_prime-composition.jpg "Prime Composition from factors 66 Video Screenshot Preview")
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⏲ Duration: 1 min 92 sec
✓ Published: 28-Oct-2009
✓ Published: 28-Oct-2009
Description:
A short piece based on the decomposition of successive numbers into their prime factors. Each prime is represented as a harmonic partial. For a number N, only those prime harmonics which are factors of N are played.nnFor example, the number 66 has prime factors 2, 3 and 11, which are the 1st, 2nd and 5th primes. With a fundamental (base) frequency of 60hz, this would therefore trigger sine partials of 60hz, 120hz and 300hz. The fundamental frequency cycles through a triadic sequence every 64 num
A short piece based on the decomposition of successive numbers into their prime factors. Each prime is represented as a harmonic partial. For a number N, only those prime harmonics which are factors of N are played.nnFor example, the number 66 has prime factors 2, 3 and 11, which are the 1st, 2nd and 5th primes. With a fundamental (base) frequency of 60hz, this would therefore trigger sine partials of 60hz, 120hz and 300hz. The fundamental frequency cycles through a triadic sequence every 64 num
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