Escapade family: Difference between revisions

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VisualWikitext

@@ Line 128: / Line 128: @@
 {{Mapping|legend=1| 1 2 2 4 | 0 -9 7 -26 }}
-{{Multival|legend=1| 9 -7 26 -32 16 80 }}
 [[Optimal tuning]] ([[POTE]]): ~2 = 1200.000, ~28/27 = 55.122
@@ Line 182: / Line 180: @@
 ''[[#Strong extensions|Return to the map]]''
-Given the slightly sharp ~[[3/2]] in ideal tunings of escapade (between [[65edo]] and [[87edo]]), it does very little damage to temper out [[5120/5103]] to extend it to the [[7-limit]]; the cost is that the harmonic 7 is exceedingly complex, located all the way at 61 generators up.
+Given the slightly sharp ~[[3/2]] in ideal tunings of escapade (between [[65edo]] and [[87edo]]), it does very little damage to temper out [[5120/5103]] to extend it to prime 7; the cost is that the harmonic 7 is exceedingly complex, located all the way at 61 generators up.
 === 7-limit ===
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 {{Mapping|legend=1| 1 2 2 0 | 0 -9 7 61 }}
-{{Multival|legend=1| 9 -7 -61 -32 -122 -122 }}
 [[Optimal tuning]] ([[POTE]]): ~2 = 1200.000, ~16128/15625 = 55.243
@@ Line 252: / Line 248: @@
 {{Mapping|legend=1| 1 2 2 3 | 0 -9 7 -4 }}
-{{Multival|legend=1| 9 -7 4 -32 -19 29 }}
 [[Optimal tuning]] ([[POTE]]): ~2 = 1200.000, ~49/48 = 55.327
@@ Line 327: / Line 321: @@
 : mapping generators: ~343/243, ~16875/16384
-{{Multival|legend=1| 18 -14 30 -64 -3 109 }}
 [[Optimal tuning]] ([[POTE]]): ~343/243 = 1\2, ~16875/16384 = 55.320
@@ Line 404: / Line 396: @@
 : mapping generators: ~2, ~64/63
-{{Multival|legend=1| 18 -14 -35 -64 -106 -42 }}
 [[Optimal tuning]] ([[POTE]]): ~2 = 1\1, ~64/63 = 27.668
@@ Line 456: / Line 446: @@
 [[Category:Temperament families]]
+[[Category:Pages with mostly numerical content]]
 [[Category:Escapade family| ]] <!-- main article -->
 [[Category:Rank 2]]