Bozu's opinions of various edos: Difference between revisions

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I see edo's as fitting into one or more of four different elemental makeups:
I see edo's as fitting into one or more of four different elemental makeups:


1. Augmented. If X is divisible by three, X edo is "augmented type". The elemental basis of augmented type edo's is 3edo.
# Augmented. If X is divisible by three, X edo is "augmented type". The elemental basis of augmented type edo's is 3edo.
 
# Diminished. If X is divisible by four, X edo is "diminished type". The elemental basis of diminished type edo is 4edo.
2. Diminished. If X is divisible by four, X edo is "diminished type". The elemental basis of diminished type edo is 4edo.
# Hyperpent. If X is divisible by five, X edo is "hyperpent". The elemental basis of hyperpent is 5edo.
 
# Hypopent. If X is divisible by seven, X edo is "hypopent". The elemental basis of hypopent is 7edo.
3. Hyperpent. If X is divisible by five, X edo is "hyperpent". The elemental basis of hyperpent is 5edo.
 
4. Hypopent. If X is divisible by seven, X edo is "hypopent". The elemental basis of hypopent is 7edo.


If X is not divisible by three, four, five, or seven, then X edo is a composite type. However, if X can be expressed as X = 5A + 7B, where A and B are natural numbers, X edo will be a composite hyperpent (if A>B) or composite hypopent (otherwise, i.e. A>B AND C<=D or A<=B AND C>D, with A, B, C, and D being non-negative integers.
If X is not divisible by three, four, five, or seven, then X edo is a composite type. However, if X can be expressed as X = 5A + 7B, where A and B are natural numbers, X edo will be a composite hyperpent (if A>B) or composite hypopent (otherwise, i.e. A>B AND C<=D or A<=B AND C>D, with A, B, C, and D being non-negative integers.