Mars Defenders vinyl edition with 4 killer electro techno tracks from Dark Vektor & Nea, Dj Frankie, Saigg and Robert Cosmic.

Pre-Order:

Saigg - Hu Of Synth

this is the spookiest one anyone's ever done get soo scared right now
This is written in 53edo witch is why it sounds so like that :)

good for halloween party, haunted house, trick or treat and yes, for pumkin patch :) :) :)

spooky song for pumpkin patch

Pajara in A 414 hz played in D dorian pianoteq 9

color trinity sharing relations take 4 # 24,24,15,24,24,24,24,24,24,15,24,24

76 edo 773777777377 harder than 22 edo 11 limit with 7s ! 11 s bite this one.

color trinity sharing relations take 5

4 of 1/3 comma meantone fifths and 8 of 1/24 sharp fifths 152 edo does the math.

color trinity sharing relations take hex keyboard

This is next to 32 edo of 3:1 llslll period 600c modmos tuning of the month should be 53 edo not 106 edo?

color trinity sharing relations take 7 on 10,10,3,10,10,10,10,10,10,3,10,10

21/20,9/8,6/5,5/4,4/3,7/5,3/2,25/16,5/3,9/5,15/8,2/1 good circle of thirds!

color trinity sharing relations take 10 just intonation

This is in A 414hz. I'm on C playing 7l 5s mode 3dash8 this imitates the just scale 21/20,9/8,6/5,5/4,4/3,7/5,3/2,25/16,5/3,9/5,15/8,2/1 from take 10.

color trinity sharing relations take 11 in 43 edo.

color trinity sharing relations take 12 in 38 edo

D Drone Mood II - Classic Mode

Alabaster Plaster

The Harmonic Series is what happens when you multiply a number by every integer into infinity. (1x1, 1x2, 1x3, etc.) When you reproduce it in frequency, it produces the major chord that serves as the basis of Western music. It also produces a bunch of other higher notes that aren't as closely related to our twelve musical notes.

Unless you listen to microtonal music or the traditional music of various non-Western cultures, the music you listen to is written in equal-temperament. In this tuning system, each of the notes that you perceive as being in tune are actually out of tune in various degrees so that all 12 keys will be equally in (or out of) tune. Each note on an instrument produces harmonics, but the notes themselves are detuned from the series to produce 12 equal divisions of the octave.

The music presented here is written with the tones of the Harmonic series which, unlike the equally-spaced tones of the equal tempered system, become more numerous and create smaller divisions of the octave as frequency rises. The series divides the octave into 2, 4, 8, 16,  32, etc.

To the Pythagoreans, the study of harmonics was one of the four most important sciences; the study of arithmetic in time. It mirrored the motion of the heavenly bodies. This music is a more accurate representation of the mathematical and acoustical structure of the universe, written scientifically and with great affection for the incredible statements made in equal temperament, replicated as accurately as moderately-priced modern technology will allow.

Alabaster Plaster

the Harmonic Series