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Johan Van Goethe

NEW COMPILATION VIDEO

Cool!

*The intelligent man finds almost everything ridiculous, the sensible man hardly anything.*'Johan Van Goethe

NEW COMPILATION VIDEO

Cool!

Origin of Shu Vortex Axis..

Chart below shows, on the left, the [Solfege Spatial String chart.]

This is the first mosaic we arranged, based on the coloured strings,

that connect the solfege triads/Rodin family number groups(fng.)

We call these Groups Binary Trines

The order is akin to the mobeus strip, as the top and bottom rows

of the connected squares flip/switch at the halfway point ( after 3 squares),

then join at the ends as a closed system - forever cyclic. More to add to name groups, as individual squares flip also. The chart on the right is simply un-stitched

with the 3 exchanged for the 6, visa versa.

please get familiar with the axis below and notice the switch has changed our doubling towards center, to doubling away from center. in to out! Everything in its perfect place at last

Early work was strictly stitched charts as tyhis is how we found every square.

Liberation reveals All things.

Multiplication Axis is Correct this way. look at central spoke only- just early work!

speed past this bit look at the above below charts lower and pair through centre.

Chart below shows, on the left, the [Solfege Spatial String chart.]

This is the first mosaic we arranged, based on the coloured strings,

that connect the solfege triads/Rodin family number groups(fng.)

We call these Groups Binary Trines

The order is akin to the mobeus strip, as the top and bottom rows

of the connected squares flip/switch at the halfway point ( after 3 squares),

then join at the ends as a closed system - forever cyclic. More to add to name groups, as individual squares flip also. The chart on the right is simply un-stitched

with the 3 exchanged for the 6, visa versa.

please get familiar with the axis below and notice the switch has changed our doubling towards center, to doubling away from center. in to out! Everything in its perfect place at last

Early work was strictly stitched charts as tyhis is how we found every square.

Liberation reveals All things.

Multiplication Axis is Correct this way. look at central spoke only- just early work!

speed past this bit look at the above below charts lower and pair through centre.

Think the 36s and 9s off to their own

magnetic? domain or morphogenetic moment? but that for your imagination.

The left doubles towards center

The right doubles away from center!

In liberating the squares back to individuals

we have found many mosaics; that will be added later.

Orientated by the spatial representation of each magic square.

This post however, is about what the Binary Twin Axis shows us.

Its about direction of doubling and shows

the perfect nesting of ALL SHU magic squares and Torus.

What the Axis brings!

The axis is produced from the middle rows of squares 693 or 396.

As well as other great methods. In laying the axis as to find our doubling order

in concentric circles, we find Also that. The order of the concentric doubling circles,

is identical to the order of the three 9 magic square,nested vortices from our

lo, no and nu shu magic charts! [no and nu labels only.]

Said this before, but this is soooo important!

So please look at this compilation first.

It shows where the lo shu is in various axis.

Have a quick peek at the doubling halving chart top left

Now count horizontal with the x tables in mind!

Not to be confused with the Torus... for now!!

The lo shu is yellow!Horizontally we see with the upper axis

from middle lo,nu,no.. concentric magic square order, doubling towards center

below we see, from middle lo,no,nu.. concentric magic square order doubling away from center!.. So the first pictures below offer Dual vertical Flow.. maybe?

Can you see?

Middle lo remains static though is actually

180* out of phase.

did this to show vbm the axis relation

All Doubling in horizontally.

Vertical flow in synch! All same direction!

.

All Doubling out horizontally.

Vertical flow synch! All Same Direction!

remember these were for vbm [they are bullshit]

magnetic? domain or morphogenetic moment? but that for your imagination.

The left doubles towards center

The right doubles away from center!

In liberating the squares back to individuals

we have found many mosaics; that will be added later.

Orientated by the spatial representation of each magic square.

This post however, is about what the Binary Twin Axis shows us.

Its about direction of doubling and shows

the perfect nesting of ALL SHU magic squares and Torus.

What the Axis brings!

The axis is produced from the middle rows of squares 693 or 396.

As well as other great methods. In laying the axis as to find our doubling order

in concentric circles, we find Also that. The order of the concentric doubling circles,

is identical to the order of the three 9 magic square,nested vortices from our

lo, no and nu shu magic charts! [no and nu labels only.]

Said this before, but this is soooo important!

So please look at this compilation first.

It shows where the lo shu is in various axis.

Have a quick peek at the doubling halving chart top left

Now count horizontal with the x tables in mind!

Not to be confused with the Torus... for now!!

The lo shu is yellow!Horizontally we see with the upper axis

from middle lo,nu,no.. concentric magic square order, doubling towards center

below we see, from middle lo,no,nu.. concentric magic square order doubling away from center!.. So the first pictures below offer Dual vertical Flow.. maybe?

Can you see?

Middle lo remains static though is actually

180* out of phase.

did this to show vbm the axis relation

All Doubling in horizontally.

Vertical flow in synch! All same direction!

.

All Doubling out horizontally.

Vertical flow synch! All Same Direction!

remember these were for vbm [they are bullshit]

## 2 comments:

Absolutely cracking work mate. I would appreciate it however, if you could just point out what it is exactly that is different from the Lo Shu solfeggio matrix to the Rodin ABHA Torus or is the your point simply that there is no difference?

Hi Rhuben, yes its identical to the no shu!

We have another 8 family no shu squares to compliment it.

Thats why i did not draw the no shu torus (it is marko's)

He had one magic 9, now those nine are in a connected family of 9.

Please look for the no shu magic square solfege chart.

My new torus blow all of this away, just finishing them off.

Thanks for dropping in ;)

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