So, just when I have then I began developing what you call chord factors the phrase had never been used before, geodesic domes I could give you the chord factors for any radius, so all you had to know was your radius, and you could do it in meters, or centimeters or anything...

Whatever way we are willing to be truthful and thoughtful, with the reality of our moment, realizing our reality world which we know very little about. We're just trying to be as absolutely truthful as we can. These are the things we have to go on.

Now, what I did was to take all of the formulas as given by Euler, and no topologist looking at this recognized some further order in it because they didn't take out the two vertexes for spin.

So the artifact may be I'm not talking about spoons and rulers and a lot of the small devices, but any of the participation in using the principles of nature to take apart and reassociate and so forth.

But when I found all the geometries and all these interrelationships and all this coordination I was looking for nature's own coordinating system, I was sure it was rational due to the chemistry, and I found the rational coordinating system, and I found that all the...

They had never had any such issue before. Well, Henry Luce, was very excited that they were doing this. And he there were two couriers coming from Australia, going to Churchill in England.

I said, it could be, you could generalize that, and all elements under identical energy conditions, which means under either heat, or pressure, or any of them, might disclose the same number of somethings per given volume. I don't know what is going to show up.

Can I have that next picture back, that one you just ran, in again it was another marine corps flying an open frame building. Now that's the very first one, the Orphan's Hill lift. Then, then came the one moving at 60 knots of the same dome.

So, it was just very clear to me, coming at things the way I do, you're used to my kind of argument, that an omni-triangulated sphere, and particularly if it were tensegrity that is operative, was simply going to make since tension has no limit.

It's fantastic how these things suddenly show up, and as I get more and more scientist friends who are interested in my saying this, this was sent to me by a Viennese biophysicist, and he realized how interested I would be. Next picture.

Then you put a tetrahedron on top and you put an octahedron inside here. That's not what you do at all. You say the octahedron I'm going to take a tetrahedron and put it upside down. Excuse me.

Because logs fell into the water, and they found the log floated and the stone sunk. So they learned, then, if you wanted to stay on top of the water you get on top of some logs.

And he was incredibly good at model making, so that for a whole year after Black Mountain he came to New York to wherever I was and worked. And then I went out to the Institute of Design in Chicago, and Ken Snelson moved out to Chicago.

This is a very fascinating pattern, because the first time the scientists ever made photographs of the atom with a field emission microscope, it came out, you could really see the whole atom and it's operating and it was this vector equilibrium.

This is the market that produced electrical generators. So that we got all those ships then had electrical power, electrical lights long before the people on land were having it, years before we began to have it.

So that we found that the tetrahedron's volume was one and the cube was three when the volume was one so that if you use cubes you are using up three times as much space to identify the number agglomeration, and the tetrahedron seemed to be, then, not only nature's basic...

You have two gears of the same diameter, same number of teeth, and apart you have one turning clockwise and they're meshed, and the other one is turning counter clockwise. They go along very nicely.

It is very important to make these distinctions as you consider all our problems today, and ways of solving problems and so forth, and things that are being said by people carelessly just parroting and so forth.

The gray ones each one of those are one-eighth octahedra, and they have an equilateral triangular face on the outside, but at the center they have the 90° angle and subtended by two 45 degrees on the outside. Next picture.

One of the early patents I had was on this fibrous thing. I found the only other fibrous handling like this was in making felt hats. It was quite a game, so I went up to Waterbury and studied the hat making industry and so forth which was very fascinating.