© David Brandon 2011

I've still been working on the math dealing with Lethbridge and Leedskalnin at the same time. I came across this website, which has helped me jump up my game a notch.

I then recently came across this website, which helped me fill in some of the math and computation that I've been toying around with in my head...because I know nothing of sound, light, and music. This guy puts it all together.

On the first site, this page about the Universal Life Force got me wondering if there is a similar relationship between the four levels of conciousness and brainwaves and Lethbridge's 40" whorls.

I read the description of the 2nd whorl (Micro Level) about ESP and what you can do on this level and it very much reminded me of Lethbridge's comments about the same 2nd whorl.

This was a major break-through for me because it got me seeing how brainwaves can be related to dowsing. It is rather obvious to me now but I didn't think about it before. When we dowse we are using our minds and a piece of string of various lengths. That's it. So, it is most obvious that the invisible force we use to communicate with buried objects or hidden objects would be related to brain waves.

I then started realizing why I might be naturally gifted in dowsing more than others...because I'm most often in this type of thought rather than beta waves that most are engaged in. It's like I daydream a lot thinking about things such as this...even while others are concentrating all around me on their daily tasks. So, I thought it most likely that alpha brain waves are the main thing we're tapping into when we dowse.

I then had another very important memory...see page 27 on the Lethbridge Symposium [1], where I wrote about my experience dowsing on a golf course near my house and experimenting with a large willow tree. I found this is the easiest, strongest object that I've yet observed to tune into dowsing.

In this email I discovered that dowsing wasn't instantaneous, rather it was time-delayed. I would stand there holding my pendulum swinging back and forth with my hand down...then raise my hand pointed at the willow tree...and then start counting seconds until my pendulum started rotating in resonance with the tree.'

This memory and experience gave me the idea now that perhaps the little scientific experiment I performed last summer could give me some insight into the mathematics of the frequency, wavelength, and speed of whatever vehicle I was using in dowsing.

So I found that I was communicating with a willow tree 610 feet round trip from my location...and it took 21 seconds. I changed around the frequencies and the wavelengths...and not surprisingly found an interesting relationship to the 12th root of 2 which is 1.059 and the Schumann Resonance frequency of 7.83 hz.

In other words, if I was sending out an invisible broadcast from my brain as I dowsed, I would transmit and focus through my fingertip. I would send this dowsing broadcast at a frequency of 7.83 hz and wavelength of (6th root of 2) meters.

The time it would take to travel 610 feet would be 21.15 seconds. When the return broadcast returned in harmony or in sync or in resonance with the willow tree's alpha waves, my pendulum would start to move in circles rather than back and forth oscillation as before.

Now it may be that there is other brain waves with a different frequency involved and thus a different wavelength but it has to tie in with this. The only thing that could adjust is if we took into account a different transferring medium such as refraction...but this is even easy enough to include if we had to.

However, from Lethbridge's years of experience dowsing and his testament of experience, I rather doubt any refraction is involved here because he spoke about dowsing through stone walls the same as dowsing in air.

Now, this 12th root of 2 is also part of the equations that Nick Fiorenza used on his website in calculating the harmonic scales of alpha brain waves.

Remember that this 1.059 meters is also the yardstick used by the ancients to build Stonehenge. There are 15 of these in the radius of the Sarsen stone circle or 30 in the diameter and John Michell refers to this and I referred to it as a sacred rod.

An interesting note on Nick Fiorenza's website is that there is 40 octaves between visible light and sound. This is therefore a doubling 40 times or 2^40. Then between sound and alpha brain waves is another 6 octaves, thus 2^46 between brainwaves and visible light.

Because of all of the above reasons, I started once again wondering why the ancient builders would have made a radius of 15 of these 1.059 meter cycles. I mean, if my reasoning is sound so far and they somehow determined the length of the wavelength of the alpha brainwave involved in dowsing, then what is special about 15 of these cycles or 15.89 meters?

I realized that 15 or 16 meters is now in the spectrum area of Ham Radios. I then found what I've been looking for over a year now here in Wikipedia: 'Because the 15-meter wavelength is harmonically related to that of the 40-meter band, it is often possible to use an antenna designed for 40 meters on the 15-meter band, as well.'

Remember how I've been looking for this gem for so long when dealing with the design scheme of Stonehenge and how it relates to Lethbridge's rate chart?

I figured out and is evident in the Lethbridge Symposium that Lethbridge's Chart can be overlaid on the Sarsen stone circle of Stonehenge. But I couldn't figure out why it would be scaled by 15 times rather than wait for the 40 inch whorls of Lethbridge.

However, when I did this, I also realized that if you scaled Lethbridge's 40" chart 40 times it would equate to the Aubrey Circle and to the outer henge of Stonehenge. So, I knew by the clues of the ancients that there was some sort of a 15/40 magic relationship...and here it is!

End Notes

[1]'...I spent all day yesterday and today dowsing in a local park by my house. I've mainly been playing around with the male and female sex rates. I found that the strongest reaction I get is some huge willow trees by a golf course in the park. I may have found a relationship between the English foot and inch. I found that since my strongest source is the willow tree, when I start dowsing I can test my gear and skills by pointing at it. Yesterday I subconsciously noticed it but today I noticed it consciously...there is a delay when I point at the tree and when it starts to rotate the pendulum in my other hand. It seemed to me that the further away the target was, the longer the delay. It therefore seemed that my supposition that the ‘invisible force for want of a better word’ was instantaneous as gravity…was wrong. I had a 100 foot tape measure in my backpack and so I measured how far it was from where I was standing to the center of the tree and I performed three experiments all with the same results. I swung the pendulum slowly back and forth and then pointed my finger to the tree and counted 1/1000, 2/1000, and so on. All three times I got a result of about 21 seconds before the pendulum started to rotate in a counter clockwise direction. So if this invisible force travels from my finger to the invisible cone of energy of the tree and back, it travels 610 feet. It made the trip in 21 seconds...so I figure it travels at 29 feet per second roughly…about 20 miles per hour. Strangely enough, a willow tree is Female and the length of string of the pendulum is 29 inches. So, we might see a new relationship between the foot and inch.'