★ NEWONE ( Psychedelic Visuals , Fractals Zoom ) ( Acid Techno / Psy Trance ) - Video
PUBLISHED:  Jan 03, 2014
DESCRIPTION:
NEWONE - : 40 minutes Psychedelic video trip through the mandelbrot set + psychedelic visuals geometrical. (. SKIP NEXT if MUTE=ON) ("Music by "Arc Voyager 25", (On music platform 'Soundcloud' for soundtrack free download https://soundcloud.com/voyager25/newone )) ..... using a nano-level-accurate tuning (free program = 'Scala')for interval ratio's between frequencies as squareroot(3)/2 , in theory resonating with the invisible air strings into sacred geometry structures. Also using the golden ratio, phi = half (1+sqroot(5)) found in the five-pointed-star. So various geometrical lattices are formed with healing soul,mind,spirit,body intentions
The later section heard is tuned to the set of numbers (12/13,12/12,12/11,12/10,12/9) with some abstract structure formed in space to this form.
The classical strings sections interludes at the start, End, middle are exact high precision frequencies tuned to the frequencies of a 9-pointed polygon mandala at the start, 8-star in the middle, 7-pointed for the End.
The lengths of lines in these polygons are treated as lengths of string and since by definition, velocity of sound in medium = frequency * wavelength , then freq = K/length of line in polygon.
The tempo of the music is tuned to the tempo of Saturn = 10755.699 earth days timeperiod
since frequency = 1 / timeperiod, f = 1/(1/10755.699*24*60) beats per minute
Doubling this frequency 31 times gives tempo for Solar|Saturn = 138.653 bpm (new data)
Oh sorry, it is in a higher tempo =147.801bpm related to the great maha cycle of the Jupiter|Saturn conjunction system
The key of the piece is tuned to another universal planetary frequency connected with Jupiter|Saturn conjunction in the Trine aspect")
(SKIP OVER)
The mandelbrot set you see here has the deep black Buddha Form Lake as a point in the complex plane which is a Cartesian plot of Real numbers +1 or -1 or +2 or -2 or +3 or -3 etc...
against axis of imaginary numbers which are multiples of the square root of negative 1.
This can be visualized as being upon an Area which can be a positive area to have length of sides + Real 1 or - Real 1, or 2, or 3, etc and the continuous bits in between the Whole integer values, seemingly the result of Cosmic Quantization., But for negative area, the length of side are multiples of i, where i = square root of -1.
In these visuals, the Real number Axis is vertical, present as a transition to negative from positive going up the length of the lake.
Imaginary, the square root of -1 is along the horizontal axis of the mandelbrot set you witness in this vid.
A point in the visual plane can be expressed as x+i*y
but we perform a recursive loop such that:
We square it:
(x +i*y)^2 +cx(selected visually) + i*cy(selected visually)
results in:
x^2 -y^2+2*i*x*y +cx(selected visually) + i*cy(selected visually)
The Real, (new) x = x(old)^2-y(old)^2+cx(selected visually)
imaginary, (new) y = i*(2*x(old)*y(old) + cy(selected visually))
Then the (new) results are fed back into the (old)
The loop is infinite and if the point remains a low level i.e. finite then a dark lake is found. Outside this buddha lake region the colors lift to infinity.
A low level means low length of radius of the point (cx , cy) selected visually.
From Phythagoras's Theorem of the Law of right angled triangles where the long length squared = one right-angled side squared + other right angled side squared, We can check the low level of the Radius from origin (0,0) to the point selected visually (cx, cy)
R^2 = cx^2 + cy^2
Radius squared = Real part squared + imaginary part squared.


Arc Voyager has had a few releases with Timewarp Records and Ohm Ganesh Pro
https://timewarprecords.bandcamp.com/
https://www.beatport.com/label/timewarp/33169
https://ohm-ganesh-pro.bandcamp.com/
https://www.beatport.com/label/ohm-ganesh-pro/32263

New more recent music from Arc Voyager 25 here: https://soundcloud.com/voyager47
https://www.facebook.com/arcvoyager/
follow us on Twitter      Contact      Privacy Policy      Terms of Service
Copyright © BANDMINE // All Right Reserved
Return to top