Porcupine notation: Difference between revisions
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== Kite Giedraitis's approach == | == Kite Giedraitis's approach == | ||
Porcupine divides the perfect 4th into 3 equal steps, thus its [[pergen|pergen]] is (P8, P4/3). [[ | Porcupine divides the perfect 4th into 3 equal steps, thus its [[pergen|pergen]] is (P8, P4/3). [[Ups and downs notation|Ups and downs]] [[Ups and downs notation|notation]] can be used. The generator is vM2. The enharmonic is v<span style="vertical-align: super;">3</span>A1, thus ^<span style="vertical-align: super;">3</span>C equals C#. The enharmonically equivalent alternate generator is ^^m2. The genchain is | ||
...^1 - M2 - vM3 - ^4 - P5 - vM6 - ^m7 - <u>'''P1'''</u> - vM2 - ^m3 - P4 - v5 - ^m6 - m7 - v8... | ...^1 - M2 - vM3 - ^4 - P5 - vM6 - ^m7 - <u>'''P1'''</u> - vM2 - ^m3 - P4 - v5 - ^m6 - m7 - v8... | ||