The Phi spiral is a unit spiral with an infinite series of self similar parts.These self similar versions continue anlong the same spiral. The spiral when its an electro magnetic field can spiral in such a way as to produce light. When different parts of the spiral produce different frequencies, then the the continous spiral produces repeating spectrums of frequencies. The continuing spectrum continues along the spiral.

Light is made up of field potentials varying in space at any point in space where the light spirals frequency match the phi spiral it can reenfource the phi spiral. This happens where that part of the multi frequncied phi spiral is resonant with the electromagnetic light fiields. One unified field can reenfource other specific fields

represents a spiral. Lets bring the order of magnitude of h down or actually in this case up since we are dealing with a power to the minus sine, which is 10^-34 , 6.626 x 10^-34 then becomes

when 6.626 x 10^-34 is devided by 6.00 x 10^-34 or brought up by this magnitude, its magnitude change doesn't affect the fact that it is acting as a poportion. The poportion that is consistant no matter what magnitude is   Energy/Frequency or   E/f is. This constant forms an infinate sequence when written as φ   E/f  = h = φ

When energy increases frequency also increases, that is the value of ν increases

The phi geometry in three coordinates and frequencies

PHI φ

The phi spiral as it relates to certain types of energies is a spiral of light. even in two coordinates which we will relate to as two dimentions, it continues inward without ever reaching an end. It extends infinitely. If we magnify the the spiral closer to the center it is geometrically a repeat of the first geometry.This happens repeatedly.

If motion is increased along the spiral as you go to the center then the spiral has a property that the frequency is always increasing, and since the spiral continues the frequencies are always increasing. Increasing frequencies means as the spiral goes inwards octaves after octaves of light are expressed over and over.

The reasons for increased speed around a spiral with decreasing size or ( in this case decreasing radious of curvature) is The same amount of a substance in a large volume of space is fourced to speed up with decreasing spatial volume.

The perfection of the spiral is that it does not interfere with with itself on its way inward toward the center. Other spirals tend to either interfere with themselves during their spiralling, or produce a geometry that isn't reccurring as a previous replica of itself repeatedly.

if we consider the phi spiral the golden porportion then we can consider the secondary dynamics directly extending from the perfected phi spiral as the silver dynamics. These types of dynamics are not as primary as the phi. Numericaly we can relate the golden phi to the number one,and silver to the number two.

PHI, tones readily with the pure more perfected fields. a multifrequency field tones with the specific frequencies like itself. It can serve as the theme for all of them.Its the leading or the central theme.

Observations have been made with pendilum clocks that show them ajusting to each other. When pendulum clocks that have the same frequencies are put together in close proximity they develop over a period of time a common rythm entrainment,that means their pendilums begin to swing in step with each other. If the pendilums start by swinging out of step(out of phase)with each other.They become in phase with each other over a period of time by following the lead of the most accurate pendilum.

For the pure coherent, waves(waves in allignment with each other)That are required for lasers as few as 1% pure fields of light can bring those out of step fields into an all coherent(alligned)field.

For monthly cycles of women living together observation have shown that the women tend to develop like timing in the period of their cycles.

waves

The continued varying of the phi spiral gives rise to various standard types of frequencies in the form of sine waves. These waves can superimpose(combine) to produce other more complex sine waves. when one sine wave relates to another they can be harmonious if they relate as whole numbers in their frequency to each other, for example a frequency of 1 cycle per second plus a frequency of two cycles per second relate to each other in the whole number ratio of o 1:2(one to two) one is vibrating twice as fast as the other, yet they combine harmoniously.

Combining two varing field potentials (two sine waves)

some of the other harmonious combinationsare 3:2(three to two), 4:3(four to two), 5:4, etc. The smaller the whole numbers are to each other the more harmonious they are said to be.

PHI, tones readily with the pure more perfected fields. a multifrequency field tones with the specific frequencies like itself. It can serve as the theme for all of them.Its the leading or the central theme.

For the pure coherent, waves(waves in allignment with each other)That are required for lasers as few as 1% pure fields of light can bring those out of step fields into an all coherent(alligned)field.

For monthly cycles of women living together observation have shown that the women tend to develop like timing in the period of their cycles.

PHI, tones readily with the pure more perfected fields. a multifrequency field tones with the specific frequencies like itself. It can serve as the theme for all of them.Its the leading or the central theme.

For the pure coherent, waves(waves in allignment with each other)That are required for lasers as few as 1% pure fields of light can bring those out of step fields into an all coherent(alligned)field.

For monthly cycles of women living together observation have shown that the women tend to develop like timing in the period of their cycles.

Pythagoras recognized that certain musical sounds are harmonious or concordant while others are discordant or unpleasant to the listener. According to Pythagoras law the lower the whole number ratio of frequencies of the two notes the more harmonious they would sound when played together.The octave as well the fourth and the fifth interval which all have frequency ratio given by small integers are experienced as harmonious. Those with large whole number ratios such as 15/8 will have an unpleasant sound two notes played together is called a dyad. Three played together, a tetrad.

TONAL COMBINATIONS

Frequency	264	297	330	352	396	440	495	528		Cycles/sec
notes	C	D	E	F	G	A	B	C2
	C							C2	2/1	Octave	Harmonius whole# ratios
	C				G				3/2	Fifth
	C			F					4/3	Fourth
			E	G#					5/4	Major 3rd
			E		G				6/5	Minor 3rd
	C					A			5/3	Major 6th
			E					C2	8/5	Minor 6th
	C	D							9/8	2nd	Discordant Ratios
	C						B		15/8	Major 7th
		D						C2	16/9	Minor 7th

The devide poportion

associated with the devide is nonconnectivity, non reccuring spirals. The interactions tend to be non harmonious. Choas and shadowy formations with attributes like the egyptian Apopis or Apep.This type of non alligned choas can become alligned if it is defeated. there is a process that changes and restructures it, a process of transmution that chances one form of energy into another.

The waves that are less harmonious tend to have a common dinominator thats large. the waves that are not harmonious never combine in whole number ratios.

Noise occur when aspectrum or more of frequencies combine randomly unlike coherent light combinations, the randumly combined fields sometimes reenforce and sometimes cancel producing a shadowy effect.