User:Moremajorthanmajor/7L 2s (major tenth-equivalent): Difference between revisions
Jump to navigation
Jump to search
No edit summary |
CompactStar (talk | contribs) Removing information about superdiatonic |
||
Line 1: | Line 1: | ||
{{ | {{Infobox MOS|Equave=5/2}} | ||
This page is about a [[MOS scale]] with a period of [[5/2]] and 7 large steps and 2 small steps arranged LLLsLLLLs (or any rotation of that, such as LLsLLLsLL). | |||
==Name== | ==Name== | ||
==Temperaments== | ==Temperaments== | ||
==Scale tree== | ==Scale tree== | ||
{| class="wikitable" | {| class="wikitable" |
Revision as of 06:44, 20 May 2023
Lua error in Module:MOS at line 46: attempt to index local 'equave' (a nil value).
This page is about a MOS scale with a period of 5/2 and 7 large steps and 2 small steps arranged LLLsLLLLs (or any rotation of that, such as LLsLLLsLL).
Name
Temperaments
Scale tree
Generator | Generator size (normalized) | Generator size (ed16\12 [→ed4\3]) | Pentachord steps | Comments | ||
---|---|---|---|---|---|---|
4\7 | 960 | 914.285… | 1 1|1 0 | |||
25\44 | 937.5 | 909.09 | 6 6|6 1 | |||
71\125 | 936.263… | 908.8 | 17 17|17 3 | |||
46\81 | 935.593… | 908.641… | 11 11|11 2 | |||
67\118 | 934.883… | 908.474… | 16 16|16 3 | |||
21\37 | 933.3 | 908.108 | 5 5|5 1 | |||
80\141 | 932.038… | 907.801… | 19 19|19 4 | |||
59\104 | 931.579… | 907.692… | 14 14|14 3 | |||
38\67 | 930.612… | 907.462… | 9 9|9 2 | |||
55\97 | 929.577… | 907.216… | 13 13|13 3 | |||
72\127 | 929.032… | 907.086… | 17 17|17 4 | |||
89\157 | 928.695… | 907.006… | 21 21|21 5 | |||
17\30 | 927.27 | 906.6 | 4 4|4 1 | L/s = 4 | ||
115\203 | 926.174… | 906.403… | 27 27|27 7 | |||
98\173 | 925.984… | 906.358… | 23 23|23 6 | |||
81\143 | 925.714… | 906.293… | 19 19|19 5 | |||
64\113 | 925.301… | 906.194… | 15 15|15 4 | |||
47\83 | 924.591… | 906.024… | 11 11|11 3 | |||
30\53 | 923.076… | 905.660… | 7 7|7 2 | |||
73\129 | 922.105… | 905.426… | 17 17|17 5 | |||
43\76 | 921.428… | 905.263… | 10 10|10 3 | |||
56\99 | 920.547… | 905.05 | 13 13|13 4 | |||
69\122 | 920 | 904.918… | 16 16|16 5 | |||
82\145 | 919.626… | 904.827… | 19 19|19 6 | |||
95\168 | 919.354… | 904.761… | 22 22|22 7 | |||
919.340… | 904.758… | π π|π 1 | L/s = π | |||
108\191 | 919.148… | 904.712… | 25 25|25 8 | |||
121\214 | 918.987… | 904.672… | 28 28|28 9 | 28;9 Superdiatonic 1/28-tone | ||
134\237 | 918.857… | 904.642… | 31 31|31 10 | |||
13\23 | 917.647… | 904.347… | 3 3|3 1 | Terra Rubra 1/3-tone | ||
126\223 | 916.36 | 904.035… | 29 29|29 10 | Terra Rubra 1/29-tone | ||
113\200 | 916.216 | 904 | 26 26|26 9 | Terra Rubra 1/26-tone | ||
100\177 | 916.030… | 903.954… | 23 23|23 8 | |||
87\154 | 915.789… | 903.896… | 20 20|20 7 | |||
74\131 | 915.463… | 903.816… | 17 17|17 6 | Terra Rubra 1/17-tone | ||
61\108 | 915 | 903.703 | 14 14|14 5 | Terra Rubra 1/14-tone | ||
109\193 | 914.685… | 903.626… | 25 25|25 9 | Terra Rubra 1/25-tone | ||
48\85 | 914.286… | 903.529… | 11 11|11 4 | Terra Rubra 1/11-tone | ||
913.820… | 903.415… | e e|e 1 | L/s = e | |||
35\62 | 913.043… | 903.225… | 8 8|8 3 | Terra Rubra 1/8-tone | ||
92\163 | 912.396… | 903.067… | 21 21|21 8 | 21;8 Superdiatonic 1/21-tone | ||
912.286… | 903.040… | φ+1 φ+1|φ+1 1 | Split φ superdiatonic relation (34;13 - 55;21 - 89;34 - 144;55 - 233;89 - 377;144 - 610;233..) | |||
57\101 | 912 | 902.970… | 13 13|13 5 | 13;5 Superdiatonic 1/13-tone | ||
79\140 | 911.538… | 902.857… | 18 18|18 7 | |||
22\39 | 910.344… | 902.564… | 5 5|5 2 | Terra Rubra 1/5-tone | ||
75\133 | 909.09 | 902.255… | 17 17|17 7 | 17;7 Superdiatonic 1/17-tone | ||
53\94 | 908.571… | 902.127… | 12 12|12 5 | |||
31\55 | 907.317… | 901.81 | 7 7|7 3 | 7;3 Superdiatonic 1/7-tone | ||
71\126 | 906.382… | 901.587… | 16 16|16 7 | |||
40\71 | 905.660… | 901.408… | 9 9|9 4 | 9;4 Superdiatonic 1/9-tone | ||
49\87 | 904.615… | 901.149… | 11 11|11 5 | 11;5 Superdiatonic 1/11-tone | ||
58\103 | 903.896… | 900.970… | 13 13|13 6 | 13;6 Superdiatonic 1/13-tone | ||
67\119 | 903.370… | 900.840… | 15 15|15 7 | |||
76\135 | 902.970… | 900.740 | 17 17|17 7 | |||
85\151 | 902.654… | 900.662… | 19 19|19 9 | |||
94\167 | 902.4 | 900.598… | 21 21|21 10 | |||
103\183 | 902.189… | 900.564… | 23 23|23 11 | |||
112\199 | 902.013… | 900.502… | 25 25|25 12 | |||
121\215 | 901.863… | 900.465… | 27 27|27 13 | |||
9\16 | 900 | 900 | 2 2|2 1 | [BOUNDARY OF PROPRIETY: smaller generators are strictly proper] | ||
230\409 | 899.022… | 899.755… | 51 51|51 26 | |||
221\393 | 898.983… | 899.745… | 49 49|49 25 | |||
212\377 | 898.939… | 899.734… | 47 47|47 24 | |||
203\361 | 898.892… | 899.722… | 45 45|45 23 | |||
194\345 | 898.841… | 899.710… | 43 43|43 22 | |||
185\329 | 898.785… | 899.696… | 41 41|41 21 | |||
176\313 | 898.723… | 899.680… | 39 39|39 20 | |||
167\297 | 898.654… | 899.663… | 37 37|37 19 | |||
158\281 | 898.578… | 899.644… | 35 35|35 18 | |||
149\265 | 898.492… | 899.622… | 33 33|33 17 | |||
140\249 | 898.395… | 899.598… | 31 31|31 16 | |||
131\233 | 898.285… | 899.570… | 29 29|29 15 | |||
122\217 | 898.159… | 899.539… | 27 27|27 14 | |||
113\201 | 898.013… | 899.502… | 25 25|25 13 | |||
104\185 | 897.841… | 899.459… | 23 23|23 12 | |||
95\169 | 897.637… | 899.408… | 21 21|21 11 | |||
86\153 | 897.391… | 899.346… | 19 19|19 10 | |||
77\137 | 897.087… | 899.270… | 17 17|17 9 | |||
68\121 | 896.703… | 899.173… | 15 15|15 8 | |||
59\105 | 896.202… | 899.047… | 13 13|13 7 | Terra Rubra 1/13-tone | ||
50\89 | 895.522… | 898.876… | 11 11|11 6 | Terra Rubra 1/11-tone | ||
41\73 | 894.54 | 898.630… | 9 9|9 5 | Terra Rubra 1/9-tone | ||
32\57 | 893.023… | 898.245… | 7 7|7 4 | Terra Rubra 1/7-tone (the 'Commatic' version of Terra Rubra, because its high accuracy of the 16/15 interval, the note '2b') | ||
892.459… | 898.102… | √3 √3|√3 1 | ||||
55\98 | 891.891 | 897.959… | 12 12|12 7 | |||
78\139 | 891.428… | 897.841… | 17 17|17 10 | Terra Rubra 1/17-tone | ||
23\41 | 890.323… | 897.560… | 5 5|5 3 | 5;3 Golden Terra Rubra 1/5-tone | ||
83\148 | 889.285… | 897.297 | 18 18|18 11 | |||
60\107 | 888.8 | 897.196… | 13 13|13 8 | 13;8 Golden Terra Rubra 1/13-tone | ||
888.643… | 897.133… | φ φ|φ 1 | GOLDEN Terra Rubra (L/s = φ) | |||
97\173 | 888.549… | 897.109… | 21 21|21 13 | 21;13 Golden Terra Rubra 1/21-tone | ||
37\66 | 888 | 896.96 | 8 8|8 5 | 8;5 Golden Terra Rubra 1/8-tone | ||
88\157 | 887.394… | 896.815… | 19 19|19 12 | |||
51\91 | 886.956… | 896.703… | 11 11|11 7 | 11;7 Superdiatonic 1/11-tone | ||
886.933… | 896.697… | π π|π 2 | ||||
116\207 | 886.624… | 896.618… | 25 25|25 16 | 25;16 Superdiatonic 1/25-tone | ||
65\116 | 886.36 | 896.551… | 14 14|14 9 | 14;9 Superdiatonic 1/14-tone | ||
79\141 | 885.981… | 896.453… | 17 17|17 11 | 17;11 Superdiatonic 1/17-tone | ||
93\166 | 885.714… | 896.385… | 20 20|20 13 | |||
107\191 | 885.517… | 896.335… | 23 23|23 15 | |||
121\216 | 885.365… | 896.296 | 26 26|26 17 | 26;17 Superdiatonic 1/26-tone | ||
135\241 | 885.245… | 896.265… | 29 29|29 19 | 29;19 Superdiatonic 1/29-tone | ||
14\25 | 884.210… | 896 | 3 3|3 2 | 3;2 Golden Terra Rubra 1/3-tone | ||
145\259 | 883.248… | 895.752… | 31 31|31 21 | 31;21 Superdiatonic 1/31-tone | ||
131\234 | 883.146… | 895.726… | 28 28|28 19 | 28;19 Superdiatonic 1/28-tone | ||
117\209 | 883.018… | 895.693… | 25 25|25 17 | |||
103\184 | 882.857… | 895.652… | 22 22|22 15 | |||
89\159 | 882.644… | 895.579… | 19 19|19 13 | |||
75\134 | 882.353… | 895.522… | 16 16|16 11 | |||
61\109 | 881.927… | 895.412… | 13 13|13 9 | |||
47\84 | 881.25 | 895.238… | 10 10|10 7 | |||
80\143 | 880.733… | 895.104… | 17 17|17 12 | |||
33\59 | 880 | 894.915… | 7 7|7 5 | |||
85\152 | 879.310… | 894.736… | 18 18|18 13 | |||
52\93 | 878.873… | 894.623… | 11 11|11 8 | |||
71\127 | 878.350… | 894.488… | 15 15|15 11 | |||
19\34 | 876.923… | 894.117… | 4 4|4 3 | |||
62\111 | 875.294… | 893.693 | 13 13|13 10 | |||
43\77 | 874.576… | 893.506… | 9 9|9 7 | |||
67\120 | 873.913… | 893.3 | 14 14|14 11 | |||
24\43 | 872.72 | 893.023… | 5 5|5 4 | |||
53\95 | 871.232… | 892.631… | 11 11|11 9 | |||
29\52 | 870 | 892.307… | 6 6|6 5 | |||
5\9 | 857.142… | 888.8 | 1 1|1 1 |