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| {{#switch: {{{1|{{PAGENAME}}}}}
| | <includeonly>[[TAMNAMS#Mos pattern names|TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1|{{PAGENAME}}}}}}}''' as the name of {{{1|{{PAGENAME}}}}}. {{#switch: {{{1|{{PAGENAME}}}}} |
| | 1L 5s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on being the opposite pattern of [[5L 1s]] ({{TAMNAMS lookup|5L 1s}}).
| | | 1L 5s = The name is based on being the opposite pattern of [[5L 1s]] ({{TAMNAMS lookup|5L 1s}}). |
| | 2L 4s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from Latin ''malus'', since apples have two concave ends. | | | 2L 4s = The name derives from Latin ''malus'', since apples have two concave ends. |
| | 3L 3s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is a generalization of [[blackwood]][10] and [[whitewood]][14] to 3 periods. | | | 3L 3s = The name generalizes [[blackwood]][10] and [[whitewood]][14] to 3 periods. |
| | 4L 2s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name references its daughter scales [[4L 6s]] ({{TAMNAMS lookup|4L 6s}}) and [[6L 4s]] ({{TAMNAMS lookup|6L 4s}}).
| | | 4L 2s = The name references its daughter scales [[4L 6s]] ({{TAMNAMS lookup|4L 6s}}) and [[6L 4s]] ({{TAMNAMS lookup|6L 4s}}). |
| | 5L 1s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from [[machine]] temperament. Although this name is directly based off of a temperament, tunings of machine cover the entire tuning range of 5L 1s see [[TAMNAMS/Appendix#Machinoid (5L 1s) | here]] for more information. | | | 5L 1s = The name derives from [[machine]] temperament. Although this name is directly based off of a temperament, tunings of machine cover the entire tuning range of 5L 1s see [[TAMNAMS/Appendix #Machinoid (5L 1s)]] for more information. |
| | 1L 6s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on the naming pun of how the name "onyx" sounds like "one-six". | | | 1L 6s = |
| | 2L 5s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on being the opposite pattern of [[5L 2s]] ({{TAMNAMS lookup|5L 2s}}). | | | 2L 5s = The name is based on being the opposite pattern of [[5L 2s]] ({{TAMNAMS lookup|5L 2s}}). |
| | 3L 4s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from "[[mohajira]]-ish", a name from Graham Breed's naming scheme. | | | 3L 4s = The name derives from "[[mohajira]]-ish", a name from Graham Breed's naming scheme. |
| | 4L 3s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from "sharp minor third", referring to the generator's quality. | | | 4L 3s = The name derives from "sharp minor third", referring to the generator's quality. |
| | 5L 2s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name commonly refers to a scale with 5 whole and 2 half steps, or 5 large and 2 small steps; see [[TAMNAMS/Appendix#On_the_term_diatonic | here]] for more information. | | | 5L 2s = The name commonly refers to a scale with 5 whole and 2 half steps, or 5 large and 2 small steps; see [[TAMNAMS/Appendix #On the term diatonic]] for more information. |
| | 6L 1s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name was originally used as a name for the 6L 1s scale in [[13edo]]. | | | 6L 1s = The name was originally used as a name for the 6L 1s scale in [[13edo]]. |
| | 1L 7s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on being the opposite pattern of [[7L 1s]] ({{TAMNAMS lookup|7L 1s}}). | | | 1L 7s = The name is based on being the opposite pattern of [[7L 1s]] ({{TAMNAMS lookup|7L 1s}}). |
| | 2L 6s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on this scale being the largest subset mos of [[2L 6s]] ({{TAMNAMS lookup|2L 6s}}) and [[6L 2s]] ({{TAMNAMS lookup|6L 2s}}).
| | | 2L 6s = The name references to how 2L 6s is the parent scale (or subset scale) of [[2L 8s]] ({{TAMNAMS lookup|2L 8s}}) and [[8L 2s]] ({{TAMNAMS lookup|8L 2s}}). |
| | 3L 5s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from the [[Kite_Giedraitis%27s_Categorizations_of_41edo_Scales | Kite guitar checkerboard scale]].
| | | 3L 5s = The name derives from the [[Kite Giedraitis's Categorizations of 41edo Scales | Kite guitar checkerboard scale]]. |
| | 4L 4s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is a generalization of [[blackwood]][10] and [[whitewood]][14] to 4 periods. | | | 4L 4s = The name generalizes [[blackwood]][10] and [[whitewood]][14] to 4 periods. |
| | 5L 3s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name was originally used as a name for the 5L 3s scale in [[13edo]]. | | | 5L 3s = The name was originally used as a name for the 5L 3s scale in [[13edo]]. |
| | 6L 2s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name indirectly references the temperaments [[echidna]] and [[hedgehog]].
| | | 6L 2s = The name is an abstraction of [[echidna]] and [[hedgehog]] temperaments. |
| | 7L 1s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name indirectly references [[porcupine]] temperament.
| | | 7L 1s = The name is an abstraction of [[porcupine]] temperament. |
| | 1L 8s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on being the opposite pattern of [[8L 1s]] ({{TAMNAMS lookup|8L 1s}}).
| | | 1L 8s = The name is based on being the opposite pattern of [[8L 1s]] ({{TAMNAMS lookup|8L 1s}}). |
| | 2L 7s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name was originally used as a name for the 2L 7s scale in [[20edo]].
| | | 2L 7s = The name was originally used as a name for the 2L 7s scale in [[20edo]]. |
| | 3L 6s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}.
| | | 3L 6s = The name references Alexander Tcherepnin's nine-note scale, corresponding to to 3L 6s in [[12edo]]. |
| | 4L 5s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from "grave minor third", referring to the generator's quality.
| | | 4L 5s = The name derives from "grave minor third", referring to the generator's quality. |
| | 5L 4s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from "half-fourth", referring to the generator's quality.
| | | 5L 4s = The name derives from "half-fourth", referring to the generator's quality. |
| | 6L 3s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name indirectly references [[triforce]] temperament.
| | | 6L 3s = The name is an abstraction of [[triforce]] temperament. |
| | 7L 2s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name references [[Armodue]], a system of theory for the 7L 2s scale in [[16edo]].
| | | 7L 2s = The name references [[Armodue]], a system of theory for the 7L 2s scale in [[16edo]]. |
| | 8L 1s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from "subneutral", referring to the generator's quality.
| | | 8L 1s = The name derives from "subneutral", referring to the generator's quality. |
| | 1L 9s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is based on being the opposite pattern of [[9L 1s]] ({{TAMNAMS lookup|9L 1s}}).
| | | 1L 9s = The name is based on being the opposite pattern of [[9L 1s]] ({{TAMNAMS lookup|9L 1s}}). |
| | 2L 8s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name indirectly references the temperaments [[pajara]], [[injera]], and [[diaschismic]].
| | | 2L 8s = The name is an abstraction of [[pajara]], [[injera]], and [[diaschismic]] temperaments. |
| | 3L 7s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from [[sephiroth]] temperament. Although this name is directly based off of a temperament, tunings of sephiroth cover the entire tuning range of 3L 7s; see [[TAMNAMS/Appendix#Sephiroid (3L 7s) | here]] for more information.
| | | 3L 7s = The name derives from [[sephiroth]] temperament. Although this name is directly based off of a temperament, tunings of sephiroth cover the entire tuning range of 3L 7s; see [[TAMNAMS/Appendix #Sephiroid (3L 7s)]] for more information. |
| | 4L 6s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name references its parent scale [[4L 2s]] ({{TAMNAMS lookup|4L 2s}}).
| | | 4L 6s = The name references its parent scale [[4L 2s]] ({{TAMNAMS lookup|4L 2s}}). |
| | 5L 5s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name is a generalization of [[blackwood]][10] and [[whitewood]][14] to 5 periods.
| | | 5L 5s = The name generalizes [[blackwood]][10] and [[whitewood]][14] to 5 periods. |
| | 6L 4s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name references its parent scale [[4L 2s]] ({{TAMNAMS lookup|4L 2s}}), as well as indirectly referencing [[lemba]] temperament.
| | | 6L 4s = The name references its parent scale [[4L 2s]] ({{TAMNAMS lookup|4L 2s}}), as well as indirectly referencing [[lemba]] temperament. |
| | 7L 3s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from [[dichotic]] and [[dicot]] temperament. Although this name is directly based off of a temperament, tunings of these temperaments cover the entire tuning range of 7L 3s; see [[TAMNAMS/Appendix#Dicoid (7L 3s) | here]] for more information.
| | | 7L 3s = The name derives from [[dichotic]] and [[dicot]] temperament. Although this name is directly based off of a temperament, tunings of dichotic and dicot cover the entire tuning range of 7L 3s; see [[TAMNAMS/Appendix #Dicoid (7L 3s)]] for more information. |
| | 8L 2s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from Hindi ''aṭhārah'', for 18.
| | | 8L 2s = The name derives from Hindi ''aṭhārah'' for 18, in reference to [[18edo]] containing a basic 8L 2s scale. |
| | 9L 1s = [[TAMNAMS]] suggests the temperament-agnostic name '''{{TAMNAMS lookup|{{{1}}}}}''' as the name of {{{1}}}. The name derives from the [[sinaic]], referring to the generator's quality.
| | | 9L 1s = The name derives from the [[sinaic]], referring to the generator's quality. |
| | No TAMNAMS name or invalid scale signature.
| | | #default = No TAMNAMS name or invalid scale signature. |
| }}
| | }}</includeonly><noinclude> |
| | {{documentation}} |
| | |
| | [[Category:MOS scale templates]] |
| | </noinclude> |