Polytempo Aleatory Dark Ambient
Polytempic Orbital Periods | Galilean Moon Music
Polyrhythms were created from the orbital periods of the four Galilean Moons as they revolve around Jupiter: Io, Europa, Ganymede, and Callisto.
Prime Patterns, Rhythms, Beats & Primes (Feat. Twin, Cousin & Sexy)
An experiment with rhythmic patterns created from the first 101 prime numbers in sequence. Additional accompaniment is generated from the twin, cousin, and sexy primes in the same set.
trigonometric f(x) ambience | aleatoric polymicrotonality
Poly Microtonal ambient music created with an aleatory approach to composition. The tuning system for this piece of music comes from three curve functions: Sine, Cosine, and their Arithmetic Mean. sin(x), cos(x), and (sin(x)+cos(x))/2
Weekend at Nessie’s | Polysystemic Cyclic Serialism
Tarot Wheel of the Year featuring the sound of five simultaneous coprime cycles. Tunings used: 12edo 10edo 7edo Deck: Thoth Tarot
Synths in Experimental Temperaments: Serpentine Curve f(x) Tuning
An experiment with a distorted synthesizer tuned to the Serpentine Curve function. It could be considered an irregular or unconventional temperament because it contains microtones and macrotones. This improvisation features a two-octave range spanning 49 keys on the keyboard with the notes rising or falling as it follows the Serpentine Curve. With Middle C placed…
Synths in Experimental Temperaments: Catenary cosh(x) Tuning
An experiment with a synthesizer tuned to the Catenary curve function. It could be considered an irregular or unconventional temperament. This brief improvisational drone spans a four-octave range from C1 to C5. The widths of the semitones begin in a microtonal range, then grow increasingly more macrotonal as they approach the fifth octave 49 notes…
Synths in Experimental Temperaments: sin(x) Tuning
An experiment with a VST synthesizer tuned to the cycles of the sine wave function. It could be considered an irregular or unconventional temperament. The semitones have a varied width, and they rise or fall in pitch as determined by the cycle of the sine wave function. Created with Pistachiotone MR-65 from Chromatic Instruments, Cubase…
3×3 Magic Data-Sonification Square
3×3 Magic Data-Sonification Square A microtonal approach to the sonification of the three-by-three magic square. Each square is treated with three different tuning systems triggered simultaneously by the same note on the keyboard. Ex: The number 1 = note 62 [D], 2 = note 63 [Eb], 3 = note 64 [E]. . . 36 =…
6×6 Magic Data-Sonification Square
A microtonal approach to the sonification of the six-by-six magic square. Each square is treated with three different tuning systems triggered simultaneously by the same note on the keyboard. Ex: The number 1 = note 62 [D], 2 = note 63 [Eb], 3 = note 64 [E]. . . 36 = note 97 [Db] The…