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Xenharmonic Wiki:Deleted temperament entries: Difference between revisions

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! Name
! Name
! Subgroup
! Subgroup
! ET join
! Mapping
! Reason for deletion
! Reason for deletion
|-
| Meanundeci
| 11- to 13-limit
| {{Mapping| 1 0 -4 -13 5 10 | 0 1 4 10 -1 -4 }}
| Pointless exotemperament
|-
| Meanundec
| 13-limit
| {{Mapping| 1 0 -4 -13 5 -1 | 0 1 4 10 -1 3 }}
| Pointless exotemperament
|-
| Meanplop
| 13-limit
| {{Mapping| 1 0 -4 -13 24 10 | 0 1 4 10 -13 -4 }}
| Low accuracy is not worth medium complexity; poor-tasted name
|-
|-
| Oviminor
| Oviminor
| 5- to 7-limit
| 5- to 7-limit
| 19 & 1600
| {{Mapping| 1 50 51 147 | 0 184 185 548 }}
| Pointless microtemperament: more complex than egads (which shares the same generator) at lower accuracy
| Pointless microtemperament: more complex than egads (which shares the same generator) at lower accuracy
|-
|-
| Maqamschismic
| Maqamschismic
| 2.3.5.11.(13)
| 2.3.5.11(.13)
| 41 & 53
| {{Mapping| 1 0 15 -33 -28 | 0 1 -8 23 20 }}
| Canonical restriction of cassandra, lack of unique value
| Unenlightening restriction of cassandra to remove a lower-complexity, accurate prime
|-
|-
| Quintapole
| Quintapole
| 7- to 11-limit
| 7- to 11-limit
| 12 & 85
| {{Mapping| 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")
| Medium accuracy is not worth the high complexity; confusing name: could lead to confusion with similarly named "quintupole"
|-
|-
| Quintapole > Galeleic
| Quintapole > galeleic
| 13- to 19-limit
| 13- to 19-limit
| 12f & 85fg
| {{Mapping| 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
| Medium accuracy is not worth the high complexity; not even supported by any patent vals
|-
|-
| Quintapole > Catagali
| Quintapole > catagali
| 13- to 19-limit
| 13- to 19-limit
| 12f & 85g
| {{Mapping| 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
| Medium accuracy is not worth the high complexity; not even supported by any patent vals
|-
|-
| Quintapole > Quintain
| Quintapole > quintain
| 11- to 13-limit
| 11- to 13-limit
| 12 & 85e
| {{Mapping| 1 2 1 1 1 0 | 0 5 -16 -22 -30 -45 }}
| Medium accuracy is not worth the high complexity
| Medium accuracy is not worth the high complexity
|-
|-
| Bixby
| Bixby
| 5-limit
| 5-limit
| 1 & 1c
| {{Mapping| 1 2 0 | 0 0 1 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Archon
| Archon
| 5-limit
| 5-limit
| 1 & 1b
| {{Mapping| 1 0 2 | 0 1 0 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Seesaw
| Seesaw
| 2.3.5.(11)
| 2.3.5(.11)
| 1b & 2
| {{Mapping| 1 0 1 2 | 0 1 1 1 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Seesaw > Heavy windmill
| Seesaw > heavy windmill
| 7- to 11-limit
| 7- to 11-limit
| 1bd & 2
| {{Mapping| 1 0 1 0 | 0 1 1 2 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Seesaw > Light windmill
| Seesaw > light windmill
| 7- to 11-limit
| 7- to 11-limit
| 1b & 2
| {{Mapping| 1 0 1 3 | 0 1 1 0 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Sixseven
| Sixseven
| 2.3.7.(13)
| 2.3.7(.13)
| 1 & 3
| {{Mapping| 1 0 1 2 | 0 1 1 1 }}
| Extreme exotemperament: too coarse even for detempering
|-
| Sixseven > heaven
| 2.3.7.11(.13)
| {{Mapping| 1 0 1 0 2 | 0 1 1 2 1 }}
| Extreme exotemperament: too coarse even for detempering
|-
| Involution
| 5-limit
| {{Mapping| 1 0 5 | 0 1 -2 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Sixseven > Heaven
| Devolution
| 2.3.7.11.(13)
| 3.5.7
| 1e & 3
| {{Mapping| 1 0 3 | 0 1 -1 }}
| Extreme exotemperament: too coarse even for detempering
| Extreme exotemperament: too coarse even for detempering
|-
|-
| Dog
| Dog
| 2.3.19
| 2.3.19
| 7 & 16
| {{Mapping| 1 0 -2 | 0 1 4 }}
| Pointless exotemperament: unenlightening restriction of armodue/armodog, lack of unique value
| Unenlightening restriction of armodue/armodog, lack of unique value
|-
|-
| Sept
| Sept a.k.a. mujannab
| 7- to 13-limit
| 7- to 13-limit
| 7 & 14de
| {{Mapping| 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
| Pointless exotemperament: no reason to leave prime 5 free in 7et rather than prime 7; its former name was also confusable with ''mujannabic''
|-
|-
| Counterorson
| Counterorson
| 7-limit
| 7-limit
| 53 & 1718
| {{Mapping| 1 0 -21 85 | 0 7 103 -363 }}
| Pointless microtemperament: high badness at all but unusable complexity
| Pointless microtemperament: high badness at effectively unusable complexity
|-
|-
| Nanoquectismic
| Quectismic > nanoquectismic
| 7-limit
| 7-limit
| 306 & 665
| {{Mapping| 1 0 -554 109 | 0 1 351 -67 }}
| Pointless microtemperament: high badness at unusable complexity
| Pointless microtemperament: high badness at effectively unusable complexity
|-
|-
| Conanoquectismic
| Quectismic > conanoquectismic
| 7-limit
| 7-limit
| 306d & 665
| {{Mapping| 1 0 -554 -945 | 0 1 351 598 }}
| Pointless microtemperament: extremely high badness at unusable complexity
| Pointless microtemperament: very high badness at effectively unusable complexity
|-
| White dwarf
| 2.3.7.11.101
| {{Mapping| 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
|-
| Neutron star
| 2.3.7.11.101
| {{Mapping| 2 26 42 59 39 | 0 32 51 73 36 }}
| Variant of [[semiosiris]] to an extremely esoteric subgroup
|-
| Countermiracle > counterrevelation
| 11- to 17-limit
| {{Mapping| 1 4 3 3 5 1 1 | 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
| {{Mapping| 1 7 11 12 17 14 | 0 10 16 17 25 19 }}
| Impractical complexity for its accuracy; 25 generators for prime 11 (despite one generator being 550{{C}}), while 24edo is about as accurate as possible
|-
| Tridecafifths
| 7- to 11-limit
| {{Mapping| 1 1 7 6 4 | 0 13 -104 -71 -12 }}
| Medium accuracy is not worth the high complexity
|-
| Octium
| 2.3.19(.23.29.31)
| {{Mapping| 8 2 35 25 47 2 | 0 21 -2 22 -16 74 }}
| Pointless microtemperament: very high badness at effectively unusable complexity
|-
| Tricesimoprimal miracloid
| 2.5.7(.11.19.29.31)
| {{Mapping| 1 419 48 177 157 624 625 | 0 461 50 192 169 685 686 }}
| Pointless microtemperament: very high badness at effectively unusable complexity; confusing name: ''tricesimoprimal'' may be interpreted as pertaining to the 31-limit
|-
| Gilead
| 7-limit
| {{Mapping| 1 4 5 6 | 0 9 10 12 }}
| Low accuracy is not worth the medium complexity
|-
| Paraguay > uruguay
| 13-limit
| {{Mapping| 1 5 6 7 4 5 | 0 13 14 16 2 5 }}
| Does not treat obvious low-complexity candidates for 13/5 and 13/3 as such; paraguay is already high badness in low limits
|-
| French decimal
| 2.5.7.11.13
| {{Mapping| 1 2 54 177 -52 | 0 1 -159 -539 173 }}
| Pointless microtemperament: very high badness at effectively unusable complexity; it is unusable even by 1789edo idiosynchratic French revolution lore standards, notably it doesn't even temper out the jacobin comma 6656/6655
|}
|}


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