Straddle primes

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Revision as of 20:50, 24 December 2025 by Ground (talk | contribs) (Created page with "{{problematic}} '''Straddle primes''' are functional primes in a temperament that straddle their respective just interval by having at least one flat and one sharp approximation available. Dual-fifth systems are usually straddle-3. Eracs were designed to be a notation for straddle prime systems.")
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Straddle primes are functional primes in a temperament that straddle their respective just interval by having at least one flat and one sharp approximation available. Dual-fifth systems are usually straddle-3. Eracs were designed to be a notation for straddle prime systems.

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