User:Moremajorthanmajor/14edIX: Difference between revisions
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| Line 23: | Line 23: | ||
|1 | |1 | ||
|G#/Ab | |G#/Ab | ||
| | |82.857-''85.714'' | ||
|89.61 | |89.61 | ||
| colspan="2" | | | colspan="2" |86.939-92.653 | ||
|90.476-90.612 | |90.476-90.612 | ||
| colspan="2" | | | colspan="2" |88.571-94.694 | ||
|92.571-''92.857'' | |92.571-''92.857'' | ||
|94.286- | |94.286-97.143 | ||
|- | |- | ||
|2 | |2 | ||
|A | |A | ||
| | |165.714-''171.429'' | ||
|179.221 | |179.221 | ||
| colspan="2" | | | colspan="2" |173.878-185.306 | ||
|180.952-181.2245 | |180.952-181.2245 | ||
| colspan="2" | | | colspan="2" |177.143-189.388 | ||
|185.143-''185.714'' | |185.143-''185.714'' | ||
|188.571- | |188.571-194.286 | ||
|- | |- | ||
|3 | |3 | ||
|A#/Bb | |A#/Bb | ||
| | |248.571-''257.143'' | ||
|268.831 | |268.831 | ||
| colspan="2" | | | colspan="2" |260.816-277.959 | ||
|271.429-271.837 | |271.429-271.837 | ||
| colspan="2" | | | colspan="2" |265.714-284.082 | ||
|277.714-''278.571'' | |277.714-''278.571'' | ||
|282.857- | |282.857-291.429 | ||
|- | |- | ||
|4 | |4 | ||
|B | |B | ||
| | |331.429-''342.857'' | ||
|358.442 | |358.442 | ||
| colspan="2" | | | colspan="2" |357.755-370.612 | ||
|361.905-362.449 | |361.905-362.449 | ||
| colspan="2" | | | colspan="2" |354.286-378.7755 | ||
|370.286-''371.429'' | |370.286-''371.429'' | ||
|377.143- | |377.143-388.571 | ||
|- | |- | ||
|5 | |5 | ||
|B#/Cb | |B#/Cb | ||
| | |414.286-''428.571'' | ||
|448.052 | |448.052 | ||
| colspan="2" | | | colspan="2" |434.694-463.265 | ||
|452.381-453.061 | |452.381-453.061 | ||
| colspan="2" | | | colspan="2" |442.857-473.436 | ||
|462.857-''464.286'' | |462.857-''464.286'' | ||
|471.429- | |471.429-485.714 | ||
|- | |- | ||
|6 | |6 | ||
|C | |C | ||
| | |497.143-''514.286'' | ||
|537.662 | |537.662 | ||
| colspan="2" | | | colspan="2" |521.633-555.918 | ||
|542.857-543.6735 | |542.857-543.6735 | ||
| colspan="2" | | | colspan="2" |531.429-568.163 | ||
|555.429-''557.143'' | |555.429-''557.143'' | ||
|565.714- | |565.714-582.857 | ||
|- | |- | ||
|7 | |7 | ||
|Q | |Q | ||
| | |580-''600'' | ||
|627.273 | |627.273 | ||
| colspan="2" | | | colspan="2" |608.571-648.571 | ||
|633.333-634.286 | |633.333-634.286 | ||
| colspan="2" | | | colspan="2" |620-662.857 | ||
|648-''650'' | |648-''650'' | ||
|660- | |660-680 | ||
|- | |- | ||
|8 | |8 | ||
|Q#/Db | |Q#/Db | ||
| | |662.857-''685.714'' | ||
|716.883 | |716.883 | ||
| colspan="2" | | | colspan="2" |695.51-741.2245 | ||
|723.8095-724.898 | |723.8095-724.898 | ||
| colspan="2" | | | colspan="2" |708.571-757.551 | ||
|740.571-''742.857'' | |740.571-''742.857'' | ||
|754.286- | |754.286-777.143 | ||
|- | |- | ||
|9 | |9 | ||
|D | |D | ||
| | |745.714-''771.429'' | ||
|806.4935 | |806.4935 | ||
| colspan="2" | | | colspan="2" |782.449-833.878 | ||
|814.286-815.510 | |814.286-815.510 | ||
| colspan="2" | | | colspan="2" |797.143-852.245 | ||
|833.143-''835.714'' | |833.143-''835.714'' | ||
|848.571- | |848.571-874.286 | ||
|- | |- | ||
|10 | |10 | ||
|D#/Eb | |D#/Eb | ||
| | |828.571-''857.143'' | ||
|896.103 | |896.103 | ||
| colspan="2" | | | colspan="2" |869.388-926.531 | ||
|904.762-906.1225 | |904.762-906.1225 | ||
| colspan="2" | | | colspan="2" |885.714-946.938 | ||
|925.714-''928.571'' | |925.714-''928.571'' | ||
|942.857- | |942.857-971.429 | ||
|- | |- | ||
|11 | |11 | ||
|E | |E | ||
| | |911.429-''942.857'' | ||
|985.714 | |985.714 | ||
| colspan="2" | | | colspan="2" |956.327-1019.184 | ||
|995.238-996.735 | |995.238-996.735 | ||
| colspan="2" | | | colspan="2" |974.286-1041.633 | ||
|1018.286-''1021.429'' | |1018.286-''1021.429'' | ||
|1037.143- | |1037.143-1068.571 | ||
|- | |- | ||
|12 | |12 | ||
|E#/Fb | |E#/Fb | ||
| | |994.286-''1028.571'' | ||
|1075.325 | |1075.325 | ||
| colspan="2" | | | colspan="2" |1043.266-1111.837 | ||
|1085.714-1087.347 | |1085.714-1087.347 | ||
| colspan="2" | | | colspan="2" |1062.857-1136.3265 | ||
|1110.857-''1114.286'' | |1110.857-''1114.286'' | ||
|1131.429- | |1131.429-1165.714 | ||
|- | |- | ||
|13 | |13 | ||
|F | |F | ||
| | |1077.143-''1114.286'' | ||
|1164.935 | |1164.935 | ||
| colspan="2" | | | colspan="2" |1130.204-1204.49 | ||
|1176.1905-1177.959 | |1176.1905-1177.959 | ||
| colspan="2" | | | colspan="2" |1151.429-1231.02 | ||
|1203.429-''1207.143'' | |1203.429-''1207.143'' | ||
|1225.714- | |1225.714-1262.857 | ||
|- | |- | ||
|14 | |14 | ||
|G | |G | ||
| | |1160-''1200'' | ||
|1254.5455 | |1254.5455 | ||
| colspan="2" | | | colspan="2" |1217.143-1297.143 | ||
|1266.667-1268.571 | |1266.667-1268.571 | ||
| colspan="2" | | | colspan="2" |1240-1325.714 | ||
|1296-''1300'' | |1296-''1300'' | ||
|1320- | |1320-1360 | ||
|} | |} | ||
{| class="wikitable" | {| class="wikitable" | ||
| Line 183: | Line 183: | ||
|F#/Gb | |F#/Gb | ||
|G#/Ab | |G#/Ab | ||
| | |91.429-94.286 | ||
|94.737 | |94.737 | ||
| colspan="2" | | | colspan="2" |92.381-98.095 | ||
|95.798 | |95.798 | ||
| colspan="2" | | | colspan="2" |93.571-99.286 | ||
|''96.429'' | |''96.429'' | ||
|97.143 | |97.143 | ||
|97.959-100. | |97.959-100.816 | ||
|- | |- | ||
|2 | |2 | ||
|G | |G | ||
|A | |A | ||
| | |183.857-188.571 | ||
|189.473 | |189.473 | ||
| colspan="2" | | | colspan="2" |184.762-196.1905 | ||
|191.597 | |191.597 | ||
| colspan="2" | | | colspan="2" |187.143-198.571 | ||
|''192.857'' | |''192.857'' | ||
|194.286 | |194.286 | ||
|195.918- | |195.918-201.633 | ||
|- | |- | ||
|3 | |3 | ||
|G#/Ab | |G#/Ab | ||
|A#/Bb | |A#/Bb | ||
| | |274.286-282.857 | ||
|284.2105 | |284.2105 | ||
| colspan="2" | | | colspan="2" |277.143-294.286 | ||
|287.395 | |287.395 | ||
| colspan="2" | | | colspan="2" |280.714-297.857 | ||
|''289.286'' | |''289.286'' | ||
|291.429 | |291.429 | ||
|293.878- | |293.878-301.449 | ||
|- | |- | ||
|4 | |4 | ||
|A | |A | ||
|B | |B | ||
| | |363.714-377.143 | ||
|378.947 | |378.947 | ||
| colspan="2" | | | colspan="2" |369.524-392.381 | ||
|383.193 | |383.193 | ||
| colspan="2" | | | colspan="2" |374.286-397.143 | ||
|''385.714'' | |''385.714'' | ||
|388.571 | |388.571 | ||
|391.836- | |391.836-403.265 | ||
|- | |- | ||
|5 | |5 | ||
|A#/Bb | |A#/Bb | ||
|B#/Cb | |B#/Cb | ||
| | |455.143-471.429 | ||
|473.684 | |473.684 | ||
| colspan="2" | | | colspan="2" |461.905-490.476 | ||
|478.992 | |478.992 | ||
| colspan="2" | | | colspan="2" |467.857-496.429 | ||
|''482.143'' | |''482.143'' | ||
|485.714 | |485.714 | ||
|489.796- | |489.796-504.082 | ||
|- | |- | ||
|6 | |6 | ||
|B | |B | ||
|C | |C | ||
| | |546.571-565.714 | ||
|568.421 | |568.421 | ||
| colspan="2" | | | colspan="2" |554.286-588.571 | ||
|574.79 | |574.79 | ||
| colspan="2" | | | colspan="2" |561.429-595.714 | ||
|''578.571'' | |''578.571'' | ||
|582.857 | |582.857 | ||
|587.755- | |587.755-604.898 | ||
|- | |- | ||
|7 | |7 | ||
|H | |H | ||
|Q | |Q | ||
| | |640-660 | ||
|663.158 | |663.158 | ||
| colspan="2" | | | colspan="2" |646.667-686.667 | ||
|670.588 | |670.588 | ||
| colspan="2" | | | colspan="2" |655-695 | ||
|''675'' | |''675'' | ||
|680 | |680 | ||
|685.714- | |685.714-705.714 | ||
|- | |- | ||
|8 | |8 | ||
|H#/Cb | |H#/Cb | ||
|Q#/Db | |Q#/Db | ||
| | |731.429-754.286 | ||
|757.894 | |757.894 | ||
| colspan="2" | | | colspan="2" |739.048-784.762 | ||
|766.387 | |766.387 | ||
| colspan="2" | | | colspan="2" |748.571-794.286 | ||
|''771.429'' | |''771.429'' | ||
|777.143 | |777.143 | ||
|783.6735- | |783.6735-806.531 | ||
|- | |- | ||
|9 | |9 | ||
|C | |C | ||
|D | |D | ||
| | |823.857-848.571 | ||
|853.632 | |853.632 | ||
| colspan="2" | | | colspan="2" |831.429-882.857 | ||
|862.185 | |862.185 | ||
| colspan="2" | | | colspan="2" |842.143-893.571 | ||
|''867.857'' | |''867.857'' | ||
|874.286 | |874.286 | ||
|881.633- | |881.633-907.347 | ||
|- | |- | ||
|10 | |10 | ||
|C#/Db | |C#/Db | ||
|D#/Eb | |D#/Eb | ||
| | |914.286-942.857 | ||
|947.368 | |947.368 | ||
| colspan="2" | | | colspan="2" |923.8095-980.952 | ||
|957.983 | |957.983 | ||
| colspan="2" | | | colspan="2" |935.714-992.857 | ||
|''964.286'' | |''964.286'' | ||
|971.429 | |971.429 | ||
|979.592- | |979.592-1008.163 | ||
|- | |- | ||
|11 | |11 | ||
|D | |D | ||
|E | |E | ||
| | |1003.714-1037.143 | ||
|1042.105 | |1042.105 | ||
| colspan="2" | | | colspan="2" |1016.1905-1079.048 | ||
|1053.7815 | |1053.7815 | ||
| colspan="2" | | | colspan="2" |1029.286-1092.143 | ||
|''1060.714'' | |''1060.714'' | ||
|1068.571 | |1068.571 | ||
|1077.551- | |1077.551-1108.98 | ||
|- | |- | ||
|12 | |12 | ||
|D#/Eb | |D#/Eb | ||
|E#/Fb | |E#/Fb | ||
| | |1095.143-1131.429 | ||
|1136.842 | |1136.842 | ||
| colspan="2" | | | colspan="2" |1108.429-1177.143 | ||
|1149.58 | |1149.58 | ||
| colspan="2" | | | colspan="2" |1122.857-1191.429 | ||
|''1157.143'' | |''1157.143'' | ||
|1165.714 | |1165.714 | ||
|1175.51- | |1175.51-1209.796 | ||
|- | |- | ||
|13 | |13 | ||
|E | |E | ||
|F | |F | ||
| | |1186.571-1225.714 | ||
|1231.579 | |1231.579 | ||
| colspan="2" | | | colspan="2" |1200.952-1275.238 | ||
|1245.378 | |1245.378 | ||
| colspan="2" | | | colspan="2" |1216.429-1290.714 | ||
|''1253.571'' | |''1253.571'' | ||
|1262.857 | |1262.857 | ||
|1273.469- | |1273.469-1310.612 | ||
|- | |- | ||
|14 | |14 | ||
|F | |F | ||
|G | |G | ||
| | |1280-1320 | ||
|1326.316 | |1326.316 | ||
| colspan="2" | | | colspan="2" |1293.333-1373.333 | ||
|1341.1765 | |1341.1765 | ||
| colspan="2" | | | colspan="2" |1310-1390 | ||
|''1350'' | |''1350'' | ||
|1360 | |1360 | ||
|1371.429- | |1371.429-1411.429 | ||
|} | |} | ||
{| class="wikitable" | {| class="wikitable" | ||
| Line 375: | Line 375: | ||
|1 | |1 | ||
|F#/Gb | |F#/Gb | ||
|95. | |95.102-97.959 | ||
|98.901 | |98.901 | ||
| colspan="2" | | | colspan="2" |96.391-102.105 | ||
|99.429 | |99.429 | ||
| colspan="2" |97. | | colspan="2" |97.143-102.857 | ||
| colspan="2" |''100'' | | colspan="2" |''100'' | ||
|100.84 | |100.84 | ||
| colspan="2" | | | colspan="2" |98.442-104.156 | ||
|101.786 | |101.786 | ||
|102.857-105 | |102.857-105.714 | ||
|- | |- | ||
|2 | |2 | ||
|G | |G | ||
| | |190.204-195.918 | ||
|197.802 | |197.802 | ||
| colspan="2" | | | colspan="2" |192.782-204.2105 | ||
|198.857 | |198.857 | ||
| colspan="2" | | | colspan="2" |194.286-205.714 | ||
| colspan="2" |''200'' | | colspan="2" |''200'' | ||
|201.681 | |201.681 | ||
| colspan="2" | | | colspan="2" |196.883-208.312 | ||
|203.571 | |203.571 | ||
|205.714- | |205.714-211.429 | ||
|- | |- | ||
|3 | |3 | ||
|G#/Ab | |G#/Ab | ||
| | |285.306-293.878 | ||
|296.703 | |296.703 | ||
| colspan="2" | | | colspan="2" |289.173-306.316 | ||
|297.286 | |297.286 | ||
| colspan="2" | | | colspan="2" |291.429-308.571 | ||
| colspan="2" |''300'' | | colspan="2" |''300'' | ||
|302.521 | |302.521 | ||
| colspan="2" | | | colspan="2" |295.325-312.4675 | ||
|305.357 | |305.357 | ||
|308.571- | |308.571-317.143 | ||
|- | |- | ||
|4 | |4 | ||
|A | |A | ||
| | |380.408-391.836 | ||
|395.604 | |395.604 | ||
| colspan="2" | | | colspan="2" |385.564-408.421 | ||
|397.714 | |397.714 | ||
| colspan="2" | | | colspan="2" |388.571-411.429 | ||
| colspan="2" |''400'' | | colspan="2" |''400'' | ||
|403.361 | |403.361 | ||
| colspan="2" | | | colspan="2" |393.726-416.623 | ||
|407.143 | |407.143 | ||
|411.429- | |411.429-422.857 | ||
|- | |- | ||
|5 | |5 | ||
|A#/Bb | |A#/Bb | ||
| | |475.51-489.796 | ||
|494.5055 | |494.5055 | ||
| colspan="2" | | | colspan="2" |481.956-510.526 | ||
|496.143 | |496.143 | ||
| colspan="2" | | | colspan="2" |485.714-514.286 | ||
| colspan="2" |''500'' | | colspan="2" |''500'' | ||
|504.201 | |504.201 | ||
| colspan="2" | | | colspan="2" |492.208-520.779 | ||
|508.929 | |508.929 | ||
|514.286- | |514.286-528.571 | ||
|- | |- | ||
|6 | |6 | ||
|B | |B | ||
| | |570.612-587.755 | ||
|593.407 | |593.407 | ||
| colspan="2" | | | colspan="2" |578.246-612.632 | ||
|596.571 | |596.571 | ||
| colspan="2" | | | colspan="2" |582.857-617.143 | ||
| colspan="2" |''600'' | | colspan="2" |''600'' | ||
|605.042 | |605.042 | ||
| colspan="2" | | | colspan="2" |590.649-624.935 | ||
|610.714 | |610.714 | ||
|617.143- | |617.143-634.286 | ||
|- | |- | ||
|7 | |7 | ||
|H | |H | ||
| | |665.714-685.714 | ||
|692.308 | |692.308 | ||
| colspan="2" | | | colspan="2" |674.737-714.737 | ||
|696 | |696 | ||
| colspan="2" | | | colspan="2" |680-720 | ||
| colspan="2" |''700'' | | colspan="2" |''700'' | ||
|705.882 | |705.882 | ||
| colspan="2" | | | colspan="2" |689.091-729.091 | ||
|712.5 | |712.5 | ||
|720- | |720-740 | ||
|- | |- | ||
|8 | |8 | ||
|H#/Cb | |H#/Cb | ||
| | |760.916-783.6735 | ||
|791.209 | |791.209 | ||
| colspan="2" | | | colspan="2" |771.128-816.842 | ||
|795.429 | |795.429 | ||
| colspan="2" | | | colspan="2" |777.143-822.857 | ||
| colspan="2" |''800'' | | colspan="2" |''800'' | ||
|806.723 | |806.723 | ||
| colspan="2" | | | colspan="2" |787.5325-833.247 | ||
|814.286 | |814.286 | ||
|822.857- | |822.857-845.714 | ||
|- | |- | ||
|9 | |9 | ||
|C | |C | ||
| | |855.918-881.633 | ||
|890.11 | |890.11 | ||
| colspan="2" | | | colspan="2" |867.506-918.947 | ||
|894.857 | |894.857 | ||
| colspan="2" | | | colspan="2" |874.286-925.714 | ||
| colspan="2" |''900'' | | colspan="2" |''900'' | ||
|907.563 | |907.563 | ||
| colspan="2" | | | colspan="2" |885.974-937.403 | ||
|916.071 | |916.071 | ||
|925.714- | |925.714-951.429 | ||
|- | |- | ||
|10 | |10 | ||
|C#/Db | |C#/Db | ||
| | |951.02-979.592 | ||
|989.011 | |989.011 | ||
| colspan="2" | | | colspan="2" |963.91-1021.053 | ||
|993.286 | |993.286 | ||
| colspan="2" | | | colspan="2" |971.429-1028.571 | ||
| colspan="2" |''1000'' | | colspan="2" |''1000'' | ||
|1008.403 | |1008.403 | ||
| colspan="2" | | | colspan="2" |984.416-1041.558 | ||
|1017.857 | |1017.857 | ||
|1028.571- | |1028.571-1057.143 | ||
|- | |- | ||
|11 | |11 | ||
|D | |D | ||
| | |1046.122-1077.551 | ||
|1087.912 | |1087.912 | ||
| colspan="2" | | | colspan="2" |1060.301-1123.158 | ||
|1093.714 | |1093.714 | ||
| colspan="2" | | | colspan="2" |1068.571-1131.429 | ||
| colspan="2" |''1100'' | | colspan="2" |''1100'' | ||
|1109.244 | |1109.244 | ||
| colspan="2" | | | colspan="2" |1082.857-1145.714 | ||
|1119.643 | |1119.643 | ||
|1131.429- | |1131.429-1162.857 | ||
|- | |- | ||
|12 | |12 | ||
|D#/Eb | |D#/Eb | ||
| | |1141.2245-1175.51 | ||
|1186.813 | |1186.813 | ||
| colspan="2" | | | colspan="2" |1156.692-1225.263 | ||
|1192.143 | |1192.143 | ||
| colspan="2" | | | colspan="2" |1165.714-1234.286 | ||
| colspan="2" |''1200'' | | colspan="2" |''1200'' | ||
|1210.084 | |1210.084 | ||
| colspan="2" | | | colspan="2" |1181.299-1249.87 | ||
|1221.429 | |1221.429 | ||
|1234.286- | |1234.286-1268.571 | ||
|- | |- | ||
|13 | |13 | ||
|E | |E | ||
| | |1236.3265-1273.469 | ||
|1285.714 | |1285.714 | ||
| colspan="2" | | | colspan="2" |1253.083-1327.368 | ||
|1292.571 | |1292.571 | ||
| colspan="2" | | | colspan="2" |1262.857-1337.143 | ||
| colspan="2" |''1300'' | | colspan="2" |''1300'' | ||
|1310.924 | |1310.924 | ||
| colspan="2" | | | colspan="2" |1279.74-1254.026 | ||
|1323.214 | |1323.214 | ||
|1337.143- | |1337.143-1374.286 | ||
|- | |- | ||
|14 | |14 | ||
|F | |F | ||
| | |1331.429-1371.429 | ||
|1384.615 | |1384.615 | ||
| colspan="2" | | | colspan="2" |1349.474-1429.474 | ||
|1392 | |1392 | ||
| colspan="2" | | | colspan="2" |1360-1440 | ||
| colspan="2" |''1400'' | | colspan="2" |''1400'' | ||
|1411.765 | |1411.765 | ||
| colspan="2" | | | colspan="2" |1378.182-1458.182 | ||
|1425 | |1425 | ||
|1440- | |1440-1480 | ||
|} | |} | ||
Golden/Pyrite Tunings±13¢ | Golden/Pyrite Tunings±13¢ | ||
Revision as of 01:16, 10 June 2019
This scale, a reformed minor mode,occurs in 12edo, where it is the equal division of the major ninth. It has the Long Common Practice Macroshrutis 6L 2s MOS with a 2:1 ratio of large against small.
Intervals
| Degrees | Octatonic | Soft Phrygian | Phrygian | |||||||
|---|---|---|---|---|---|---|---|---|---|---|
| Minimum-comma | Median | Maximum+comma | Thirdtone | Semitone | ||||||
| Minimum-comma | Median | Maximum+comma | Minimum-comma | Median | Maximum+comma | |||||
| 1 | G#/Ab | 82.857-85.714 | 89.61 | 86.939-92.653 | 90.476-90.612 | 88.571-94.694 | 92.571-92.857 | 94.286-97.143 | ||
| 2 | A | 165.714-171.429 | 179.221 | 173.878-185.306 | 180.952-181.2245 | 177.143-189.388 | 185.143-185.714 | 188.571-194.286 | ||
| 3 | A#/Bb | 248.571-257.143 | 268.831 | 260.816-277.959 | 271.429-271.837 | 265.714-284.082 | 277.714-278.571 | 282.857-291.429 | ||
| 4 | B | 331.429-342.857 | 358.442 | 357.755-370.612 | 361.905-362.449 | 354.286-378.7755 | 370.286-371.429 | 377.143-388.571 | ||
| 5 | B#/Cb | 414.286-428.571 | 448.052 | 434.694-463.265 | 452.381-453.061 | 442.857-473.436 | 462.857-464.286 | 471.429-485.714 | ||
| 6 | C | 497.143-514.286 | 537.662 | 521.633-555.918 | 542.857-543.6735 | 531.429-568.163 | 555.429-557.143 | 565.714-582.857 | ||
| 7 | Q | 580-600 | 627.273 | 608.571-648.571 | 633.333-634.286 | 620-662.857 | 648-650 | 660-680 | ||
| 8 | Q#/Db | 662.857-685.714 | 716.883 | 695.51-741.2245 | 723.8095-724.898 | 708.571-757.551 | 740.571-742.857 | 754.286-777.143 | ||
| 9 | D | 745.714-771.429 | 806.4935 | 782.449-833.878 | 814.286-815.510 | 797.143-852.245 | 833.143-835.714 | 848.571-874.286 | ||
| 10 | D#/Eb | 828.571-857.143 | 896.103 | 869.388-926.531 | 904.762-906.1225 | 885.714-946.938 | 925.714-928.571 | 942.857-971.429 | ||
| 11 | E | 911.429-942.857 | 985.714 | 956.327-1019.184 | 995.238-996.735 | 974.286-1041.633 | 1018.286-1021.429 | 1037.143-1068.571 | ||
| 12 | E#/Fb | 994.286-1028.571 | 1075.325 | 1043.266-1111.837 | 1085.714-1087.347 | 1062.857-1136.3265 | 1110.857-1114.286 | 1131.429-1165.714 | ||
| 13 | F | 1077.143-1114.286 | 1164.935 | 1130.204-1204.49 | 1176.1905-1177.959 | 1151.429-1231.02 | 1203.429-1207.143 | 1225.714-1262.857 | ||
| 14 | G | 1160-1200 | 1254.5455 | 1217.143-1297.143 | 1266.667-1268.571 | 1240-1325.714 | 1296-1300 | 1320-1360 | ||
| Degrees | Octatonic | Intense Phrygian | Intense Phrygian-Soft Aeolian | Soft Aeolian | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Minimum-comma | Median | Maximum+comma | Minimum-comma | Median | Maximum+comma | Minimum-comma | r¢ | Median | Maximum+comma | |||
| 1 | F#/Gb | G#/Ab | 91.429-94.286 | 94.737 | 92.381-98.095 | 95.798 | 93.571-99.286 | 96.429 | 97.143 | 97.959-100.816 | ||
| 2 | G | A | 183.857-188.571 | 189.473 | 184.762-196.1905 | 191.597 | 187.143-198.571 | 192.857 | 194.286 | 195.918-201.633 | ||
| 3 | G#/Ab | A#/Bb | 274.286-282.857 | 284.2105 | 277.143-294.286 | 287.395 | 280.714-297.857 | 289.286 | 291.429 | 293.878-301.449 | ||
| 4 | A | B | 363.714-377.143 | 378.947 | 369.524-392.381 | 383.193 | 374.286-397.143 | 385.714 | 388.571 | 391.836-403.265 | ||
| 5 | A#/Bb | B#/Cb | 455.143-471.429 | 473.684 | 461.905-490.476 | 478.992 | 467.857-496.429 | 482.143 | 485.714 | 489.796-504.082 | ||
| 6 | B | C | 546.571-565.714 | 568.421 | 554.286-588.571 | 574.79 | 561.429-595.714 | 578.571 | 582.857 | 587.755-604.898 | ||
| 7 | H | Q | 640-660 | 663.158 | 646.667-686.667 | 670.588 | 655-695 | 675 | 680 | 685.714-705.714 | ||
| 8 | H#/Cb | Q#/Db | 731.429-754.286 | 757.894 | 739.048-784.762 | 766.387 | 748.571-794.286 | 771.429 | 777.143 | 783.6735-806.531 | ||
| 9 | C | D | 823.857-848.571 | 853.632 | 831.429-882.857 | 862.185 | 842.143-893.571 | 867.857 | 874.286 | 881.633-907.347 | ||
| 10 | C#/Db | D#/Eb | 914.286-942.857 | 947.368 | 923.8095-980.952 | 957.983 | 935.714-992.857 | 964.286 | 971.429 | 979.592-1008.163 | ||
| 11 | D | E | 1003.714-1037.143 | 1042.105 | 1016.1905-1079.048 | 1053.7815 | 1029.286-1092.143 | 1060.714 | 1068.571 | 1077.551-1108.98 | ||
| 12 | D#/Eb | E#/Fb | 1095.143-1131.429 | 1136.842 | 1108.429-1177.143 | 1149.58 | 1122.857-1191.429 | 1157.143 | 1165.714 | 1175.51-1209.796 | ||
| 13 | E | F | 1186.571-1225.714 | 1231.579 | 1200.952-1275.238 | 1245.378 | 1216.429-1290.714 | 1253.571 | 1262.857 | 1273.469-1310.612 | ||
| 14 | F | G | 1280-1320 | 1326.316 | 1293.333-1373.333 | 1341.1765 | 1310-1390 | 1350 | 1360 | 1371.429-1411.429 | ||
| Degrees | Octatonic | Aeolian | Intense Aeolian | ||||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Flattone | Meantone | Superpyth | Ultrapyth | ||||||||||||
| Minimum-comma | Median | Maximum+comma | Minimum-comma | Median | Maximum+comma | Minimum-comma | r¢ | Median | Maximum+comma | Minimum-comma | Median | Maximum+comma | |||
| 1 | F#/Gb | 95.102-97.959 | 98.901 | 96.391-102.105 | 99.429 | 97.143-102.857 | 100 | 100.84 | 98.442-104.156 | 101.786 | 102.857-105.714 | ||||
| 2 | G | 190.204-195.918 | 197.802 | 192.782-204.2105 | 198.857 | 194.286-205.714 | 200 | 201.681 | 196.883-208.312 | 203.571 | 205.714-211.429 | ||||
| 3 | G#/Ab | 285.306-293.878 | 296.703 | 289.173-306.316 | 297.286 | 291.429-308.571 | 300 | 302.521 | 295.325-312.4675 | 305.357 | 308.571-317.143 | ||||
| 4 | A | 380.408-391.836 | 395.604 | 385.564-408.421 | 397.714 | 388.571-411.429 | 400 | 403.361 | 393.726-416.623 | 407.143 | 411.429-422.857 | ||||
| 5 | A#/Bb | 475.51-489.796 | 494.5055 | 481.956-510.526 | 496.143 | 485.714-514.286 | 500 | 504.201 | 492.208-520.779 | 508.929 | 514.286-528.571 | ||||
| 6 | B | 570.612-587.755 | 593.407 | 578.246-612.632 | 596.571 | 582.857-617.143 | 600 | 605.042 | 590.649-624.935 | 610.714 | 617.143-634.286 | ||||
| 7 | H | 665.714-685.714 | 692.308 | 674.737-714.737 | 696 | 680-720 | 700 | 705.882 | 689.091-729.091 | 712.5 | 720-740 | ||||
| 8 | H#/Cb | 760.916-783.6735 | 791.209 | 771.128-816.842 | 795.429 | 777.143-822.857 | 800 | 806.723 | 787.5325-833.247 | 814.286 | 822.857-845.714 | ||||
| 9 | C | 855.918-881.633 | 890.11 | 867.506-918.947 | 894.857 | 874.286-925.714 | 900 | 907.563 | 885.974-937.403 | 916.071 | 925.714-951.429 | ||||
| 10 | C#/Db | 951.02-979.592 | 989.011 | 963.91-1021.053 | 993.286 | 971.429-1028.571 | 1000 | 1008.403 | 984.416-1041.558 | 1017.857 | 1028.571-1057.143 | ||||
| 11 | D | 1046.122-1077.551 | 1087.912 | 1060.301-1123.158 | 1093.714 | 1068.571-1131.429 | 1100 | 1109.244 | 1082.857-1145.714 | 1119.643 | 1131.429-1162.857 | ||||
| 12 | D#/Eb | 1141.2245-1175.51 | 1186.813 | 1156.692-1225.263 | 1192.143 | 1165.714-1234.286 | 1200 | 1210.084 | 1181.299-1249.87 | 1221.429 | 1234.286-1268.571 | ||||
| 13 | E | 1236.3265-1273.469 | 1285.714 | 1253.083-1327.368 | 1292.571 | 1262.857-1337.143 | 1300 | 1310.924 | 1279.74-1254.026 | 1323.214 | 1337.143-1374.286 | ||||
| 14 | F | 1331.429-1371.429 | 1384.615 | 1349.474-1429.474 | 1392 | 1360-1440 | 1400 | 1411.765 | 1378.182-1458.182 | 1425 | 1440-1480 | ||||
Golden/Pyrite Tunings±13¢
| Degrees | Octatonic | Soft Phrygian | Phrygian | ||||
|---|---|---|---|---|---|---|---|
| Min-Med | Min-Max/Med-Max | Thirdtone | Semitone | ||||
| Min-Med/Min-Max | Med-Max | Min-Med/Min-Max | Med-Max | ||||
| 1 | G#/Ab | 88.575-90.4325 | 88.751-90.608 | 89.103-91.32 | 89.871-91.7835 | 91.334-93.515 | 91.983-94.271 |
| 2 | A | 177.151-180.865 | 177.501-181.216 | 178.206-182.64 | 179.743-183.567 | 182.667-187.031 | 183.965-188.543 |
| 3 | A#/Bb | 265.756-271.2975 | 266.252-271.823 | 267.309-273.96 | 269.614-275.351 | 274.001-280.545 | 275.948-282.814 |
| 4 | B | 354.301-361.73 | 355.003-362.431 | 356.412-365.28 | 359.4855-367.134 | 365.335-374.613 | 367.931-377.085 |
| 5 | B#/Cb | 442.877-452.1625 | 443.753-453.039 | 445.515-456.6 | 449.357-458.918 | 456.6685-467.577 | 459.913-471.357 |
| 6 | C | 531.452-542.595 | 532.504-543.647 | 534.6175-547.92 | 539.228-550.701 | 548.002-561.092 | 551.896-565.628 |
| 7 | Q | 620.0275-633.0275 | 621.253-634.253 | 623.7205-639.24 | 629.1-642.485 | 639.335-654.335 | 643.879-659.8995 |
| 8 | Q#/Db | 708.603-723.46 | 710.005-724.862 | 712.823-730.56 | 718.971-734 | 730.67-748.123 | 735.861-754.171 |
| 9 | D | 797.178-813.8925 | 798.756-815.47 | 801.926-821.88 | 808.842-826.032 | 822.003-841.78 | 827.844848.442 |
| 10 | D#/Eb | 885.754-904.325 | 887.507-906.078 | 891.029-913.2 | 898.714-917.835 | 913.337-935.153 | 919.8265-942.7135 |
| 11 | E | 974.329-994.7575 | 976.257-996.686 | 980.132-1004.52 | 988.585-1009.619 | 1007.671-1028.6685 | 1011.809-1036.985 |
| 12 | E#/Fb | 1062.904-1085.19 | 1065.008-1087.294 | 1069.235-1095.84 | 1078.4565-1101.023 | 1096.004-1121.1894 | 1103.792-1131.256 |
| 13 | F | 1151.48-1175.6225 | 1153.759-1177.901 | 1158.338-1187.16 | 1168.328-1193.186 | 1187.338-1215.699 | 1195.7745-1225.528 |
| 14 | G | 1240.055-1266.055 | 1242.506-1268.506 | 1247.441-1278.48 | 1258.199-1284.969 | 1278.672-1309.2145 | 1287.757-1319.799 |
| Degrees | Octatonic | Intense Phrygian | Intense Phrygian-Soft Aeolian | Soft Aeolian | ||||
|---|---|---|---|---|---|---|---|---|
| Min-Med/Min-Max | Med-Max | Min-Med/Min-Max | Med-Max | Min-Med/Min-Max | Med-Max | |||
| 1 | F#/Gb | G#/Ab | 93.6975-95.555 | 93.922-95.779 | 94.732-96.589 | 95.012-96.869 | 96.037-97.894 | 96.397-98.254 |
| 2 | G | A | 187.395-191.109 | 187.844-191.558 | 189.463-193.178 | 190.0235-193.738 | 192.074-195.789 | 192.794-196.508 |
| 3 | G#/Ab | A#/Bb | 281.093-286.664 | 281.765-287.337 | 284.195-289.766 | 285.035-290.607 | 288.112-293.683 | 289.191-294.7625 |
| 4 | A | B | 374.79-382.219 | 375.687-383.116 | 378.9265-386.219 | 380.047-387.476 | 384.149-391.577 | 385.588-393.017 |
| 5 | A#/Bb | B#/Cb | 468.488-477.773 | 469.609-478.895 | 473.658-482.944 | 475.059-484.3445 | 480.186-489.472 | 481.985-491.271 |
| 6 | B | C | 562.185-573.328 | 563.531-574.674 | 568.39-579.533 | 570.0705-581.213 | 576.223-587.366 | 578.382-589.525 |
| 7 | H | Q | 655.883-668.883 | 657.4525-670.4525 | 663.121-676.121 | 665.082-678.082 | 672.2605-685.2605 | 674.779-687.779 |
| 8 | H#/Cb | Q#/Db | 749.58-764.4375 | 751.374-766.231 | 757.853-772.71 | 760.094-774.951 | 768.298-783.155 | 771.176-786.033 |
| 9 | C | D | 843.278-859.992 | 845.296-862.01 | 852.585-869.299 | 855.105-871.82 | 864.335-881.049 | 867.573-884.2875 |
| 10 | C#/Db | D#/Eb | 936.975-955.5546 | 939.218-957.789 | 947.316-965.887 | 950.1175-968.689 | 960.372-978.9435 | 963.97-982.542 |
| 11 | D | E | 1030.672-1051.101 | 1033.101-1053.568 | 1042.048-1062.477 | 1045.129-1065.558 | 1056.409-1076.838 | 1060.367-1080.796 |
| 12 | D#/Eb | E#/Fb | 1124.3705-1146.656 | 1127.061-1149.347 | 1136.78-1159.065 | 1140.141-1162.427 | 1152.4465-1174.732 | 1156.764-1179.05 |
| 13 | E | F | 1218.068-1242.211 | 1220.983-1245.126 | 1231.511-1255.654 | 1235.153-1259.295 | 1248.484-1272.626 | 1253.161-1227.304 |
| 14 | F | G | 1311.767-1337.767 | 1314.905-1340.905 | 1326.243-1352.243 | 1330.1645-1356.1645 | 1344.521-1370.521 | 1349.558-1375.558 |
| Degrees | Octatonic | Aeolian | Intense Aeolian | ||||||
|---|---|---|---|---|---|---|---|---|---|
| Flattone | Meantone | Superpyth | Ultrapyth | ||||||
| Min-Med | Med-Max~Min-Max | Min-Med/Min-Max | Med-Max | Min-Med | Min-Max/Med-Max | Min-Med/Min-Max | Med-Max | ||
| 1 | F#/Gb | 97.737-99.5945 | 98.0805-100.2995 | 98.574-100.431 | 99.761-101.618 | 100.043-101.9 | 100.712-102.569 | 101.031-102.888 | |
| 2 | G | 195.475-199.189 | 196.161-200.599 | 197.148-200.862 | 199.523-203.237 | 200.085-203.8 | 201.424-205.138 | 202.061.205.7755 | |
| 3 | G#/Ab | 293.212-298.783 | 294.2415-300.8985 | 295.721-301.293 | 299.284-304.885 | 300.128-305.6995 | 302.135-307.707 | 303.092-308.663 | |
| 4 | A | 390.949-398.378 | 392.322-401.198 | 394.295-401.724 | 399.045-406.474 | 400.171-407.599 | 402.848-410.276 | 404.122-411.551 | |
| 5 | A#/Bb | 488.687-497.972 | 490.4025-501.497 | 492.869-502.155 | 498.806-508.092 | 500.2135-509.499 | 503.56-512.845 | 505.153-514.439 | |
| 6 | B | 586.424-597.567 | 588.483-601.797 | 591.443-602.586 | 598.568-609.711 | 600.256-611.399 | 604.2715-615.414 | 606.1835-617.326 | |
| 7 | H | 684.161-697.161 | 686.5635-702.096 | 690.017-703.017 | 698.329-711.329 | 700.299-713.299 | 704.983-717.983 | 707.214-720.214 | |
| 8 | H#/Cb | 781.899-796.756 | 784.644-802.3955 | 788.5905-803.448 | 798.09-812.947 | 800.342-815.199 | 805.695-820.5525 | 808.245-823.102 | |
| 9 | C | 879.636-896.35 | 882.724-902.695 | 887.164-903.879 | 897.8582-914.566. | 900.384-917.099 | 906.407-923.1215 | 909.275-925.9895 | |
| 10 | C#/Db | 977.373-995.945 | 980.805-1002.995 | 985.738-1004.3095 | 997.613-1016.184 | 1000.427-1018.9985 | 1007.119-1025.691 | 1010.306-1028.877 | |
| 11 | D | 1075.111-1095.539 | 1078.885-1003.294 | 1084.312-1104.7405 | 1097.374-1117.803 | 1100.47-1120.898 | 1107.831-1128.26 | 1111.134-1131.765 | |
| 12 | D#/Eb | 1172.848-1195.134 | 1176.966-1203.594 | 1182.886-1205.171 | 1197.135-1219.421 | 1200.512-1222.798 | 1208.543-1230.829 | 1212.367-1234.653 | |
| 13 | E | 1270.585-1294.728 | 1275.046-1303.893 | 1281.4956-1305.603 | 1296.867-1321.04 | 1300.555-1324.698 | 1309.255-1333.398 | 1313.3975-1337.54 | |
| 14 | F | 1368.323-1394.324 | 1373.127-1404.193 | 1380.033-1406.033 | 1396.658-1422.658 | 1400.598-1426.598 | 1409.967-1435.967 | 1414.428-1440.428 | |