ~3, ~7/4}
{{!}} In CTE tuning and lattice basis {~2, ~3, ~7/4}
|-
{{!)}}
| style="background-color: #000000; font-size: 3px;" |
</div><div style{{=}}"display: inline-grid;">
|-
{{(!}} class{{=}}"wikitable"
| [[File:Lattice Parapyth NTT.png|1000px]]
{{!-}}
|-
{{!}} [[File:Lattice Parapyth NTT.png|640px]]
| In MET-24 tuning and lattice basis {~2, ~3, ~33/32}
{{!-}}
|}
{{!}} In MET-24 tuning and lattice basis {~2, ~3, ~33/32}
{{!)}}
</div>}}


These diagrams differ by lattice bases and tunings. The first diagram is generated by {~2, ~3, ~7/4}, corresponding to the octave-reduced form of the mapping, and tuned to the 2.3.7.11.13 subgroup CTE tuning. The second diagram shows the preferred settings in Margo Schulter's neoclassical tuning theory, where it is generated by {~2, ~3, ~33/32}, and tuned to MET-24.
These diagrams differ by lattice bases and tunings. The first diagram is generated by {~2, ~3, ~7/4}, corresponding to the octave-reduced form of the mapping, and tuned to the 2.3.7.11.13 subgroup CTE tuning. The second diagram shows the preferred settings in Margo Schulter's neoclassical tuning theory, where it is generated by {~2, ~3, ~33/32}, and tuned to MET-24.