Xenharmonic Wiki:Deleted temperament entries
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This page collects deleted entries of regular temperaments from the Xenharmonic Wiki due to not meeting our notability guidelines, although other materials may still reference them. We recommend to refer to these temperaments with an ET join (e. g. "11-limit 12 & 85") or as a restriction of a different temperament (e. g. "no-7's cassandra").
| Name | Subgroup | Mapping | Reason for deletion |
|---|---|---|---|
| Meanplop | 13-limit | [⟨1 0 -4 -13 24 10], ⟨0 1 4 10 -13 -4]] | Low accuracy is not worth medium complexity; poor-tasted name |
| Oviminor | 5- to 7-limit | [⟨1 50 51 147], ⟨0 184 185 548]] | Pointless microtemperament: more complex than egads (which shares the same generator) at lower accuracy |
| Maqamschismic | 2.3.5.11(.13) | [⟨1 0 15 -33 -28], ⟨0 1 -8 23 20]] | Unenlightening restriction of cassandra to remove a lower-complexity, accurate prime |
| Quintapole | 7- to 11-limit | [⟨1 2 1 1 0], ⟨0 5 -16 -22 -42]] | Medium accuracy is not worth the high complexity; confusing name (could lead to confusion with similarly named "quintupole") |
| Quintapole > galeleic | 13- to 19-limit | [⟨1 2 1 1 0 -1 5 4], ⟨0 5 -16 -22 -42 -57 11 -3]] | Medium accuracy is not worth the high complexity; not even supported by any patent vals |
| Quintapole > catagali | 13- to 19-limit | [⟨1 2 1 1 0 0 5 4], ⟨0 5 -16 -22 -42 -45 11 -3]] | Medium accuracy is not worth the high complexity; not even supported by any patent vals |
| Quintapole > quintain | 11- to 13-limit | [⟨1 2 1 1 1 0], ⟨0 5 -16 -22 -30 -45]] | Medium accuracy is not worth the high complexity |
| Bixby | 5-limit | [⟨1 2 0], ⟨0 0 1]] | Extreme exotemperament: too coarse even for detempering |
| Archon | 5-limit | [⟨1 0 2], ⟨0 1 0]] | Extreme exotemperament: too coarse even for detempering |
| Seesaw | 2.3.5(.11) | [⟨1 0 1 2], ⟨0 1 1 1]] | Extreme exotemperament: too coarse even for detempering |
| Seesaw > heavy windmill | 7- to 11-limit | [⟨1 0 1 0], ⟨0 1 1 2]] | Extreme exotemperament: too coarse even for detempering |
| Seesaw > light windmill | 7- to 11-limit | [⟨1 0 1 3], ⟨0 1 1 0]] | Extreme exotemperament: too coarse even for detempering |
| Sixseven | 2.3.7(.13) | [⟨1 0 1 2], ⟨0 1 1 1]] | Extreme exotemperament: too coarse even for detempering |
| Sixseven > heaven | 2.3.7.11(.13) | [⟨1 0 1 0 2], ⟨0 1 1 2 1]] | Extreme exotemperament: too coarse even for detempering |
| Dog | 2.3.19 | [⟨1 0 -2], ⟨0 1 4]] | unenlightening restriction of armodue/armodog, lack of unique value |
| Sept a.k.a. mujannab | 7- to 13-limit | [⟨7 11 0 20 8 26], ⟨0 0 1 0 1 0]] | Pointless exotemperament: no reason to leave prime 5 free in 7et rather than prime 7; its former name was also confusable with mujannabic |
| Counterorson | 7-limit | [⟨1 0 -21 85], ⟨0 7 103 -363]] | Pointless microtemperament: high badness at unusable complexity |
| Quectismic > nanoquectismic | 7-limit | [⟨1 0 -554 109], ⟨0 1 351 -67]] | Pointless microtemperament: high badness at unusable complexity |
| Quectismic > conanoquectismic | 7-limit | [⟨1 0 -554 -945], ⟨0 1 351 598]] | Pointless microtemperament: extremely high badness at unusable complexity |
| White dwarf | 2.3.7.11.101 | [⟨1 25 2 -3 131], ⟨0 29 -1 -8 154]] | Extension of chrysanthemum to an extremely esoteric subgroup with extremely high complexity for its extension |
| Countermiracle > countermanna | 13- to 17-limit | [⟨1 -21 -4 1 -39 -102 -98], ⟨0 25 7 2 47 117 113]] | Medium accuracy is not worth the high complexity |
| Countermiracle > counterbenediction | 13- to 17-limit | [⟨1 -21 -4 1 -39 29 57 61], ⟨0 25 7 2 47 -59 -63]] | Medium accuracy is not worth the high complexity |
| Countermiracle > counterrevelation | 11- to 17-limit | [⟨1 -21 -4 1 -11 29 33], ⟨0 25 7 2 16 -28 -32]] | Medium accuracy is not worth the high complexity; obvious 11/9 candidate at 3 gens is not treated as such |
| Cohemiripple | 7- to 13-limit | [⟨1 -3 -5 -5 -8 -5], ⟨0 10 16 17 25 19]] | Impractical complexity for its accuracy; 25 generators for prime 11 (despite one generator being 550 ¢), while 24edo is about as accurate as possible |