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(Sensing experiment added 7/15/2013 - Good results!)

7 - 22 - 2013

Note: I have a 69 kv power line crossing the front of my property, running West to East, which powers the town. It is approximately 75 feet from my working bench, and 50 to 60 feet up in the air.

I have surmised the presence of this line may be effecting my sensing reading, as discovery of the 6.1" 60 Hz fractal it radiates. Most people are not aware, that a power line is a scalar canceling device. If balanced, it produces a vibrational component that is quite powerful. Because the unit is designed to produce 60 Hz makes it easier for me to design parts, however it raises the question, is the power I am creating coming from the power line? [If I set two of the dowel pins at a separation distance of 15.485745 mm = 6.09675 inches center to center, I feel them vibrating already with energy.]

I took the 10 cm bar outside to the front yard where the power line runs overhead. When I hold the bar level it vibrates up as I point it North and South. I pointed it directly at the power line, and did not get anything. This is promising, indicating it is the earth alignment I am feeling and not likely the power lines.

8 - 12 - 2013

Main pieces constructed and positioned, discovered the Basket weave coil if set correctly in the vibration cone of the magnetic buzzer generates an energy form that feels very electrical and intense, but will not yet move a meter. Adjustment of the 8cm cores on the slider rails does manipulate this energy form altering both "tension" and "frequency" on the copper wire of the coil.

3 - 6 - 2014

To date I know of no replication efforts that have produced favorable output power from this device.

We did however notice a larger then normal voltage gain over the turns ratio on the basket weave coils.

Bismuth has a very high electrical resistance, and is ideal for sensing mass resonance at the nuclear levels. The SS calipers can also measure the 60 Hz EM vibrations from the electron shell layer of the atom.

I believe that between these two self sustaining atomic layers, we can "tap in" and place our load. The only self sustaining form of power I am aware of is Vibrational feedback.

Is it possible to comprehend what Hendershot was doing? Possibly by comparing what we now know about vibration?

"I can extract electrical energy from the earths magnetic field by using two wire sizes on a coil."

David Hamel showed us that he could spin up a ball bearing using
only a magnetic device and careful positioning or "distance tunning",
suggesting there is a motional powering vibration available from a
magnet.

**Since this most impressive Basket Weave coil got my
attention right off, I will start here with my vibration research.**

It is generally assumed the dimension listed on the diagram is from center to center of the dowel pins, although the diagram is not clear on this. The arrows stop inside the dowel pins.

Here is a list of known fractals that land in this area of dimension.

15.00 cm = 5.9055 inches Ra Fractal

15.01049 cm = 5.90964 inches Copper Isotope 1 NMR 17x 8.8297 mm

15.08125 cm =

15.0948 cm = 5.94283 inches Iron Isotope NMR 14x 10.782 mm

15.13344 cm = 5.9580 inches Copper Isotope 2 NMR 16x 9.4584 mm

15.147 cm = 5.963 inches Source field 81x 1.87 mm

15.246 cm = 6.00236 inches Copper atom Nuclear platonic vibration background field 21x 7.26 mm

15.26985 cm = 6.0117 inches Schuman Fractal

15.340 cm = 6.039 inches Electric motor 60 Hz Iron magnetic vibration - Source field 82x 1.87 mm

15.485745 cm = 6.09675 inches Lamp dimmer 60 Hz Copper electric vibration

15.521 cm = 6.111 inch Source field 83x 1.87mm

15.7 cm = 6.1811 inches Electric Field derived from the RA fractal diameter using 90/57 ratio on a circle of 57 x points [19 x 8.26316 mm] [NS sensitivity]

15.708 cm = 6.184 inches Source field 84x 1.87 mm

Cut a soft iron tie wire to 15.340 mm = 6.039 inchs and hold it near an electric motor in the US. Wow!

Cut one to 15.27 cm and feel the Schumann resonance. Lots happening in this small area of the spectrum.

A dowel pin of 1/8" will set the wire on both sides of several of these resonant fractal dimensions.

[360 degrees / 2 pi = 57.2977....] [180 degrees / pi = 57.2977...] [90 degrees / (pi/2 harmony ratio) = 57.2977...]

A resonant T field crossing this coil
dimension at the Ra wavelength, will split off [~pi/2 degrees] on each
quadrant of it's circle, as the field passes
through it in one direction. [West to East]

Time of one 360 degree
rotation is dissected by ~2 pi. Thus pi/2 is harmonic in all four of
the circles quadrants, with the magnetic field on the coil making one
cycle of 360 degrees in real time. This is a Tempic field resonance
ratio.

Space however is trisected
into 19 platonic form triangles. 19 x 3 = 57, the lowest down
shift of vibration
energy from this configuration is the triangle. [smallest prime
factor 3x]

When vibration intersects at 60 degrees in triangle form, the energy
is pulled into the EM side, and the vibration cancels. This
was shown with two resonant rods and a copper sphere, way back there.

Light Technology
See the section on 60 degree sensing of energy. Circles and
triangles.

The [Vibration to EM] conversion wavelength may be calculated as the
side length of a triangle, on a circle of 150 mm [= 129.9 mm]

There will be 19 of these as standing vibrational waves all slightly
out of phase on the large coil as the Ra fractal vibrates through the
coil system.

No matter how you position the coil flat on the table, the East West
line will cross it.

[360 / 4 phi = 55.624] 56 is an even number so 57 is the closest for this range of dowels, but with pi at 57.2977 we are then between them in the active zone of power.

[360 / pi = 114.59 ] I might expect phenomena at 113 dowels then also.

[360 / 2 phi = 111.248 ] 113 also in this range setting between PI and PHI in the orbital pressure zones???

Note: From wire cutting experience it can be shown that a Phi ratio between two resonant rods will produce repulsion or pressure to move away, and a pi/2 ratio will produce harmonic attraction, or a path of least resistance. In the area between these two ratios is the orbital organizing force. pi/2 = 1.570796 and Phi = 1.618. If you cross the Phi to further out, you will be pushed outwards into the next orbital ring, however if you are near the pi/2 you will pulled towards it from either side. PI is necessary for a self sustaining system in the vibrational field, and Phi is necessary to create oscillations around it.

**Coil Diameter 15.00 cm [Ra Wavelength] [Mystery video]
[a difference of .08 mm less then the thickness of a wire]**

The coil has 57 each 1/8" dowel pins, around which the coils zigzag oppositely on each layer of wind. 360 degrees / 57 = 6.315789... degrees, and this is our polygon angle or the angle between two adjacent dowels. The separation angle is very close to [2 pi = 6.283185....], but pushing it a little over towards a 4 phi, and placing it inside the critical orbital ratio spread to pull inwards slightly with torsion towards a self sustaining resonance. Now a quadrature split, [ 360 / 57 ] degrees / 4 = 1.578925 and a pi/2 harmonic ratio is 1.570796 which will sing and oscillate itself up forever with vibration when injected over two concentric tubes. Here we then see on the 4 sections of the circle a harmonic ratio. Hendershot has found a tempic field resonance in the angular alignment of the circle, but a vibrational one. One so small I would not have thought to locate it in this way. It is my belief he was looking for a ratio like this, or that he could actually feel it by tuning adjustment, from the scribbled notes he left.

We now calculate the spacing between the dowel centers, and see the surprise of ~pi hidden inside it. [He is riding the phi / pi orbital ring of the Ra fractal "side to side" with the wires.]

This is the formula to calculate the length or separation distance of each of the dowel pins. The polygon side length or FS of a 57 sided polygon. [one document says they are to be spaced equally, and one drawing [above] shows a space larger on one of the steps probably due to inaccurate drawing ability???]

Diameter = Fractal Length
[FS] / (sine (1/2 the
angle))

Diameter = Fractal Length / (sine
(3.1578947368421052631578947368421)) Very close to pi, and a stable
self sustaining oscillation ratio for a vibration. [Sine of pi degrees]

[Diameter = 5.9375 inches] FS =

[Diameter = 150.00
mm]
FS = **8.26316 mm**

It would seem that choosing 57 dowels was not a blind guess, but a very intelligent thing to attempt.

Compare against a perfect PI for the 57 points with a small gap at the end of each 19x set

FS = Diameter * sin (PI)

[Diameter = 5.9375 inches] FS = 0.3253967 inches

[Diameter = 150 mm] FS = 8.220549 mm

This difference is very tiny -0.042611 mm less over each 1x distance.

x19 = 0.809609 mm extra at each of the triangle points.

On the whole circle we would be -2.428827 mm short, almost the diameter of one 3 mm dowel and may explain the diagram above.

Keep in mind the Vibrational resonance at the node point of the
fractal
will be where the two wires cross.

Setting my first caliper to 150.00 mm, and holding it in my left hand. I feel the Ra fractal strongly in my body.

Setting the second caliper to 8.22 mm [perfect pi ratio] I can now feel the pi/2 harmonic from it, and it feels very smooth and nice.

Changing the second caliper to 8.26 mm I now feel an "electric feeling" that tingles all the way up my arms!

What this proves to me is that we should set all the dowel gaps the same, at 8.263 mm spacing, and not try to fit exactly to pi ratio, with a gap at the end.

The more accurate we get the "wire crossing positions" to this distance apart, the stronger the electric feeling will become off the RA fractal.

It is likely , that a person tinkering with this in a junkyard full of old electronic components, would be going by feel of the energy to come up with a 6" diameter basket coil system.

If you want to feel the Electric fractal more strongly, set your caliper to 19x 8.26316 mm = 157.00004 mm and zone out on that one! Turn it to true North, and feel it flare up strongly. It does not flare up when turned to East West nearly as strongly. This is likely the dimension that Hendershot had discovered in his compass work. Turned to true North it becomes "light" at the pineal and electrical tingles. This is the actual length of 1/3 of the 57x polygon outer edge, and one phase of the EM we can expect to appear in the coil system.

Now to modify the motor system for any angle, one needs a tunned coil with about 57 wraps on every angle, and then a brush on the shaft in the correct location to vibrate up the shaft of the motor with this energy. I can see how this led right into a stationary coil system as it progressed for him. I would try a 30 mm diameter spherical coil, if not a Basket wind at 30 mm, then locate a point on the resonant shaft where it would vibrate up at any angle.

Hendershot was definitely a machinist to have located electrical energy by using accurate dimensional length! Showing a mechanical aptitude, and a "feel felt" sense.

If you build his motor to correct dimensions, then it will likely work. His motor used 5 magnetic overlapping prongs, an odd number, and this is the pattern he gave us once you have the fractal length to work with.

He stated he could build one for different RPMs. The RPM would be constant, and I am guessing it is based simply on the number of poles, always odd.

The concept of having the iron parts carry energy in a motor shaft is not new. Now having felt this energy I believe it is real.

8.26316 mm = 1x Earths Electric Field Fractal [at the crust]

19x = 157.00 mm = 15.700 cm

57x = 471.00 mm = 47.100 cm

One complete turn, is actually two times around the circumference to get back to the starting point of the wind. Thus if I say 12 electron winds, it is actually 24 times around. 12 inside and 12 outside each dowel. [This is the electron path discovered way after this device, 720 degree rotation with both in opposing spin, in current QED quantum physics texts.]

The capacitor is home made, on a 5" diameter SS tube. A complex process of removing the innards of a capacitor and sticking them on the outside of the metal tube trimmed to special lengths, then placing this inside the Basket Weave Coil system, in series with one of the coils. [L1 coil]

Aluminum NMR 15x = 130.1535 mm = 5.124 inches [1x = 8.6769 mm NMR]

Copper Platonic 35x = 127.05 mm = 5.001968 inches

Source field 68x = 127.16 mm = 5.0063 inches

The diagram shows only two capacitors, but there are actually 6 there including the home made one inside the Basket coil, and two in each of the cans shown.

Later photos show he changed this to 3 external capacitors above each basket coil.

In this diagram we see the colors of the weave coils on each side of the diagram used by Hendershot.

Bottom coil is enameled wire [points 22 & 23] 64 turns 24 Gauge.

The Yellow [20 & 21] L1 and Red [18 & 19] L2 wires are PVC 12 turns 20 Gauge insulated.

The outer coil L4 [26 &27] is 14 turns of 28 Gauge.

The transformers are 120 to 24 vac or 5 to 1 ratio.

The dual capacitors share a common ground, and were electrolytic HV DC.

Notes:

In this diagram, the coils are all labeled oppositely to the original diagram we see below. L1 was the separate coil to the inner capacitor, and here it is shown as L4.

Left side of the circuit L-3 top pin 22 is wired to the capacitor 40 uF then to the cross over to the other coil L-3 top pin. This is different wiring then the older drawing below.

In this diagram, the feedback wires from the load are both going to the left side of the diagram, and appear to be reversed of the above diagram where they are drawn to the right side.

Wiring is almost a mirror image between these two diagrams, but note major difference where the top of L-2 on the left now wires directly to the top of L-2 on the right.

A little patience is in order to study this diagram to the point of "familiarity."

Makes one wonder how both connection schemes could ever work the same from the same value of components! If you are looking for a resonance at 60 Hz, it is not there electrically at all.

100 feet 28 AWG Enameled 0.32004 mm diameter L1 Coils [Eliminated in new design] 2 ea [14 turns]

500 feet 24 AWG Enameled 0.51054 mm diameter L2 Coils [L1 in new design] 2 ea [64 turns]

250 feet 20 AWG Yellow and Red 0.81280 mm diameter L3 L4 Coils [L2 L3 in new design] 2 ea [24 turns]

Cross sectional area jumps by 2.53459 x the square of the diameter.

The sum of two wires diameter stacked on each coil [quantum electron is 2 wraps] is 2x of these,

The sum of the diameters will increase by 3.184 x ratio [PI = 3.14 2 Phi = 3.263]

Cross section area sum on each coil will increase by 5.06918 x ratio [Very near a 5x jump]

We can see what Hendershot was thinking in this design, he knew physical dimensions!

I refer to "In the zone" [PI/2 to Phi range] [PI/2 = 1.57079 PHI = 1.618]

To stack this fractal we use 19x and 57x strings or stacks.

Diagram showing one edge of the Basket weave coil system and two wires on it to represent a quantum electron with 720 degree rotation.

The two points where the wires cross, are laying on the RA fractals ends, the radius of the coil 7.5 cm to center of circle.

The distance between these two points is 8.26316 mm, as tested with caliper does vibrate up from the background field.

Many of the active fractals are crossed in this area of spectrum.

My 14 gauge wire measured at 1.5 mm, a bit less then it should be. My 18 gauge measured at 1.04 mm [Could be the enamel insulation taking up .02 mm ???]

This drops the ratio between them way below calculated expectations = 1.4423 ratio.

Distance between the dowels is 5.08816 mm for the wires to cross in.

Dowels are 1/8 inch thick.1/8 " = .3175 cm = 3.175 mm

The actual wire length of the wrap on the circumference of the coil should be circumference * 1 / cos (24.035 deg)

Circumference = 150 mm * PI

150 mm *PI / cos (24.035 deg) = 515.97 mm per wrap of wire.

This would be the very smallest it could be, and probably will come out larger with wire insulation.

64 wraps * 515.97 mm = 33022.4982 mm = 33.0225 meters of wire. Hendershots L1

If we reduce to 3 mm dowels = 511.99 mm * 64 = 32.767 meters of wire

Smokey is seeing 528 mm per wrap on his .95 dia wire. expectedly a bit longer then Hendershots 0.510 mm wire at 515.97 mm per wrap.

12 wraps = 6.336 meters of wire

This is an angle of 114.724445 degrees. Which means that an electrons spin axle is setting at 65.27555 deg of it's magnetic field pole alignment.

The equator of it's spin is setting at 24.724445 degrees of the magnetic field pole.

Interesting that both the angles are very close to the angles the wires pass through in the above drawing showing the Hendershot dowels and wires crossing.

When viewing the magnetic field of a wire loop, it is discovered it will magnetize a nail anywhere in side the physical loop of the wire.

It will not magnetize a nail held anywhere outside the loop of wire. By having each loop also add a small circle to it, then every dowel will experience 1/2 the magnetic field intensity having only 1/2 the winds running out side it, the 1/2 that run inside it will only contribute to the magnetic field inside the large coil loops.

The magnetic field is then split in intensity, to 1/2 it's flux levels just on the outer dowel ring of the coil system. Inside both wires it will have 2x the magnetic field density.

Hendershot_files/KS-Bohrschablone.pdf

Circle Of 57

Core slugs 8 cm

8 cm / 2.54 = 3.149606 inches

3.149606 in / 2 = 1.5748 inches [familiar number] Why couple energy to inches??? Connects into the ancient pyramid system pulling energy directly from the Aether at 12x octave. The foot comes directly from the pyramids, and the 12x octave of vibration.

Resonator Bar 10 cm

15.7 cm Electric earth wave / 10 cm resonator bar = 1.57 ratio

A 10 cm iron bar should vibrate up to the Earths Wavelength if aligned NS landing inside the zone off the electric wavelength, very close to self sustaining harmony ratio. When coupled to the Basket weave coils energy correctly this bar should vibrate up.

Hold it out in one hand and slowly rotate it pointing around true North South alignment.

I feel a strong flare up of the energy, most noticeable, peaking on true North.

Lets take a look at one of Hendershots units and measure the bars proportion to the Basket coils diameter.

Carefully measure the diameter between the Dowels on the large coil, and then divide this length by the length of the resonator bar.

Here is what I get:

32.83 mm / 28.27 mm = 1.616 ratio and very nearly a perfect Phi ratio

Although I can not measure the actual length from this photo, knowing the diameter of the large coil is 150 mm I can calculate it.

Hendershots resonator bar is 150 mm / 1.616 = 92.821 mm = 9.282 cm Somewhat smaller then the new design on the video at 10 cm

If he was shooting for perfect Phi it would be 92.7 mm or 9.27 cm long.

Hendershots bar will resonate at any angle, the new design will have to be coupled to the EM wave from the coils to resonate or pointed NS. Best guess.

The new design however will generate a more electric like field then Hendershots did when coupled to the earth NS alignment.

Both are however related into the the RA fractal by a ratio that lies in the Zone. The PHI Hendershot used will be harder to start but may produce more power when working.

This fractal will produce this tension any direction you point it!

That is the energy Hendershot was using in his resonator, and it appears to be on both the bar above and below the two coils.

It creates a repulsive energy, and a tension in iron.

The coil cores, resonant bar, and drill alignment tool made for me by Ron Pugh [machinist], setting on the 57 angle drawing made by John Barry [math expertise].

The group has responded with record speed for this project, I am grateful to be a part of this experiment.

7 - 22 - 2013

If you make a Scalar Bismuth Weave coil, it is one of the best sensing tools for vibration I am aware of.

It can be used with a function generator to locate the mass resonance frequencies of the resonator parts.

Hold the iron piece off the end of the coil and tune the F Gen while touching the iron piece.

It can also be used to locate the Magnets Precession Lines extending off its ends at about 45 degrees.

Using the scalar coil with fingers on opened wire ends the magnetic cone can be felt to several feet beyond the project.

Align the Bismuth core pointing at the outer edge of the magnet and slowly move outwards, scanning back and forth to locate the active vibrational cone line from the magnet.

Bismuth will vibrate up with a very heavy feeling, much lower in frequency then a quartz crystal.

Construction of the Scalar Bismuth coil is found here

A quartz crystal or crystal sphere can also be used to locate these vibrational lines of force, if you are sensitive in the higher frequency ranges.

I believe that locating the angle of the magnetic fields precession may be critical to understanding how the Hendershot Generator works.

Left photo with a lite behind, to show the gap between the magnet and the bar created using thick pads of insulating material.

The Neo magnets were shimmed with smaller magnet at center to come out exactly the length of the bar at 10 cm.

The 80 mm cores were then rolled back and forth to locate the best positions for vibrating up.

There is an active zone inside where the bar touches the pads almost all the way to the center position, but drops off near where the pads touch.

I found a distance where I feel the vibration interacting between the bar and the 2 cores. There is another one a little wider that is pretty strong also.

When I bring a roll of 26 ga wire near the vibrating setup it couples nicely!

I then widened the spacers between magnet and bar [photo on the right], to reduce the tension on the bar, and the vibration seemed to increase considerably, as it dropped in frequency.

Now the 26 ga wire does not interact as strongly but 30 ga does. I can see there is possible adjustment on this that may be of use. Holding the roll of 26 ga wire near and then slowly sliding the cores back I hit a resonant point!

The tunning seems to work in this sense. There is a range of distance where the 26 ga couples, and another where the 30 ga wire couples.

Now I can see why the coils rigged to slide is a tunning system.

10 cm - Bar

8 cm - iron cores

A scalar bismuth coil is used, with a function generator to vibrate up the various pieces. The coil cancels the magnetic field, and produces only a heavy vibration.

Surprised to discover the two iron cores at 8 cm resonate up at 30 Hz, and the bar resonates with a sharp tunning peak at 60 Hz.

As the core are moved closer and further from a magnet with 30 Hz vibration on them, a minute thump feeling is observed, where the attraction to the magnet drops very slightly.

It seems logical to me to then mount these on a sliding rail system for adjustment.

When the 300 mm wire [see below] is connected to the bar two nodal points emerge on the sides between the magnetic pole and the inner cores.

Vibration is drawn into the resonator bar at these two positions.

Hendershot, and the mystery video both agree on this dimension closely. Hendershot used 3 inch dowels, the video calls for 7 cm above the base.

Vibration testing shows that if a 7.5 cm wooden dowel is embedded into the plywood to the center of it's thickness the whole board vibrates up with a radiance.

The two posts then expose exactly 1/2 the wave for the coil to couple to in the vertical direction at 90 degrees to electron flow.

You will be able to feel the "glow" around these coils in the air, from the earths background energy.

Mass resonance always works from the center of gravity, or the center of the mass, where the energy can be tapped and manipulated.

The board is a ground plane resonator, and the dowels are 1/2 wave reflectors of the RA vibration.

This is not subtle, but very easy to feel when you get the entire board vibrating up accurately.

The important thing to notice when feeling the wires is where the light nodes are positioned and where the segments of tension land between them.

When the 300 mm wire is bent on the ends, the light node appears at the center position of the wire form. This is the point of least tension.

The tension shifts to the corners of this form to the point on the basket coil where the dowels are tapped into the base.

Fractal Matrix Introduction

How wide to make a base for the coil.

We want the longest wave to appear on the dowels, so we do not want the base to down shift below 30 mm wavelength very far.

However we still desire a light node to appear at the center, so an even number is warranted.

There is only one that will down shift a bit but not all the way to 150 5x distance. It is 6 segments.

We will now test the difference between a prime at 7x and the 6x that we expect may be the solution.

30 mm = 1x

6 x = 180 mm

7 x = 210 mm

Now the two possible base dimensions I just calculated are tested against it to see which is the better choice for a centered light node with tension at the corners.

The 18 cm wire wins without a doubt. The 21 cm wire causes a pressure to form at the center pulling the wrong direction on the core light node.

Shows my final test for this using the heavy 150 mm Ra bar, with light nodes at the ends. Position the bent wire on center and light node meets light node.

Slide the two wires one at a time up to the base and feel the difference with a finger on the center of each wire.

The 18 cm mates up, but the 21 cm creates a tension at the center point of the wire that shoots all through the heavy bar.

The 21 cm will throw the pressure point to the wrong place on the base of the coil.

18 cm is the correct distance to make the base of this coil, if it is to be set into a circular piece of wood. Best Guess.

The next photo is my base coil design to maximize down shift energy into the dowels, and take advantage of mass of the base of the coil to support this down shift of energy.

Looking at the frequency warp, we see at the bottom a compression field bubble, and at the top the opposite of this, as accelerating release of compression.

The dual cone gradient system again, which appears in many other designs as conical coils, or cones.

Vibrational energy should naturally flow down the outer sides of this coil seeking the lower frequencies, and electrical energy should accelerate up it, seeking to dissipate into the EM noise floor.

This gives opportunity to intercept both types of flows to set up a loop that can self sustain. Where the EM vibration crosses the T field in the range of 1.5709 to 1.66 there will be three vibration links that couple from top to bottom creating a looping at 24 levels of vibrational rings, causing a self sustaining bubble to form in the Aetheric medium. Best guess.

If there is a capacitor at the center, the gradient will be reversed at it's center. Vibration energy will flow to the top of it as raw torsion, as electrons are pulled to it's bottom as EM.

Note: the low frequency side of the capacitor at the top will be connected to the low frequency coil, at L1 position at the bottom.

Layered Fractals

To the best of my knowledge, this design will down shift a torsion field vibration into the dowels, at 1/2 wavelength of the RA fractal, placing the pressure nodes at the lower corners at the base where the lowest frequency will appear on the coils.

Not surprising it matches Hendershots design very closely!

The neat part now you can make these wires up and feel this for yourself.

If building a coil system, I believe that feeling the correct energies at the correct spots should be one part of the process.

Stick a finger down to the center of the plywood base, and right on that point should be a strong light node, many sensitives will be able to see and recognize right off.

It will feel centered and correct, with an element of intelligence to the field energy bubble, and an element of Spiritual presence.

Dave Lowrance

This diagram helps to show how I feel these energies organized in the RA fractal vibration. Hopefully this will assist others to visualize the phases, and how they all combine.

The testing is the final word.

I set up an old bathroom fan motor, plugged it in and started tunning the Caliper. The motor is a folded pole motor on laminated iron core and vibrates up any ferris metals held near it.

I wanted to know the "vibration resonance" on the iron, as the magnetic field flips over and over at 60 Hz through the soft iron laminated core of this motor.

I found it at 153.40 mm or 6.039 inches. I felt this as an intense vibration with it's electric component jumping into the calipers!

I made up a soft iron tie wire and went around the house holding it up to fan motors and electric lights, even the computer monitor. In every case I could feel energy radiant from the ends of this wire almost burn into my hand.

Iron has a free electron and it really responds to electro-magnetic fields. By cutting the iron wire to a resonance on this "electron magnetic vibration" it amplifies the energy jumping from the motor to the wire.

This is a sympathetic vibration coupling.

Arno reports from Europe, 50 Hz is best vibrating at 151.61 mm and feels to be the power "Source" by Ella, around light bulbs and motors.

184.08 mm [as calculated by Dave L in Alaska off the 60 Hz wavelengths by ratio to the 50 Hz theoretical], also gives a response in Europe.

60 Hz ==> 153.4 mm was measured then 126.342 mm was calculated off Arnos sensing of the 50 Hz wave pattern set, then verified by myself in Alaska, placing the 60 Hz fractals in the 5x and 6x segments. [Less distance and more time then 50 Hz]

The structure of a vibration, allows us to tap into AC powers vibration, in various metals, at many different wavelengths or octaves. These ones are what we found present around the 6 inch lengths of the Hendershot basket weave coils for both our power grids.

If the system is using "vibrational feedback looping" to go into self sustaining mode as a generator, then it is likely that a different dimension basket weave coil will be necessary in each country, based on the power grids frequency present there, and what we each feel from it.

A Basket Weave coil designed on the magnetic vibrations found above would have these dimensions. 3.019 inch dowels, and not far off of Hendershots 3" ones for 60 Hz.

Build this form for your power line frequency, and see if you feel the vibrations off it strongly.

Soft Iron tie wire 153.4 mm or 184.08 mm

2 ea 1/8" dowels 76.7 mm or 92.04 mm

Lay the center of the wood dowels on the ends of the iron wires ends. Touch the three node points, the red circles in the photo! Compare to the energy at the lower corners.

5x stack = 153.4 mm

6x stack = 184.08 mm [coil base pad diameter]

Now carefully slide the copper sense wire up and down looking for the more intense places along the height of the dowels. I get one at 15.34 mm.

The reason I have broken off the concept of a square base is to fully support the platonic form vibration system, and make this experiment more like tunning up Joe Cell tubes.

The circle gives better control of the platonic form vibration.

This one holds the most promise for me as it is fully resonate on the caliper reading I took at the top of the document directly off a motor running AC power from the mains.

Now based on a fractal dimension of 30.68 mm, the wood diameter is a 6x, and the pins are a 5x stack of these to force the light node to the center once the pins are placed

and to force the tension area to the lower corners of the dowels on the 30.68 mm fractal for both dimensions.

Pins all have the exact same distance from the center point where the light node should form at the center. A tool was designed to make this faster and maintain alignment of the drill so the posts come out vertical.

The paper is first aligned with the pin hole at the center made by the machinists compass, then the paper is taped to the board.

The compass is then used to slowly scribed through the paper and cut out just beyond where the holes will be landing.

Next the 1/8" hole is drilled on the compass center dot and a 1/8" drill bit is stuck tightly in into it, so the drill alignment tool can be slid down over it.

This method seems to be fairly fast and accurate for drilling all the holes.

Note: By having tested these lengths with accurately cut wires before hand I already know the result of these coil bases even before constructing them.

Testing the field, it was best with the entire 7.67 cm above the surface of the 15 mm thick base. This is 1/2 the diameter of the holes at 153.40 mm center to center.

I worked until I got the 91.70 mm from bottom of base to the top of the dowels very close, after tapping the dowels in with a hammer tightly.

Iron vibrates up strongly in the blue Zone, and Copper vibrates up strongly in the Red Zone. [Right Photo]

This shows me the Vibrational spread of the two cones is strongly present on the coil base, as I had hoped to achieve.

Coke bottle for a size comparison.

Lines showing if the magnetic cores are positioned on the magnetic node area between the two coils, they tend to repel one another rolling apart.

Slide them towards the magnetic bar, they move into attraction and roll together. A good sign of an active energy present reactive with Iron.

Place a hand with fingers spread out over the tips of one of the basket coil forms. Feel the pulsating spin moving around the tips!

I used a radial arm saw.

The dowels can be cut 6 at a time,stacked 3 high and 2 wide, if care is taken to move through them slowly so the ends do not chip out.

The rear block is added, to set the dowels directly under the curve of the blade, but made a few mm short so it does not contact the blade.

The blade can then be lowered to below the block before starting the motor, to be sure fingers holding the dowels are well clear.

Different length Iron and Steel Core can be tied down to the Plexiglass carriage. The 8 cm cores were covered with a red heat shrink tube. In my first design, I wanted at least 8 inches of active sliding area to play with so I can intercept any angle from the Basket weave coils. The plywood base is right off the spreadsheet for 60 Hz resonance calculations in the reference section. Appearing is an energy node about 8.4 cm in from the ends which may be useful in the tunning process.

If the Precession cone off the magnets ends, at roughly 45 degrees, is angled to intersect the center of the Basket weave coil, you can feel the adjustment of the slider cores shift on the capacitor as they are slowly moved.

If the transformers are aligned with corners crossing the center of the Basket coil, then you can feel the adjustment in their iron cores vibrate up as well. These are some possible energy coupling dynamics from layout.

It was noted when setting the Capacitor inside the coil base there was a radiant vibration on the left post. After exposure to the magnetic resonators vibration cone, this energy shifted to the right post and drew inwards.

The shift was permanent.

[Comprehension of the Precession motion in a magnetic field]

In this test I allowed the wires to twist CCW between each dowel, to see if this would increase the EM results.

NMR [nuclear magnetic resonance]- The Pole of a magnet is not stationary, it is in motion sweeping out a conical section of space off the pole, at approximately 45 degree angle off the end of the magnet.

Because this happens so fast, up in the Ghz ranges, the magnet appears to us to have a stationary pole with wide width. The poles are however precessing in a circle, moving CCW as if the magnet was physically spinning in a cone pattern.

The copper resists this motion of the magnetic field, as it approaches the magnet. However because the frequency is very high it is not enough to dislodge electrons in the copper medium. No current flows.

To get current flowing in the wire, a lower frequency will be necessary to inject on top of this energy form slow enough to move electrons between atoms.

I do not know where the precession cone will appear in a horseshoe magnet, but the 45 degree angles should be found somewhere off the poles by palming them while changing the gap distance.

A quick try with a small horseshoe shows the 45 degree lines of vibration present both downwards and upwards off the two ends of the poles altering the geometry but still providing the cones intersecting the Basket coils on only one side.

This precession motion, coming off each side of the magnet will be 180 degrees out of phase between the two basket coils.

If this observation is true, then the magnet must be mounted slightly above the basket coils, but consider that with the magnet aligned non centered, one side of the sweep would cut less copper then the other and at different angle.

Photo showing if the wire is set over an active height on the dowel pin, then tunning the resonators core gap distance can be felt on the wires ends even more strongly.

This energy can become very hot and finger numbing, radiant into the room, but testing with an EMI meter reveals there is no measurable EM on the wires as of yet.

The room warms up slightly, but there is no EM microwave radiation, only microwave vibration.

For the first build I followed the video fairly closely. Resonator is made to spec, basket coils are 150 mm separation on dowels, with 7 cm height.

Wire was ordered from China to spec. 1.5 mm wire [yellow and gray] has thicker insulation then the video, but seems to resonate with the 150 mm fractal nicely.

If the gap on the resonator is set to 15.07 mm [copper atom resonance] the baskets vibrate up nicely, showing that the slider on the resonator is just like having a caliper in the circuit.

One can tune any layer of the copper atoms to become coherent, thus we can stop worrying about wire length resonance, if the goal is to couple with the copper proton shell.

Coils in Opposition [Copper layers are charted here.]

Resonator coils were wound with .95 mm wire 40 turns.

Solder was used on the initial connections for quick polarity changes, and little concern for neatness on this prototype. It is a test for functionality, and very similar to the mystery video. Wires left long for repositioning experiments.

153.4 mm sensing wires to right used to position components for a 60 Hz rolling magnetic field resonance. Transformers were set up at 2x center to center of the mass, and then started to feel much better then the random layout did.

Baskets were set to a 3x separation of the 153.4 mm fractal. Capacitors were then adjusted to be 153.4 mm triangles center to center, and this really improved how it all felt to work around, with everything in sync. No more headache!

Finally the gap distance on the slider was left to resonate up the transformers on the 153.4 mm fractal, and all then felt right with the world.

Even though this build did not light the bulb, it is quite a thing to mess with vibrationally, as it is rich with self generating vibrations on all the components.

You should be able to see the coils bottom and top wires on this photo. They do feel different.

I played with the resonator bar, and ended with it set up like a chime, the two plastic spacers between the magnet and the bar are set in from the edges by 22.4 percent of the length.

This is the same you would set up a chime, so the bar can vibrate up physically. I also tried end spacing for a mass vibration. Neither proved effective for generating a 60 Hz vibration.

I also tried wiring both cores of the resonator first like the print, then with both windings crossed at one end, as shown in the photo above.

There are adjustments that can cause the light bulb to warm up to the touch, they are totally vibrational responses, and not electrical that I can tell.

If you take the 153.4 mm copper wire and hold it along side each of the basket coils, you discover that is where electrical energy seems to pop up. It comes up at the middle of each basket coil winding on the outside.

This is exactly where Hendershot wound his L1 as I recall, and it now makes sense.

The build did however produce some effects worth further investigation.

It was noted that the wire length of a wrap on the coil form came very close to a fractal from the Schumann resonance chart. [Reference Section]

If the coil could span 60 dowels, it would have a wire length landing exactly on one of the distances. [610.79 mm]

Schumann |
Super
Octave 1/90x Fractals |
|||||

Earth | Diameter | Circumference | Frequency @ 300,000,000 m/s | |||

12756000.00000000000000 | meters | 40074155.88919140000000 | meters | 7.48612150008915 | Hz | |

141733.33333333300000 | meters | 445268.39876879300000 | meters | 673.75093500802300 | Hz | |

1574.81481481482000 | meters | 4947.42665298659000 | meters | 60637.58415072210000 | Hz | |

17.49794238683130 | meters | 54.97140725540660 | meters | 5457382.57356499000000 | Hz | |

0.19442158207590 | meters | 0.61079341394896 | meters | 491164431.62084900000000 | Hz | |

0.00216023980084 | meters | 0.00678659348832 | meters | 44204798845.87640000000000 | Hz | |

Coil | Diameter | Circumference | ||||

194.42158207590300 | mm | 610.79341394896200 | mm | |||

2.16023980084337 | mm | 6.78659348832180 | mm |

From the Schumann Super Octave Spreadsheet

The wire length will be 2/3 of the 610.79 mm resonance from the earths field.

Photo to the left shows the first canceling coil spanning 20 posts. No matter how long you leave the leads it still vibrates up on the Schumann Fractal.

Middle shows second coil added and at the center post both coils now overlap by one post width. The purple and black lines show each coils ends.

Photo to the right shows all three coils now made, a total of 60 post wraps on a 57 post base. Three wires pointing inwards and three pointing outwards.

Three of the posts now have two wraps around them, and the rest have only one on each side.

The purpose of this sort of a coil system is to set up a bubble of vibration around the base of the coil that is balanced and feels good to work around.

The question, can it be modified to produce a rotating magnetic field? At this dimension it certainly vibrates up soft iron, with the same feel that 60 Hz power does.

Nice Vibration!

This increases the wire length by about 3.5 dowel lengths, necessary to resonate the 610.79 mm fractal.

The steel core set inside, after only 16 wraps, vibrates up strongly, with a down shift of 16 x off the 610.79 fractal.

This creates 3 each odd dowels with 2 x the wire height on it, leaving too little room to finish the coil height of 64 turns.

I would try to set up a wire length that is very close to 60 x 610.7934 mm. Each wave will be 60.5 dowels in length.

60.5 dowels x 60 waves = 3630 dowels

3630 / 57 = 63.684 wraps = 63 wraps with 39 extra dowels on the last wrap.

Now if I use my 150 mm diameter baskets, the length will be closer to 60.8 dowels

60.8 dowels x 60 waves = 3648 dowels

3648 / 57 = 64 wraps

This cannot be a coincidence! [Also it may indicate why so many builds miss the mark.]

On this coil the wire lead in length is not critical. Only the number of dowels it is wound around from end to end of the wire, where the wire enters and exits the coil system.

The closer you get this wire lengths to 60 x 610.7934 mm = 36.647604 meters of wire, between entry and exit points, the stronger will be the coupling to the Schumann resonance energy system.

I do not know if it is possible to mark a wire that long and then wrap it on to the nearest dowel at that mark on the wire, it is an awkwardly long measurement to make.

So one must make several winds on the coil, mark the wire, and then take it off and measure it accurately, then do all the math over again for your specific coil and wire size, to get the correct dowel count.

There will be some variable in the dowel sizes and the drilling process, as well as the wire diameter.

This will effect the accuracy, so adding an extra post or removing one from the 64 turns may be very practical to increasing the energy, if you can stay aware and track the wire length on this coil.

90x 60.8 * 90 = 5472 5472 / 57 = 96 turns 54.971 meters of wire

60x 60.8 * 60 = 3630 3630 / 57 = 64 turns 36.6476 meters of wire

30 x 60.8 * 30 = 1824 1824 / 57 = 32 turns 18.3238 meters of wire

15x 60.8 * 15 = 912 912 / 57 = 16 turns 9.1619 meter of wire

All these go evenly onto the basket coil. Others can be calculated but they will not come out as even turns. So as you are winding this coil, when you get to the 16 th turn, on the post you complete it, you should feel a definite down shift happen as you lay the wire around the last post.

12 Turn coils

57 *12 turns = 684 dowels / 60.8 = 11.25 waves = 6871.42575 mm

A one quarter wave canceler!

The 12 turn coils are vibration cancelers. They will suppress the 610 mm vibration wave.

11 is a prime fractal stack and will not down shift, the .25 x will generate an out of phase reflection and cancel the vibration.

Best Guess, this is how electric current is created from vibration.

All self powering systems must at some level access the natural orbital powering system pattern.

Perceiving the components in this way as a set of orbital rings for a free standing, self sustaining, energy form in Space, gives the project true meaning for me, as I have already experienced these type of field bubbles with vibration directly and know they work.

491 mm per turn

14 turns x 491 mm = 6874 mm = 6.874 meters on the coil

610.7934 was measured to be on a 12x octave with sub fractal nodes appearing at 50.89945 mm down it's length.

1/144x Triad 5

41.4472653322383 | 13.1930743105342 | ||

40.2395484124644 | 12.8086460752587 | ||

5 | 39.0670227205462 | mm | 12.4354195557166 |

37.9286628319844 | 12.0730683491523 | ||

36.8234732017542 | 11.7212755637423 |

(41.4472 x 2) squared = 6871.5 mm

= 490.82 mm per wrap 14 turns

Converting now to this fractal is a frequency shift upwards off the main coil.

An upwards shift will place high frequency just outside and create an inertial effect on the system of 12 x, as it does in a Joe Cell bubble on a car.

Setting 135 x of this at 50.89945 mm = a wire length of 6871.42575 mm

6871.42575 / 14 turns = 490.81 mm per turn [this is .19 mm off my measurement of one wrap but shows clearly what will happen with this coil if it is wrapped tightly over the 64 turn coil]

The outer coil L4 is an up shift of the base Schumann resonance by 135 x of the next higher octave.

Down shift fractals from here are the root factors of 135 [27 x 5] = [3x3x3x5] It will again down shift to these distances.

There will be 9.6427 segments on each wrap, and at 14 wraps this will be 135 segments exactly.

There is no air gap shown in the wind, however -

I would have made it slightly different, and used a prime stack number for this wire length to maintain the full inertial effect possible.

Indeed my measurements could also be off by some small amount. Lets look closer at a "prime stack" used for this purpose.

Prime numbers near 135 are

Number Wire length

127 6464.23015 mm

131 6667.82795 mm

137 6973.22465 mm

139 7075.02355 mm

I would wrap the 6973.22465 mm wire length on the coil with ends marked for where to bend it outwards, setting up an "up shift frequency" on that coil also to the 50.899 mm fractal.

This bubble will then drop in weight and resistance to motion through space [inertial quality].

There may be another reason for the 135 [3x3x3x5 down shift] of this fractal on coil L4, but I can not directly see it at present from a vibration standpoint.

If you want to duplicate Hendershot then use his pattern on this one. I am going to try them both.

To make the coil platonic in form we now inspect its diameter and circumference adding a small layer of something onto the basket coil to set it off to the correct distance.

6973.22465 / 14 = 498.087475 mm per wrap

498 mm per turn [my own design for the energy bubble]

Cut a 49.8 cm wire length and wrap it around the basket base and see if you feel that one! Wow, now that is an active vibration experience. Now cut a 49.1 cm length and compare this to Hendershots design!

This is only 8 mm longer per turn then what I measured on my first trial for a tight wrap.

If the wire is marked at this distance for each turn, and the marks aligned, three spots of hot glue will hold the coil at correct diameter over the center position of the 64 turn coil on the basket.

On the last mark the wire is bent 90 degree out from the coil so it will act to reflect vibration end to end.

One should feel the energy bubble form on the entire basket and go into a mass reduction mode as these wires are bent outwards from the coil at 90 degrees.

These sort of small adjustments to "turn count" and "coil diameter", done naturally by an intuitive, may be of great importance if your goal is to set up a self sustaining vibration on the Basket.

If you want greater spacing then use the 139 prime fractal for this coil wire length or choose an even larger prime number.

By doing this, one may well avoid having to use psi connection to activate the field bubble on the system.

7.541 mm - 7.5 mm = .041 mm longer on the coil radius

.041 x 2 = .082 mm longer on the coil diameter

.082 x pi = 0.257 mm longer on the coil circumference

64 turns x 0.257 = 16.487 mm longer on the base coil wire length

That's 1.6487 cm longer. Approximately 2 posts distance!

While I can then compensate by over winding the 150 mm coil by 2 more posts, my replication will not be authentic!

This will put Smokey and I on the same page exactly, as he did not use the new video for this dimension to begin with.

I need to rebuild the two basket coil forms.Circumference | Diameter | ||

58320.6574625900000 | 18564.0418390809000 | ||

56621.2728536101000 | 18023.1109176140000 | ||

1 | 54971.4060000000000 | mm | 17497.9419872230000 |

53369.6140217407000 | 16988.0757649331000 | ||

51814.4960823738000 | 16493.0663506509000 |

32986.1327013018000 | 10499.8121457948000 | ||

32024.9616744093000 | 10193.8619056215000 | ||

2 | 31091.7978634977000 | mm | 9896.8266391793700 |

30185.8251763990000 | 9608.4465762633800 | ||

29306.2513007610000 | 9328.4695160187900 |

Circumference Diameter

1079.9044854507900 | 343.7442738532060 | ||

1048.4375380330500 | 333.7280334021130 | ||

8 | 1017.8874946500000 | mm | 324.0036525699450 |

988.2276379655820 | 314.5626269645010 | ||

959.4320291505660 | 305.3967000000000 |

Circumference Diameter

648.0073051398890 | 206.2671315453430 | |||

629.1252539290010 | 200.2567879734890 | |||

9 | 610.7934000000000 | mm | 194.4215776358110 | mm |

592.9957113526740 | 188.7563973881460 | |||

575.7166231374870 | 183.2562927850100 |

117.2483860944220 | 37.3213204329488 | |||

113.8319276485550 | 36.2338279338931 | |||

12 | 110.5150201534610 | mm | 35.1780234866476 | mm |

107.2947628298820 | 34.1529837444964 | |||

104.1683394233180 | 33.1578122657907 |

11.9989387272310 | 3.8193808205912 | |||

11.6493059781450 | 3.7080892600235 | |||

16 | 11.3098610516666 | mm | 3.6000405841105 | mm |

10.9803070885065 | 3.4951402996056 | |||

10.6603558794507 | 3.3932966666667 |

All these fractals will draw a coupling energy from the Schumann Resonance.

They represent sets of 5 orbital ring groups on the various layers of vibration generated by the Earth.

Seen from group 1 the energy bubble we are tapping into spans a full 18.564 meter diameter shown in the first group at the top.

This outer ring is coupled into the 5" tube inside the basket at 5.0755 inches diameter by a 144 x multiplier.

The Basket coils diameter is very near the 8th groups bottom diameter, and is found to be ~1/2 of the 305 mm fractal.

The dowels and base are also tied to the smallest number on the chart at 3.393 mm.

The 64 turn coil couples into the 2nd triad directly as a wire length. The longest fractal we have a material element for down shift.

The capacitor sets physically in the 144x bubble at 5.0775 inches diameter, and couples also into the 12 th triad to extract EM from it's top and bottom layers.

The 12 Turn coils use a 1/4 wave canceling format to convert the 610 mm vibration wave into EM directly

1079.9044854507900 | 343.7442738532060 | ||

1048.4375380330500 | 333.7280334021130 | ||

8 | 1017.8874946500000 | mm | 324.0036525699450 |

988.2276379655820 | 314.5626269645010 | ||

959.4320291505660 | 305.3967000000000 |

This is 90 x of the smallest dimension on the chart.The smallest dimension on the chart is about the width of the dowels at 3.393296666..mm

From the 16 th triad diameters. See the bottom number on the right.

1/8" dowel if cut perfect is 3.175 mm which should be 0.218 mm under. However I measured mine at 3.39 mm!

11.9989387272310 | 3.8193808205912 | |||

11.6493059781450 | 3.7080892600235 | |||

16 | 11.3098610516666 | mm | 3.6000405841105 | mm |

10.9803070885065 | 3.4951402996056 | |||

10.6603558794507 | 3.3932966666667 |

90 x = The distance from dowel tip to tip through the base

45 x = The diameter of the basket center of dowel to center of dowel

22.5 x = The height of the dowels

Not surprising it is directly related to the diameter of the earth by a power of 90 x.

This is slightly larger then Hendershots diameter at [15.08125 cm =

Drawing showing Hendershots Dowel placement with respect to the Schumann fractal at its lowest dimension on the project.

Hendershots count ratio 150.8125 mm / 3.393296666 = 44.44424 [could this be on purpose???]

Once again I am inclined to experiment now with two possible layouts for the base dimension.

44.444 x and 45 x

Consider Hendershots length from tip to tip, down the dowel 76.2 mm across the base 150.8125 mm up the dowel 76.2 mm = 303.2125 mm.

1 x = 3.393296666 mm

89 x = 302.0034 mm a prime stack count

90 x =305.3966994 mm a downshift fractal

89.356 x = 303.2125 mm Hendershots length

It is assumed the vibration will travel down into the wood of the base and find it's 90x position, downshifting the 305 mm wave into 4 sections on the coil Base. Dowel height then will become less critical.

Dowel spacing diameter 152.6985 mm / 2 = 76.34925 mm = 7.634925 cm = 3.0059 inches

We want that much sticking up above the wood base, so dowels will be longer to about 1/2 the thickness of the plywood.

Wire Stack

24 Ga enameled [0.51 mm measured] x 64 turns = 32.64 mm

20 Ga PVC [1.16 mm ] x 24 = 27.84 mm

Total wire height on Dowels = 60.48 mm

This is the same as Hendershots design at 3 inches.

From the 9th Diameter triad, on the right side data block.

Circumference | Diameter | |||

648.0073051398890 | 206.2671315453430 | |||

629.1252539290010 | 200.2567879734890 | |||

9 | 610.7934000000000 | mm | 194.4215776358110 | mm |

592.9957113526740 | 188.7563973881460 | |||

575.7166231374870 | 183.2562927850100 |

206.267 mm = 20.6267 mm = 8.251 inches This one will generate more lower harmonics

200.257 mm = 20.0257 mm = 7.884 inches This one will generate lower harmonics

194.42 mm = 19.442 cm = 7.654 inches This one will resonate directly with the 64 turn coil

188.756 mm = 18.8756 cm = 7.431 inch This one will vibrate on the next orbital inwards as a higher harmonic generator

183.256 mm = 18.3256 cm = 7.2148 inch This one will vibrate as the next higher harmonic and generate two layers

A perfectionist would choose one of these to support the field bubble vibration. You can cut some wires to feel these choices.

The shorter ones belong outside the basket to conform to Hendershots inverted Gravity bubble pattern I would favor the shortest one. 18.3256 cm diameter for the base.

Hendershot did not use circular bases, but placed all the dowels down into the board the unit was constructed on.

Hendershot probably also had 515 mm wire loops on his 64 turn coils and would have come out very close to this wire length.

Triad 9

Circumference | Diameter | |||

648.0073051398890 | 206.2671315453430 | |||

629.1252539290010 | 200.2567879734890 | |||

9 | 610.7934000000000 | mm | 194.4215776358110 | mm |

592.9957113526740 | 188.7563973881460 | |||

575.7166231374870 | 183.2562927850100 |

1/12x Triad 9

54.0006087616574 | 17.1889276287786 | |||

52.4271044940834 | 16.6880656644574 | |||

9 | 50.89945 | mm | 16.2017981363175 | mm |

49.4163092793895 | 15.7296997823455 | |||

47.9763852614573 | 15.2713577320842 |

32960 mm / 575.7166 mm = 57.250 This is 1/4 wave canceling on the end of 57 waves at 575.72 mm [12 x upshift see block 2]

32960 mm / 47.9763852614573 = 687 x

687x = [229 *3] prime roots

Harmonics

687x = 32960 mm

229x = 10986.59 mm

12x = 575.7166 mm [supressed or canceled]

3x = 143.929 mm

1x = 47.976 mm

5.66 mm * 91 = 515.06 mm [Copper Electron Vibration]

This is exactly Hendershots Dimension for the 64x coil using 24 gauge enameled wire.

648.0073051398890 | 206.2671315453430 | |||

629.1252539290010 | 200.2567879734890 | |||

9 | 610.7934000000000 | mm | 194.4215776358110 | mm |

592.9957113526740 | 188.7563973881460 | |||

575.7166231374870 | 183.2562927850100 |

1/12x Triad 9

54.0006087616574 | 17.1889276287786 | |||

52.4271044940834 | 16.6880656644574 | |||

9 | 50.89945 | mm | 16.2017981363175 | mm |

49.4163092793895 | 15.7296997823455 | |||

47.9763852614573 | 15.2713577320842 |

32960 / 6895.2 = 4.780 x

5.66 mm * 101.5 = 574.49 mm [Electron up shift]

Triad 1 Block

Circumference | Diameter | ||

58320.6574625900000 | 18564.0418390809000 | ||

56621.2728536101000 | 18023.1109176140000 | ||

1 | 54971.4060000000000 | mm | 17497.9419872230000 |

53369.6140217407000 | 16988.0757649331000 | ||

51814.4960823738000 | 16493.0663506509000 |

1/144x off Triad 1 block

405.0045657124310 | 128.9169572158390 | ||

393.2032837056260 | 125.1604924834300 | ||

1 | 381.7458750000000 | mm | 121.5134860223820 |

370.6223195954220 | 117.9727483675910 | ||

359.8228894609290 | 114.5351829906310 |

The two top numbers from the spread sheet, from triad 1. These are 58.32 meters of wire circumference, on 18.564 meters diameter.

This is a much lower frequency on the system and lies outside our project dimensions as an invisible part of the field bubble.

Now divide these by 144 x for a direct 12 x 12 octave access to this outer layer, and place that ring inside the basket coil. [See the block labeled 1/144x]

This creates a cross over from outside to inside, with an Aetheric octave structure, and just happens to land on 5.0755 inches.

mm / 144 =

405.0045657124310000 |

128.9169572158390000 |

Circumference 405.0045 mm = 15.945 inch circumference

Diameter 128.9169 mm = 5.0755 inch diameter

The capacitor will build outside the 5" tube and cross this fractal at 1.9 mm of thickness. or about .95 mm on each side of the tube. Keep in mind where this resonant ring lands on the capacitor build out. It is a major central point of convergence for the 18.564 meter field bubble all around the project.

This is the same dimension Hendershot used.

128.5669 mm inner ring diameter

128.9169 mm center of meat diameter

129.2669 mm outer ring diameter

Inner disc form 128.5669 mm wood disc for moulding the tube with 1 wrap of aluminum sheeting outside it.

Outer disc mould 129.2669 mm cut a hole in a larger ring, then roll the Aluminum inside it, then let it expand to fill the hole and tape or rivet the ends.

Cut Aluminum to 3 inch height, and 405 mm long = 40.5 cm long

Roll onto inner ring bending into a tube - remove inner ring - stick inside outer ring mould

Secure seam

We do not really know the height of the capacitor plates as they were removed from old electrolitic capacitors, and are wrapped on the tube, or let to expand to touch the basket coils wires, then wax poured in between the plates and the tube.

What we can discern is that they will vibrate and must both be made identicle.

Triad 2 block

32986.1327013018000 | 10499.8121457948000 | ||

32024.9616744093000 | 10193.8619056215000 | ||

2 | 31091.7978634977000 | mm | 9896.8266391793700 |

30185.8251763990000 | 9608.4465762633800 | ||

29306.2513007610000 | 9328.4695160187900 |

1/144x off Triad 2 block

229.0703659812620 | 72.9153621235749 | ||

222.3955671833980 | 70.7907076779270 | ||

2 | 215.9152629409560 | mm | 68.7279627720790 |

209.6237859472160 | 66.7253234462735 | ||

203.5156340330620 | 64.7810383056861 |

Recommend using an adjustment on one of the following lengths for tube and plate heights.

72.420 mm = 2.851 inches = 3 x 24.14 [copper diagonal mediator vibration]

70.790 mm = 2.787 inches

69.850 mm = Capacitor Tube Height

68.727 mm = 2.706 inches

66.725 mm = 2.627 inches

64.781 mm = 2.550 inches

2.851 inches = 72.42 mm = 3 x 24.14 [copper diagonal mediator vibration]

1- 91.25 inch long foil - floating

~5.8 wraps on a 5 inch diameter base tube

91.25 inch = 2317.75 mm

2317.44 mm = 24.14 mm x 96 [Copper Diagonal Mediator Down shift]

2317.74552 mm = Schumann up shift

2317.75 mm = Capacitor neutral plate length

2317.77 mm = 5.66 x 409.5 = [Copper electron vibration up shift]

From the 12 Triad - Bottom number

117.2483860944220 | 37.3213204329488 | |||

113.8319276485550 | 36.2338279338931 | |||

12 | 110.5150201534610 | mm | 35.1780234866476 | mm |

107.2947628298820 | 34.1529837444964 | |||

104.1683394233180 | 33.1578122657907 |

104.1683394233180 * 22.25 = 2317.74552 mm [Quarter wave end section up shift by 12 x]

104.1683394233180 / 12 = 8.6806

2317.74552 / 8.6806 = 267

267 = 3 * 89

1/12x Triad 12

9.77069884120187 | 3.11011003607906 | |||

9.48599397071294 | 3.01948566115776 | |||

12 | 9.20958501278845 | mm | 2.93150195722064 | mm |

8.94123023582347 | 2.84608197870804 | |||

8.68069495194312 | 2.76315102214922 |

Harmonics

2317.75 / 267 = 8.68 mm

2317.75 / 89 = 26.042 mm

2317.75 / 3 = 772.582 mm

Appears to be a canceling fractal

Identical to Hendershots recorded dimension.

1015.64 = Schumann upshift

1015.97 = 179.5 x 5.66 mm = [Copper electron up shift]

1016 mm = capacitor plate length

1016.4 mm = 140 x 7.26 mm = [Copper nuclear down shift]

12 Triad bottom number

117.2483860944220 | 37.3213204329488 | |||

113.8319276485550 | 36.2338279338931 | |||

12 | 110.5150201534610 | mm | 35.1780234866476 | mm |

107.2947628298820 | 34.1529837444964 | |||

104.1683394233180 | 33.1578122657907 |

104.168339423318 x 9.75 = 1015.6413093773505 mm [rounds off to 1016 mm] [Quarter wave end section up shift by 12 x]

104.168339423318 / 12 = 8.6806

1016 / 8.6806 = 117

117 = 3 * 3 * 13

1/12x Triad 12

9.77069884120187 | 3.11011003607906 | |||

9.48599397071294 | 3.01948566115776 | |||

12 | 9.20958501278845 | mm | 2.93150195722064 | mm |

8.94123023582347 | 2.84608197870804 | |||

8.68069495194312 | 2.76315102214922 |

Harmonics

1015.64 / 117 = 8.68 mm

1015.64 / 13 = 78.126 mm

1015.64 / 9 = 112.849

1015.64 / 3 = 338.547 mm

Identical to Hendershots recorded dimension.

1024.76 mm = 68 x 15.07 mm [Copper Proton Vibration down shift]

1025.475 mm = 141.250 x 7.26 mm [Copper Nuclear mass vibration up shift]

1025.525 mm = capacitor plate length

1025.923378 mm = Schumann up shift

12 Triad top number

117.2483860944220 | 37.3213204329488 | |||

113.8319276485550 | 36.2338279338931 | |||

12 | 110.5150201534610 | mm | 35.1780234866476 | mm |

107.2947628298820 | 34.1529837444964 | |||

104.1683394233180 | 33.1578122657907 |

117.248386094422 * 8.75 x = 1025.923378 mm [Quarter wave end section up shift by 12 x]

117.248386094422 / 12 = 9.770

1025.923378 / 9.770 = 105

105 = 3 * 5 * 7

1/12x Triad 12

9.77069884120187 | 3.11011003607906 | |||

9.48599397071294 | 3.01948566115776 | |||

12 | 9.20958501278845 | mm | 2.93150195722064 | mm |

8.94123023582347 | 2.84608197870804 | |||

8.68069495194312 | 2.76315102214922 |

Harmonics

1025.923378 / 105 = 9.770 mm

1025.923378 / 7 = 146.560 mm

1025.923378 / 5 = 205.184 mm

1025.923378 / 3 = 341.974 mm

Identical to Hendershots recorded dimension to +0.4 mm on 1025 mm length.

1015.64 / 117 = 8.68 mm

1025.923378 / 105 = 9.770 mm

2317.75 / 89 = 26.042 mm

1015.64 / 13 = 78.126 mm

1015.64 / 9 = 112.849 mm

1025.923378 / 7 = 146.560 mm

1025.923378 / 5 = 205.184 mm

1015.64 / 3 = 338.547 mm

1025.923378 / 3 = 341.974 mm

2317.75 / 3 = 772.582 mm

I can not say what these have to do with EM generation but I can verify they do vibrate up!

I did not expect the home made capacitor to be shooting frequency up this far. [8 to 9] mm wavelengths, about the distance between the dowel posts, then up again to 1/12 of that.

Roughly calculated above at 8.26316 mm

These harmonics again shift due to many 1/4 wave relationships and shoot up another 12 x to dimensions too small to work with.

Example 9.77 / 8.68 = 1.125

The harmonics are filled with these 25 relationships, if you take the numbers further. The 1/4 and 1/8 relationships all fit onto another 12 x hop into smaller octave of dimension.

This is how vibration up shifts, on a 12 x harmonic.

These capacitor plates seem to be filled with up shift energy ratios if one can make them accurately enough.

L1 worked out at 515 mm each wind for a total of 32960 mm excluding hookups to terminal board.

L2 & L3 574.6 mm each wind for a total of 6895 mm excluding hookups.

L2 & L3 = 574.6 mm x 12 = 6895 mm

Height of L1 = 32 mm, L2 & L3 each at 24 mm for a total of 80 mm (3.15").

The fig '8' silicone speaker wire I am using actually worked out to be 20.5 awg by area calculation but did equal the other stiff insulation 20 awg irrespective of the former being labelled as an 18 'Gauge'.

Inductance:

L1 = 911 uH and same as the helical coil calculation.

L2 = 39.54 uH

L3 = 37.97 uH

Both slightly higher than the calculation at 34.2 uH probably due to the insulation.

Next is to wrap the 14 turns of L4 around the centre of L3 and do some resonance testing.

Phi and length only applied to the 14 & 16 awg and was a size coincidence.

Basketweave with the smaller wire and larger number of turns is impressive.

Home made capacitor.

Smokey

Previous Post on L4 as yet not delivered:

Actually higher at 81.9 uH and giving a lower frequency of 199,249 khz.

Wire is 28 awg and close wound in the centre of L3.

0.35 mm with the insulation on and 0.31 mm with it off.

Will now look at this with a 7800 pF capacitor across it and the sig gen and oscilloscope.

This IS the only part of the entire organisation that we are able to discern some information from the empirical.

Beginning now to recognise what is going on with this coil organisation.

L4 injected with a signal peaks at 59 khz with a 6800 pf cap across the terminals and at 57 khz with a 10,800 pf.

Now some interesting results where all the other coils are measured via induction with only the oscilloscope leads connected and the input volt signal unchanged:

L3 bottom Fres = 770 khz with V = 25 volt sine

L2 mid Fres = 588 khz V = 1.1 volt complex as if two frequencies are present and beating against one another

L1 top Fres = 2.0 Mhz V = 2 volt sine

This of course will all change with capacitors added but gives a general idea of frequency expectation and what may be happening.

Liked the voltage increase at Copper L3 and will try to determine what I was inputting but nowhere near the 25 volts.

Input was 1.3 volts and shows the transformer action between L4 and L3 - gain of about x20.

Using electrical insulation tape as the base for winding L4 on L3.

Smokey

Something of a hassle to get a confirmation between the two basketweaves but now happy with results.

Fres of L4 with 6800 pF capacitor across input with readings taken from oscilloscope:

Weave #1:

L1 = 2.0 Mhz 3.3 volt

L2 = 1.724 Mhz 3.8 v

L3 = 769,231 Khz 25 v

L4 = 57,143 Khz 2.5 volt input

Weave #2:

L1 = 2.0 Mhz 3.0 volt

L2 = 1.724 Mhz 3.5 v

L3 = 769,231 Khz 20 v

L4 57,143 Khz 2.5 volt input

These are all induced frequencies coming via L4 and probably L3 and rising up through the basketweaves.

All waves are clean Sine waves and the complex was me not being on the Fres.

This now gives us something to work with being close to the 60 Khz point at L4.

L4:L3 = 1:13.46 with both a frequency and voltage increase.

Will now do some Math with the capacitors in circuit and see what can be made of the mire.

Good to see the frequencies are matching which shows my build to be within some agreement between the two weaves which I see as being of some significance.

Will put up some pics later of the completed coils.

Smokey

Have placed a pic of the completed coil set in my Folder.

Unable at this time to make anything of the frequencies as the schematic

is too complex to decide what capacity to use.

Pi and pHi don't appear to be involved.

Frequency build:

L4 to L3 57,143 to 769,231 is 1:13.5 Voltage build was 1:10

L3 to L2 769,231 to 1,724,000 is 1:2.24

L2 to L1 1,724,000 to 2,000,000 is 1:1.2

Could look at this another way and replace voltage for frequency as we

are transforming up at each step and somewhere in there is a current

amplifier and looking at both L1 and L2 but think the ambient comes in

at L3 in predominance.

Analysing this from results achieved from monitoring at the oscilloscope:

Start volts = 2.5 x 10 = 25 x 2.24 = 60 x 1.12 = 67

So all you need here at the input is 4.5 volts and you have your 110v AC

at the output.

The home-made capacitor is said to be the 'aerial' but is probably the

pulsing core that is so close to all the windings that they all benefit.

Going now to redo the caps to see what real capacity we can obtain by

cleaning.

Smokey

This document is in development, It will be reduced and shortened at a later date to summarize these discoveries.

(Continued)

.ods files - OpenOffice.Org Calc program - Spreadsheets

.pdf files - Adobe Acrobat Reader

.png files - Graphics for Printing Lofting Patterns

250 feet #20 red and yellow insulated

100 feet #28 enamel

500 feet #24 enamel

My Wire Calculation

L3 coils #24 enamel 61.07934 cm wave x 60 x 2 coils = 7329.5208 cm / 2.54 = 2885.638 inches / 12 = 240.469 feet + ends = 250 feet

L1 L2 coils #20 Insulated 916.9 cm = 361 inches / 12 = 30.08 feet + ends = 32 feet per coil 4 coils of two colors 65 feet each color. Red and Yellow.

L4 coil # 28 enamel 688 cm = 271 inches = 22.57 feet x 2 coils = 45.144 feet + ends = 48 feet

My Wire List

250 feet #24 enameled Amazon.com 24 gauge enameled wire 805 feet 2 rolls $18.43 each

50 feet # 28 enameled Amazon.com 28 gauge enameled wire 2027 feet 1 roll $18.94

65 feet # 20 Insulated Red Del City pn 1120101 Red primary wire 20 Ga 500 feet $23.10

65 feet # 20 Insulated Yellow Del City pn 1120106 Yellow primary wire 20 Ga 500 feet $23.10

Ok I ended up with way extra on the wire!

2 ea 80 uF 450 vac Amazon.com CBB65 80 uF AC 450 volt 50/60 Hz $17.34 each

5 inch diameter home made capacitor

Roll of Aluminum Flashing for central capacitor construction. 0.35 mm thick 14 inches wide 50 feet long. $88 US

Roll of Dielectric Wrap used in antenna and telephone cable work. Scrap box.

Hendershot Original 7.541

Schumann Perfection 7.635 **cm**

1/8 inch hole in each end of the bars. V notch at the center of one end for alignment.