2L 8s: Difference between revisions

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'''2L 8s''' or '''jaratonic''' (jar~~-ə- or jair~~-ə-) is the MOS pattern of the [[decatonic|decatonic]] scale of [[Paul_Erlich|Paul Erlich]] and others.

'''2L 8s''' or '''jaratonic''' (jar-ə-) is the MOS pattern of the [[decatonic|decatonic]] scale of [[Paul_Erlich|Paul Erlich]] and others.

The only significant harmonic entropy minimum that is [[Rothenberg_propriety|proper]] is the decatonic scale itself ([[Diaschismic_family|pajara]][10]), in which the period is 7/5~10/7 (tempered to be the same interval), one generator down from that makes [[4/3|4/3]], and another generator down makes [[5/4|5/4]]. More than a few people think this is a beautiful scale that deserves a lot of investigation and use, with some going so far as to say it's the next step up from the diatonic scale that preserves the most desirable features of diatonic melody and harmony. Paul Erlich's original paper on this scale can be found at either of these links:

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-'''2L 8s''' or '''jaratonic''' (jar-ə- or jair-ə-) is the MOS pattern of the [[decatonic|decatonic]] scale of [[Paul_Erlich|Paul Erlich]] and others.
+'''2L 8s''' or '''jaratonic''' (jar-ə-) is the MOS pattern of the [[decatonic|decatonic]] scale of [[Paul_Erlich|Paul Erlich]] and others.
 The only significant harmonic entropy minimum that is [[Rothenberg_propriety|proper]] is the decatonic scale itself ([[Diaschismic_family|pajara]][10]), in which the period is 7/5~10/7 (tempered to be the same interval), one generator down from that makes [[4/3|4/3]], and another generator down makes [[5/4|5/4]]. More than a few people think this is a beautiful scale that deserves a lot of investigation and use, with some going so far as to say it's the next step up from the diatonic scale that preserves the most desirable features of diatonic melody and harmony. Paul Erlich's original paper on this scale can be found at either of these links: