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* diatonic ([[flattone]]) 4443443 (15\26, 1\1)
* diatonic ([[flattone]]) 4443443 (15\26, 1\1)
* chromatic ([[flattone]]) [[Tel:313131331313|313131331313]] (15\26, 1\1)
* chromatic ([[flattone]]) 313131331313 (15\26, 1\1)
* enharmonic ([[flattone]]) 2112112112121121121 (15\26, 1\1)
* enharmonic ([[flattone]]) 2112112112121121121 (15\26, 1\1)
* [[orgone]] 5525252 (7\26, 1\1)
* [[orgone]] 5525252 (7\26, 1\1)
* [[orgone]] [[Tel:32322322322|32322322322]] (7\26, 1\1)
* [[orgone]] 32322322322 (7\26, 1\1)
* [[orgone]] [[Tel:212212221222122|212212221222122]] (7\26, 1\1)
* [[orgone]] 212212221222122 (7\26, 1\1)
* [[lemba]] 553553 (5\26, 1\2)
* [[lemba]] 553553 (5\26, 1\2)
* [[lemba]] [[Tel:3232332323|3232332323]] (5\26, 1\2)
* [[lemba]] 3232332323 (5\26, 1\2)
* [[lemba]] [[Tel:2122122121221221|2122122121221221]] (5\26, 1\2)
* [[lemba]] 2122122121221221 (5\26, 1\2)


{| class="wikitable center-all left-3"
{| class="wikitable center-all left-3"
Line 870: Line 870:
The 7-tone scale in degrees-in-between: 5 2 5 2 5 2 5. [[MOSScales|MOS]] of type [[4L_3s|4L 3s (mish)]].
The 7-tone scale in degrees-in-between: 5 2 5 2 5 2 5. [[MOSScales|MOS]] of type [[4L_3s|4L 3s (mish)]].


The 7-tone scale in cents: [[Tel:0 231 323 554 646 877|0 231 323 554 646 877]] [[Tel:969 1200|969 1200]].
The 7-tone scale in cents: 0 231 323 554 646 877 969 1200.


The 11-tone scale in degrees-in-between: 2 3 2 2 3 2 3 2 2 3 2. [[MOSScales|MOS]] of type [[4L_7s|4L 7s]].
The 11-tone scale in degrees-in-between: 2 3 2 2 3 2 3 2 2 3 2. [[MOSScales|MOS]] of type [[4L_7s|4L 7s]].


The 11-tone scale in cents: [[Tel:0 92 231 323 415 554|0 92 231 323 415 554]] [[Tel:646 785 877 969|646 785 877 969]] 1108 1200.
The 11-tone scale in cents: 0 92 231 323 415 554 646 785 877 969 1108 1200.


The primary triad for orgone temperament is 8:11:14 and its subharmonic inversion, which these scales have in abundance. 2g approximates [[16/11|16:11]] and 3g approximates [[7/4|7:4]] (and I would call that the definition of Orgone Temperament). That also implies that g approximates the difference between 7:4 and 16:11, which is 77:64, about 320.1 cents.
The primary triad for orgone temperament is 8:11:14 and its subharmonic inversion, which these scales have in abundance. 2g approximates [[16/11|16:11]] and 3g approximates [[7/4|7:4]] (and I would call that the definition of Orgone Temperament). That also implies that g approximates the difference between 7:4 and 16:11, which is 77:64, about 320.1 cents.
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