This content is dedicated to Terri Henges. Last Updated 24 July 2018
24 July, 2018 : Added content wrt inversion of perception

The following discourse will attempt to bring the experimental observations of Newton and Goethe and discover how their differing interpretations fit into the philosophy offered by WR.

What Newton and Goethe were each essentially describing was the RGB additive system (Newton) and the opposite CMYK subtractive system (Goethe). The RGB system is additive because when the 3 primary colours of red, green and blue are added together white is obtained. This RGB system is typically used on older pixilated tv screens.

The CMYK system is primarily used in the printing industry where a highly reflective white background is used to carry the colour medium. The colours cyan, yellow, magenta and black are used to cut down on the 100% reflectivity of the white carrier support hence the term subtractive.

Does it not seem reasonable that the RGB system might describe observations looking towards the cathode of the night sky,
while the CMYK system describes the observations as we look towards an incandescent anode.
Do we indeed react in a subtractive way during the day when the anodic sun is high in the sky but, react in a additive fashion when observing a dark, night screen ?

Some of the essential points of the film are,

  • Newton believed that colour was inside white light. White light being made up of individual coloured strands. Goethe believed this interpretation by Newton was incorrect. Colour manifests at the interface of the interaction of white/black lights.
  • Newton’s work was based on an isolate incident ray of white light, Goethe believed an isolated ray did not form part of our perceived reality. It was not possible to have a ray unless it was flanked by its own opposite, darkness.
  • Newton disregarded any influence imparted by darkness, or black light. Goethe believed that our perceived reality manifested as a result of the interaction of light and shade.
  • Newton believed colour was part of white light only, while Goethe believed that colours manifested as boundary effects.
    Newton described half of the colour wheel, while Goethe included all the colours.
  • Newton was very objective, using mathematical formulae to substantiate his experimental work. Goethe’s approach included our sensory perception, allowing for that perception’s tendency to ‘fill-in’ the gaps !
  • Newton’s perspective was very objective, while Goethe understood how our sensory perception influenced what we as humans actually experienced.
Fig : 1
Fig : 1a – Newton spectrum (left) Goethe’s spectrum (right)
Fig : 1b

Fig : 1 is the template used to generate the Newton spectrum, whereby at the correct incident angle will produce green. Green therefore, must be a representation of balance, whereby, polarity is suspended or voided as described by WR.
In fig : 1a the cyan/yellow meld to produce green for the Newton spectrum, leaving red/blue to the outside. Likewise, for the Goethe spectrum, red/blue meld leaving yellow/cyan on the outside. But, in addition to that, Newton’s red side become Goethe’s blue side with Newton’s blue side becoming Goethe’s red side. There is an inside-out + inverted relationship.
Fig : 1b is the template used to generate the JvGoethe spectrum, whereby at the correct incident angle will produce magenta.
Likewise, magenta must also be an indicator of balanced voidance, whereby polarity is also suspended.

Remember, the coloured image is generated in the central strip (white) for Newton’s spectrum and in the black strip for the Goethe spectrum.

Fig : 1c – strip thickness = 300 nm
Fig : 1d – strip thickness = 700 – 400 nm

Now, to incorporate these invaluable observations into WRC wave field geometry, a wave field with a limited boundary…

Imagine then if Newton’s perspective is wrong. There are not individual ‘atoms’ of colour, although refraction of light through a prism appears to indicate that white light has within it the 3 primary colours. Could the same mis-interpretation have been applied by main stream science to all their observations.
Our perceived reality is exactly that, a perception.
There is no evidence of the underlying metaphysical truth in those observations. WR teaches that Cause cannot be found in effect.

What condition within WRC could be responsible for refraction of light ?
The answer is of course curvature, polarised curvature. Where the potential density is low (cone base, cathode) the curvature is low and the associated refraction is also low.
But, where the potential density is high (anodic apex) the curvature is also more pronounced, and thus the refraction in this area is higher.

Our brains have a tendency to ‘fill in’ part of the canvas of perceived reality. Goethe, has shown us, that if we observe a shadow in a room lit by violet light, then our brains will tend to fill in all the grey shadow areas with yellow light. Science says these shadow colours do not exist, yet we still ‘see’ them. The yellow light is not actually ‘out there’ but is a colour constructed by our brains. The observer is influenced by and is also influencing the experience. We are actors in a universal theater, living in and affecting the direction of the play of life.

In addition to this, our actual field of vision is restricted to a narrow bandwidth of 400 – 700 nm. This 300 nm gap is just narrow enough to allow our perceived colour spectrum to manifest. The colour spectrum is generated at the boundary between light/dark. In order for those refracted boundary colours to blend and meld to produce the full perceived spectrum then that distance between the boundaries must be narrow, a requirement discovered by JWvGoethe.

In figs : 1c/d imagine the thickness of the central strip is only 300 nm. Now, it should become obvious where the sensed images are manifested !!

Now, if the white lines are narrow, implying that they are separated by thicker black lines, we may perceive the spectrum as described by Newton. Likewise, if the black lines are narrower than the thicker white lines (surround) then we perceive Goethe’s spectrum.

Tip 1 - Strip width

Imagine the width of the white strip (Newton) and the black strip (Goethe) is the physical dimension of Mind Thinking, then we can say that as Mind continues to express the Desire to Concentratively Think Idea into a physical manifestation, the width of the white/black central strip should widen. Electricity is the force to force this increase in strip width. In fact, one could now assign the thickness/width of this central strip to the expression of N/S poles. One can also argue the opposite condition and say that the width of the strip is compressed directly from the outside, by expanding darkness in Newton’s case and this is a measure of concentrative Thinking !

Fig : 2
Fig : 2a

WR might then say if these light/dark lines were of equal dimension then we would perceive an overall balanced inert gas condition.

The left portion of fig : 2 provides the characteristics necessary to generate Newton’s spectrum, while the geometry on the right side provides the characteristics necessary to generate Goethe’s spectrum.

Notice also, how there is a 90° offset between the geometry of fig : 2 and fig : 2a.
If the Newton perspective is looking towards the (-ve) cathode and the Goethe perspective is looking towards the (+ve) anode, then we could assign fig : 2 as a male orientation and fig : 2a a female orientation. This is complimentary to the  90° offset between male/female bodies as taught by WR.

Fig : 2b

Notice also, that continued Concentrative Thinking the narrow white horizontal strip on the left side of fig : 2 widens to BECOME the same geometry as the right side of fig : 2. The cathode has become the anode. Likewise, in reverse. The thin black strip on the right side of fig : 2 will widen (due to Concentrative Thinking by Mind) and RETURN to the left side dimension. The anode has become the cathode again ! This could now be described as the male breathing cycle.

Exactly the same breathing motion applies to the vertical female strips in fig : 2a.
WRC has taught us that the entire universe is an ocean of electrical potential. There is no part of the perceived universe that is without potential, because it is a polarised condition which is necessary to acts as a disturbance of Stillness.
Another way to interpret this condition is to say, that there is optical density at every point in the universe. This optical density increases in the direction of compressed anodes, and the optical density decreases in the direction of expanded cathodes. This optical density is the necessary result of polarised curvature.

Pay close attention to how your sensing behaves to optical density when there a light source ahead of you or behind you !!

Facing the anode light source, we tend  to perceive reds/yellows
Facing the cathode with the light behind, we tend to perceive blues and violets.


goto time line 23:36 in the Newton/Goethe video at the top of the page

Tip 2 - Sensing wavelengths

Consider the wave lengths below 400 nm as the unsensed WHITE light. This includes, UV, X-rays, and Gamma rays.
Likewise, think of the wave lengths above 700 nm as the unsensed BLACK light. This side includes IR, radio and ELF waves.

This makes complete sense as our perceived reality manifests in the region between 400 – 700 nm.
Think of the thin strips of figs : 2/2a having a width of 300 nm.

The ocean of potential is, for the most part beyond our sensing, however, we understand that potential density is greatest at anodes and least at spatial cathodes. A differential electrical potential/optical density thus exists between these two extremes.
In terms of the Newton/Goethe approach, there is no part of the universe that is without either white light or dark light.
Light is invisible. Light only becomes visible when that light encounters a resistance of some kind. When light encounters the absolute minimum of resistance it appears white to our sensing. Even the resistance of tiny smoke particles is sufficient to make light appear out of the darkness, as a white ray of light. Remember, when light encounters no resistance then it is completely invisible. It appears dark or black to our sensing.

The entire wave field is filled with invisible Light of Mind. This implies that every wave field contains the full potential of Mind. Every point of the perceivable universe has ‘infinite’ potential to unfold. Every possible expression can thus be unfolded for any point in the universe. Tesla was at pains to tells us that we could access all the energy we need from and and every point in the universe.
When Mind desires to express an idea, a dividing resistance is introduced into the wave field which facilitates the emergence of visible light out of the invisible Light.

Fig : 6

WR describes the omnipresence of Mind as the ‘Still Magnetic Light’.
This light is beyond our sensing because it is 100% spiritual or metaphysical in character.
It has no measurable physical properties. Our physical universe comes into manifest as a result of an apparent division of this spiritual light into two moving light which do manifest within our physical.

These reason they manifest is because our sensing apparatus has been designed, hard wired, and programmed to respond to this apparent division.
Our processor (brain) simply interprets the incoming signals and stimuli and reacts according to the pre-installed software.

Pay close attention to this demonstration …

There is no colour to light, but the interaction of invisible light with an invisible/visible resistance will cause light to condense from the darkness and colour may then be thus observed in our sensed 400 – 700 nm visible range as the flat light wave begin to bunch up into perceivable wave lengths. If we think of White light as the 0 – 400 nm range, and Black Light > 700 nm, then the 300 nm window is sufficient for the interaction between light/dark as proposed by Goethe to generate the colour spectrum.

Newton believed the colours were inside white light as individual rays. This belief is seemingly supported by the results observed when a ray of light is refracted by a prism.
WR’s philosophy tends to support the Goethe model rather than the Newtonian perspective. So, rather than the colours being inside white light, the colours emerge at the boundary interface of black/white light streams.
They in fact don’t exist as individual colours, only coming into manifest depending on how black/white light interact.
Think of the undivided light of Mind as comprising a ‘White Magnetic Light’ and ‘Black Magnetic Light’ both of which are exactly the same but appear to be divided into two different aspects.

The ‘undivided’ pattern is represented as  Undivided means the Black/White stripes are of equal dimension. Not only that, they are the SAME thing. The Mind of Source itself.

Fig : 6a

Now, when the white stream is narrow the colours appearing at the boundaries can reach across and mix/blend with the colours on the opposite side.
The full visible spectrum comes into manifest.

When the white rays are narrow, the Newtonian colours become evident, but when the black rays are narrow the spectrum observed by Goethe comes into manifest.

Remember, fig : 6 is suggesting the white rays are wider during day light, while the black rays are wider during the night.

In WR’s philosophy the diffraction of light is caused by curvature, and that curvature is caused by Mind Thinking. There is perhaps a general principle here namely, if red implies dominant torque, then cyan is its passive speed component. If cyan is dominant, then red is passive in inverse proportion.

Perspective Inversion

This colour inversion is I believe the key to understanding a fundamental message of WR. We can describe this colour inversion in terms of an ‘inside-out’ geometry. I had difficulty making sense of WR description that maleness was somehow red on the inside with blue on the outside and femaleness was blue on the inside with red on the outside.
This seem far too simplistic a model and it did not sit well with the curvature model which always focuses inwards on the shorter arc.

But, if the results discovered by Newton/Goethe can be applied to ALL opposite pairs then in addition to the inside out geometry the image should also be inverted. If we consider for example a typical nut/bolt we can easily make a case to sate that the nut is displaying its dominant feature on its inside while the bolt displays its dominant character on its outside.
Turning the bolt inside out = nut, while turning the nut inside out = bolt.

This same relationship can be applied to internal/external spur gears. Turning each one inside-out creates the opposite geometry. Positive anodes would exhibit their fundamental characteristics on the outside, while a negative cathode would display their dominant character on the inside. This observation can also be applied successfully to biology, namely the human internal ovaries and the external testes.

No conflict

An anode nested inside a cathode would turn in the SAME direction. If we now develop Newton/Goethe’s work into spherical geometry we can show that although the anode/cathode turn in the same direction the anode can exhibit centripetal motion while the cathode exhibit centrifugal motion without any conflict.

A rotating disk will tend to disperse its contents centrifugally, but if that same disk is appropriately curved then that centrifugal motion can be reversed. In the image on the right, the center of the rotation is centripetal due to curvature, while the outer part of the same motion is centrifugal.

This geometrical arrangement can now be applied to all spherical conditions where light is perceived to be compressed to suns and expanded to space.
In Newton’s spectrum, yellow/cyan meld to develop green, red/blue are on the outside.
In Goethe’s spectrum red/blue meld to form magenta with yellow/cyan on the outside.

Distribution of light-units

Fig ; 2c
Fig : 2d – Percentage AREA

The generative half of the cycle does not comprise of compression only, it can’t. Compression needs expansion for the same reason an engine must have an exhaust in order to run.

Fig : 2c defines the overall dimension of the wave field within which there are 4 attempts to compress the light-units. Let’s define the starting condition at 100 light-units.

Section (A) will always have 50 lu’s and section (B) will also always have 50 lu’s.

Remember, in order to achieve compression in section B, section A must be expanded !!!

Fig : 2c highlights the 4 locked potential regions within the wave field.
Fig : 2d gives an indication how all positive and negative conditions emerge simultaneously as the 50 lu’s are distributed over varying area/volume. A 75% (A) implies the exterior area occupies 75% of the wave field area, with the hub heating in a compressed 25% share.

For example, when the diameter of (A) is almost the same as the wave field itself, the 50 lu’s can only circulate is a thin region between the rim and the zero locked potential of the inert gas. The wave lengths in this region will thus be very compressed manifesting UV/violet in the 400 – 450 nm range. While the inside region (B) will exhibit long (cold) wave lengths. We will perceive the beginnings of density accumulating is vast open rings surrounding a central hole.

As generation continues, the area (A) increases, and the wave length decreases. Simultaneously, the area (B) decreases and its wave lengths decrease, get shorter. As generation proceeds from the zero to +1 condition, the outer rim area gets cooler but the inner hub area get hotter due to compression. This is what generation means, to accumulate heat at the hub.
Think of the +2 condition as the areas (A) and (B) being approximately the same. This is where the colour inversion takes place as compression increase towards the hub, while expansion increases towards the rim.
For the +3 condition the area (A) >>> area (B). The wave lengths of (A) continue to lengthen and cool, with those of section (B) decrease and heat. Heat is accumulating at the hub surrounded by a colder mantle.

At the +4 condition of maximum compression, 50 lu’s circulating about area (B), the other 50 lu’s have a vast area (A) in which to circulate and they communicate that condition by manifesting coolness, frozen solidity and crystallisation.
A point to note for the radiative half of the cycle. The compressed hub potential (B) is manifesting as high pressure, high potential, and incandescent light. This condition wants to explode but is prevented from doing so by the frozen mantle surrounding it. Nature desires to unwind all these high potential conditions in a controlled, 4 step, radiative cycle. If however, there is a short cut from the high pressure hub interior to the lower pressure exterior, nature will take it !

Nature desires a slow unwinding process but she will take the explosive route
(least resistance) if it becomes available !

The radiative half of the cycle is the reverse of the generative cycle. As the area (B) increases, its wave lengths increase, temperature and pressure conditions all decrease. Simultaneously though, the area (A) decreases, and its associated wave lengths decrease. The hub condition changes from 400 nm blue to 700 nm red, while the exterior area (A) transforms from cold crystalline 700 nm reds to 400 nm blue.

We can think of the growth cycle as follows.

Fig : 3

zero condition : 50 lu’s gather at the rim, manifesting a nebulous pattern, while 50 lu’s gather in the center but distributed over a larger central area, thus manifesting as a spatial hole.
WR states that all matter is centered by a hole, which is true, but, don’t confuse the center axis (the hole of WR meaning) about which loops of force circulate with the central pupil area above. The pupil area is where density, heat is focused/generated.

+1 condition : the 50 rim lu’s now have more area in which to circulate so their wave length decreases. The central hole begins to close as density grows from the outside in towards the central hub.
The trend continues to the +4 condition. The central is closed to its maximum extent surrounded by the a frozen mantle indicated here by the blue iris.
The radiative process follows the same path in reverse, returning the expression to the zero inert seed condition.

Fig : 4a

There is an obvious anomaly here in that WR teaches that maximum compression is achieved in the yellow region just prior to incandescence. The image above indicates yellow at about 550 nm at the mid point of the visible spectrum !

Man’s observations clearly indicate that UV/Violet has the shortest wave lengths and therefore the highest energy, implying the greatest degree of compression.
We can also observe the highest degree of compression in carbon which manifests either as diamond white or charcoal black and certainly not yellow !
Although the sun emits in the gamma, x-ray, and UV range, it appears incandescent/yellow to our sensing !

The direction from 400 to 550 nm can only be described as unwinding, centrifugal expansive radiation, while the direction from 700 to 550 nm indicates a compressive, winding up, centripetal motion. Is yellow formed when expansion meets compression ?

The absorption spectrum for carbon is also shown in fig : 4a.
It indicates full spectrum colour character, from violet – green – red !
In other words, one cannot predict from the absorption spectrum that carbon will
manifest as diamond white or charcoal black !
The fact thought, that carbon exhibits 400 nm character as well as cooler 700 nm character
is consistent with the radial model fig : 2a.

The carbon 5th octave of elements exhibit the following colour character in their emission spectra.

He : the 400 nm character must be attributed to the compression at the rim with the red indicating a warming hub condition.
Li : the 400 nm rim compression is reducing while the inner core continues to heat.
Be : inversion begins, with the 400 nm blue now indicating compression of the inner hub. The exterior area is increasing and thus cooling.
Prominent (balancing) green emission lines, which disappear on further compression.
B : Compression continues towards the hub, the lines are shifting en masse towards the 400 nm left.
C : Maximum compression at the hub 400 nm region, with maximum expansion surrounding the hub in the 700 nm range
N : High potential/pressure is released into a low pressure surrounding environment. Think opening a fizzy drink ! Lines split due to the sudden release of pressure.
O : All the lines splitting apart and widening, as matter unwinds in a controlled fashion.
F : The unwinding continues en route to the zero inert gas condition again.