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Thursday, September 10, 2015

nlc part undici-pi, phi and other series converging on information theory Part due

Sometimes, I feel so disoriented in the morning, it is like floating.
You see, because of you, I have to swim 3000 yards a day just to get to sleep.  Don't try to blame this on me.
You probably picture me in a room with strange drawings on the walls and a desk littered with papers, the top most being Fibonacci curves and the related math formulas and you are correct.  I live in a pretty strange place, the important things are ignored, I even have to remind myself to drink coffee.  The intellectual pursuits only weakly allow me to maintain my sanity, or perhaps it is something else I'm clinging to.
needless to say, other than the ravages of old age, I have not a scrap of fat on me.  That doesn't mean that I look good or feel particularly healthy.  I am more like a skeleton, essentially bald, with a thin layer of toughened skin stretched over it in no particular fashion.
Today, for example, i had to force one of my feet to the floor, as if gravity were uncertain of its hold on me or I on it and we had to work together lest my other foot leave the floor and I float off like a balloon.
The presence of Fibonacci curves is probably less significant than the quantum 3/5 straight lines turning 90 degrees (in the same direction) along with the F series (after 3, after 5, after 8, after 13, etc.  Since we are at the outermost point on the algorithm so expressed (if you get stuck on movement, you miss the elegance of the solution) the lines are so long that they appear as straight lines, even 5% of the way in from the far exterior.  In fact, using the "digital" format suggested by quantum theory, for extremely long F-series you are travelling, not essentially in a straight line, but in an actual straight line.  If the coordinates were represented by separate F-series curves, then at these extremely low compression states, they would be made of long, straight lines. changing relative to one another.  Since we are a ct4 state and, assuming ct1 is the outward moving spiral (quantum, non-curving spiral) then you have the three cadinal dimensions represented by lines, not curves.
The number of interactions can increase rapidly depending on the direction of the second spiral outward.  The 180 degree interaction is only a function of the two curves coming off at identical mirror image angles.  The others are worth exploring.  For the moment, however, we're only going to examine the 3/5 ratio grid lines (those moving according to F series in opposite directions from a common starting point.
These "right angle" lines (turning at each F series, still overlap at the 180 degree marks, but unlike the curves which overlap at a point, the grids overlap along alternating lines.  In this way you see overlap according to a formula where the overlap is the amount of overhang (on either side) added up plus the amount of overlap for each succeeding alternate F series.
Hence for the 1-2 series you have "zero" overlap, and one quantum unit extension on either side of the zero point so that for the 3-5 (skipping 2-3 because there's no overlap) the overlap is 2.  Given the length (The F number) you can get the overhang by subtracting the F number from the overlap previously calculated. Why do we care?
Maybe we shouldn't care, but a pattern forms based on succeeding layers.  The overlap can be seen as compression in this case and, because it is a F-series, it comes out as a percentage overlap vrs compression that approaches, but never reaches, a number along the lines of 55.2786405%. This suggests a level of compression  (doubling the number of coordinates changing or increasing exponentially) at each turn of 55%  The "cumulative effect" (starting not at the center but at an extreme) is that you have compression of a little more than half of the remaining matter at each stage until you get to the very beginning (non-linearity) when the final combination is of 40% which gives us insight (if we accept this model as having any value at all) that immediately before we go to non-linearity (everything happening at once) we have 5 states going down to two as a result of compression of two very very dense clock times (ctx-2; where x is the second to last compression state and is, according to this model the total amount of information in the universe/5 going to the total amount of information in the universe divided by two; then absolute linearity before going back outward again on the ct1 spiral.)
Just to give you an idea of what this says in terms of compression (keeping in mind that compression occurs at every other F-series number and if you are looking in the opposite direction, going out around 340 spirals (170 overlaps of around 55% each) you're at the state where the compressed vrs uncompressed matter is along the scale of 2.1x10^71 vs 1.2x10^71 which is a very small part of the total amount of quantum information in the universe.  Notwithstanding that, at 5% (where we're living) you have enormous amounts of uncompressed information.  Now I know what you're thinking. This would mean that at 5% we should have 5% energy/matter/black hole and beyond stuff and the rest would be dark matter and that this represents many more than the 4-6 (super massive black holes) than we experience, but let's look at this another way and let's pick, at random, the starting point of 340 which means to get to full compression there would be a total of 170 compression states, far more than the 5 or 6 we see.
For the sake of argument, let's say that we are, therefore according to a F series at 6 of 170 steps towards non-linearity.  This translates to 3.5% of the way there which is within the range we might consider (it's close enough to the observed 5% to be worth considering).  Now some of you are asking, how much information was there before and the total amount (going out an additional 6 steps is only 3.8654x10^72.  The difference, however, has to do with how much compression takes place at each step.  Even though the maximum 1 step of compression is 2.1x10^72, the total compression over these 6 steps is around 3.3x10^72 of a starting amount of information of 3.8x10^72 bytes of information and over time the total compression is in this same range since the beginning. Not much info you say?  But now remember that at each stage of compression you have an exponential 2^n amount of processing possible and you have 2^170 stages of compression.  This gets you (conceivably anyway), over 5x10^123 bits of information possible at any quantum moment in the universe although to be sure I need to check my math.

And if you want, you can get to this massive number (ct1) by looking at this single quantum needle (the line running up the top rectangle in the drawing below) going in one direction, meeting a dead end before going to the other  like a metronome thereby creating the first step in the quantum box then going in the opposite direction.  In this way the information is built out as an algorithm which forms all the data in the universe (going out, coming back in is the opposite process, what we're calling compression).
And, of course, you want some idea of what this looks like?  A little underwhelming.

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