444 and 666 continued

To the right you will see the Northern Pole of Saturn.  Our 6th Planet.

When I left off in my last post was the semi serious mention of the human body temperature being 66.6 degrees above freezing and 37 degrees on the Celsius scale.

There is a thread in the history of the metric system, the Roman Empire, and it's influence on pretty much everything, that I have not thoroughly explored. It is the Roman Empire that morphed into the Holy Roman Empire and the Catholic Church which gathered the books of the Bible. If any one organization is responsible for the content of the Holy Bible it is the Catholic Church. The only reason I mention this is because the Romans used a 444mm cubit and the 444 and 666 numbers pop up on the Bible.   I am sure many words also have values of 222 and 888 I just haven't included that in my research.  Too many paths to take and I can't take them all.

The Romans also had a system for writing numbers adequately called Roman Numerals.  The 444mm cubit and the movement of the Roman Empire into the Holy Roman Empire puts this discussion well within that culture.  You might call it a tendril or a thread. That's how these connections play out in my mind.  Different threads and lines connecting societies and entities over time.  But just as the GEMATRIA and ENGLISH numbering systems are linked in many ways, and firmly so, the link to Roman society is also strong.  In Roman Numerals the number for 444 is CDXLIV.  When you plug these letters into the English 6 system you have another "word" that equals 444.  3 + 4 + 24 + 12 + 9 + 22  x  6 = 444.  The same is true of the Roman Numeral for 666. Of course it also equals 444 because the same letters are used. DCLXVI.

As I will explain later I don't necessarily think this is a mystical occurrence it may not even be by design. So I don't want you to dismiss this out of hand and just forget this blog completely.  I am not driving at a hidden message by God or Aliens or even priests.  I am simply running along like a surveyor planting little orange flags here and there trying to get a lay of the land. Please continue.

Above you will see a picture taken by Cassini, the probe currently circling Saturn. As you can see the clouds at the top show a 6 sided figure.  A very strangely symmetrical 6 sided figure for something formed from swirling gas and super cooled liquid sludge. This "structure" was seen before when Voyager passed by Saturn. The shape is obviously a HEXAGON on the 6th planet in our Solar System.  A planet known since antiquity. Whether or not they knew about the HEXAGON at the pole is another story. As you just guessed HEXAGON is a 444 word.

Some words and concepts have multiple "little orange flags" stuck in them.  Hexagon is one of them for obvious reasons. It is a 6 sided regular polygon and the word itself has the symmetry of the 444. It has so much significance in science, math, geometry, sacred geometry, religion, and about a hundred other things its importance cannot be over stated. In fact I could probably write a hundred more pages and put a few thousand links on the page for you to look at.  I am gathering the best of those links now.  Sacred geometry is interesting to say the least. But I digress.

The hexagon was also the first polygon used by Archimedes when beginning the task of figuring out the value of Pi. Which as you probably know is the ratio that appears in all circles between the diameter and the circumference. Although I personally don't think Pi is the constant we should be using none the less it has been around for a long time. Archimedes used it for God's sake!  How do you argue against that?

Pi has to be determined mathematically.  It is one of those constants that cannot be done by measuring. A few decimal places yes but at some point you have to be able to measure distances that you cannot even see and could never make a mark on a ruler small enough to define.  If you had a circle the size of the earth and a ruler big enough to measure the diameter or even just the radius accurately here is what you would encounter. And this applies to all measurements of any kind anywhere in the universe. What is the smallest mark a person could make and see it?  For the sake of argument and the ability to actually apply the use of that mark we will say a tenth of a millimeter. After that many of us would have to get out the reading glasses.  So in tenths of a millimeter how far is it around the earth?  The earth is roughly 40 000 km in circumference. Multiply this times 1000 to get meters and you have 40 million meters. Times 1000 again and you have millimeters or 40 billion and then times 10 (the size of the smallest mark we can make) and you have 400 billion. So you have 400 billion of these tiny tiny marks to use.  That number has 12 digit positions [400 000 000 000].  So one of those marks would be the inverse of that or 1 trillionth.  So this is the number of decimal positions you could use to do your calculation of Pi if you also had a ruler and could measure a straight line to the center of the earth and then double that and divide it into the circumference.  This of course is not possible.

I could go on for some time and tell you why all measuring schemes will never give you a precise number for Pi because of the materials used, temperature expanding and contracting your ruler, your eye sight, etc.  But I think you see the point. The number has to be derived mathematically at some point, which is why mathematics is king among the sciences. It allows to do theoretical measurements that we could not otherwise do.  It is a pure science in that observation never changes the math only the theory the math reveals.

Other mathematical concepts such as square roots of numbers have led to such theorems as the so called Pythagorean Theorem. It has been learned that Pythagoras was not the first to discover this relationship with right triangles.  There is plenty of evidence to show that its existence was known to the ancient Egyptians and the Babylonians.  The theorem is simple.  You have a triangle with a 90 degree angle. If you know the length of any of the two sides you can know the other by using and rearranging the formula a (squared)  x  b (squared) = c (squared).  To make this brief there is a perfect example of this in the numbers 3, 4, and 5.  3 x 3 = 9 and 4 x 4 = 16 and 9 + 16 = 25 and 25 = 5 x 5. If you knew that c = 5 and that a = 3 then rearranging the formula you could find out that b = 4. And so on.



How does this relate to Pi?  Remember to get accurate values for the decimals in Pi beyond the point where it can be physically measured you must use pure math.  My first attempt was with the Pythagorean Theorem. Below is a an image of the basic idea. The math gets pretty complicated only in the number of decimal places  you have to keep. In the long run it is not suitable since the number of decimal places begin to become nearly as long as the number of decimal places of Pi you are trying to determine.

If you notice on the left side of the figure where the arc of the circle is missing you will see the lines on the approximate circle being built by successive dividing of the last side.  This occurs where you see right triangles.  If you take a compass and a piece of paper you can see this method easier. You draw a circle. Divide it into quadrants then draw a line from corner to corner where those lines meet the circle.  The you draw a line from the center that passes center of those lines. You then draw lines from those points to each other. You go from 4 sides to 8 sides then to 16 and so on.  Each time  you are halving the angle and splitting one of the newer sides.

To make a long story short.  If you begin with whole numbers for your sides (to make the first step easier)  then you can carry this progression out fairly far, if you want to work that hard, you can then figure out a good approximation of Pi.  Along the way you will find "tricks" and relationships that will shorten the work.  It is my understanding that Archimedes worked this problem out to a 96 sided polygon both inside and outside the target circle and thus obtained a range of value for Pi between 3 10/71 and 3 1/7. Using only fractions and not the Pythagorean Theorem. Also he did not begin with a square inside the circle but rather a HEXAGON and halved it as he went.  If you used his approximation as an engineer, specifically 3 1/7th you would be accurate to within .00126 and using 3 10/71 will get you even closer with an accuracy of .00074of the actual value of Pi  The value of Pi stored in your calculator is more than enough for any circle you will encounter on earth unless you want to measure its nucleus.

Why did I go through all this?  To show you how, as far as I know, you can't derive Pi any other way beyond a few decimal points without math and how different methods can be employed.  In the final solution as you continue to halve the angle and halve the last side and then create a new side from the previous operation  your approximation of the circle using an every increasing sided polygon becomes more accurate to the total circumference of the "real" circle. And this you divide by twice the radius which you can for simplicity make into a number such as 1.  The use of 1 will mean that as your polygon grows you will find the value of Pi * 2 appearing in the perimeter of the polygon which stands in for the circumference of the circle. If you used a 0.5 radius what ever number you find for the polygon's perimeter will be Pi.

If the two sides of a right triangle are equal for instance a and b are both equal to 1 then c is equal to the square root of 2.  This is handy if you want to find the distance from corner to corner of a square. You simply take a single side and multiply by the square root of 2.  For instance the base of a pyramid whose base side length is 100 would have a length of 100 x Sqr(2) from corner to opposite corner or  141.421. This makes the square root of 2 as fundamental to squares as Pi is fundamental to circles.

A little side note.  Tau is thought to be by some the true value we should be looking at in circles. Tau is circumference divided by radius.  Circles begin with a radius not a diameter. If the people who built the pyramid understood this then they got it perfectly right.  The total length of the sides divided by the height is Tau or 2 x what we call Pi.  Just a thought.

And I will conclude here with the 2nd or 3rd to the last oddities that ties yet another discipline, that of the pure science of math and geometry to the number 444.  I have shown that Pi the most fundamental constants of circles and the Square Root of Two the most fundamental constant in square related geometry are tied together.  When you multiply Pi times Sqr(2) you get a number that begins with the numbers 4.44........


The last post I will make on this subject will come in a few weeks.  I don't know if I will have any readers by then but that's okay.  I have been watching over the years as I have worked this theory piecemeal on AOL when it first started and in conversations I have had going back to the mid 80s and watched other people pick it up and use it as their own. This blog is as much about recording what I have found and what I will find in the future. In the last page on this particular number 444 I will lead into the notion that 444 is just a side manifestation of the number 6 and begin an in depth discussion of the number 6 and it's position in nature.  Remember the 6th ELEMENT is carbon the building block of life.

In a couple weeks these posts will be more professional and include more graphics.

I hope you join me then.