Day: June 28, 2010
emperor failure
the remote viewing trick
problems of getting close to the Emperor to locate plans by remote viewing
argumentations made over the ability to make money wherever there is a planet that harbours smugglers such that the trade routes are in high value throughout the starwars galaxy
: over force , meaning money = to learn the trick by 1 thought during the time limit without a side step into a remote viewing position to sit in the Emeprors seat and make the decisions he makes and to corrupt them
:or over issues of land where smugglers were self tought as translator &/or assistors to larger smuggling racketeers
was provided to the emperor by a probedroid of a powerfull slave
who was neutral
but who failed in ITS 3 000 year neutrality of the way of the force
= force as a non language
THIS SLAVE WAS THE MILLENIUM FALCON
and was hunted through the galactic planetary passess, later saved by the republic
by a neutral master named obiwan kenobi
,and set off the galactic war, by a missunderstandding of the term in android computing languages as a race to the end computation in a 3 000 year old language
the smugglers alliance was the legal wearing of the logo as well as being the type remote law for the transmissions law abused by the empire as the emperors own secret
which was used by the early droid programmers
and was known of as a androids short circuit
cartesian LEO II functions
FUNCTIONS UNIVERSE
By Henryk Szubinski
having Formats for…………………multi universe
4 freedooms
the 5th framework the freedoom of knowledge moovement
Chordis6
the 7th framework
IF THE DATA THAT A HUMAN IS PART OF A PHOTON OR A PART OFF A STAR WOULD THERE BE A TYPE LEOII AS THE COLLECTIVE OF INDIVIDUAL HUMAN FORCES IN A SEQUENCED VALUE OF DELAY INTO WHICH THE FULL FORCE OF A NEW GALAXY WOULD BE FORMANT
the dark matter problem as the type of 60 generational value in human expenditure the type of 100 000 000 000 star formats in a glaxy as the combinance of about 1000 000 000 humans as would be the type periodicity of a generational gap that would take
the population growth of a decade :
SO WHAT IS THE SAFE PROCESS OF AUDIAL LANGUAGE INDICATIONS FORR THE PRRESENCE OF HUMANS IN THIEIR RESERVOIR OF AUDIAL FUNCTIONS BY PROCESSESS THAT ARE INTELLIGENT:
Or the basics of the high levels of irregularity that are in places where formats of type zoom in on = to the wrong data on the amount of luminoscity or spectral values of visable light as would be definable on multiple universes but is still not visable. In the context of a larger increae of images the larger force in a smaller parameter is not……………………..
the multi universe response =smaller parameters as altered by flipping the equation that the larger the parameter is , the smaller is the force: So where is this force in its clear evidence for the accellerations of galaxies in their altered
parameter being larger = the parameter being closer
which would be wrong if the data for……………………
parameter being larger = the parameter being closer by accellerations the true values would be
a >parameter <a1
so that even Force would be wrongly or rightly so defined as
F>parameter<F1
multi universally having formats for the format on this formattor response the position of the function was not here
so what is wrong with the multi universe
G>parameter<G1
as the positional certainty =formattor response, the data must be atered into its true relations of universes
G<parameter >G1
wether the G or G1 basis is needed on the function of a galaxy alone
is not the collission of galaxies , it is the process that takes place when the galaxy is shown in full motion vectors as are basically the full amount of force that is active in defining the amount of motion inside a galaxy
so that
internals > parameter< internal 1
as the FORMAT
neither was the
positional indicator of
YOU ARE HERE
you are here>parameter< you are here 1
the definitions of what the position problem is:you are here but you are not alone
so that despite
position >parameter< position 1
so that
LOCAL GROUP OF GALAXIES
what is the missing function:
x >parameter <x1
this should be known of as
LEO II
where positionality is multiplied in the x values of a probable gravity well on the vertical surface of x values or its basic coordination in Cartesian spacetime vertically
functions of the dark matter exchanges wwith dark energy as avoidance by the flow of force in the functions that can be extended on the basis of longer human lifetime expectancy which would be the alterations of biological processess in either vector time so that the increased delay of this function will define the Andromeda as using the proximal almost dark Galaxy less known of:
functions are:
Graph of example function,
Both the domain and the range in the picture are the set of real numbers between -1 and 1.5.
Formal description of a function typically involves the function’s name, its domain, its codomain, and a rule of correspondence. Thus we frequently see a two-part notation, an example being
where the first part is read:
- “ƒ is a function from N to R” (one often writes informally “Let ƒ: X → Y” to mean “Let ƒ be a function from X to Y“), or
- “ƒ is a function on N into R“, or
- “ƒ is an R-valued function of an N-valued variable”,
and the second part is read:
- maps to
Here the function named “ƒ” has the natural numbers as domain, the real numbers as codomain, and maps n to itself divided by π. Less formally, this long form might be abbreviated
where f(n) is read as “f as function of n” or “f of n”. There is some loss of information: we no longer are explicitly given the domain N and codomain R.
It is common to omit the parentheses around the argument when there is little chance of confusion, thus: sin x; this is known as prefix notation. Writing the function after its argument, as in x ƒ, is known as postfix notation; for example, the factorial function is customarily written n!, even though its generalization, the gamma function, is written Γ(n). Parentheses are still used to resolve ambiguities and denote precedence, though in some formal settings the consistent use of either prefix or postfix notation eliminates the need for any parentheses.
waveform sphere
waveform spheres
By Henryk Szubinski
on Earth the theory presented is a multiple surface influenced by the multiples of elements in forced waveformats:
the theory will define the basis of the ressonance of wave force in simple total waveforms and spheres and why a sphere is influenced by waveforce .
The horizon is the apparent line that separates earth from sky, the line that divides all visible directions into two categories: those that intersect the Earth’s surface, and those that do not. At many locations, the true horizon is obscured by trees, buildings, mountains, etc., and the resulting intersection of earth and sky is called the visible horizon. When looking at a sea from a shore, the part of the sea closest to the horizon is called the offing. The wordhorizon derives from the Greek “ὁρίζων κύκλος” (horizōn kyklos), “separating circle”,[1] from the verb “ὁρίζω” (horizō), “to divide, to separate”,[2] and that from “ὅρος” (oros), “boundary, landmark”.[3]
if
A PROCESS CAN IN THE EXTERNAL REALITY OF THE LARGER UNIVERSE, EFFECT A WAVEFORM THAT IS AS LARGE AS THE UNIVERSE, THE EARTH AS SUCH BEING PART OF THAT WAVEFORM WOULD ALSO BE INFLUENCED BY THE WAVEFORM FORCE DEPENDING ON A FEW CRITICAL LEVELS
1) UNIVERSAL WAVEFORMS ARE EVERYWHERE
2) THE EARTH AS PART OF A LEVEL1 WAVEFORM WILL BE EXACTLY THE SAME AS THE INTERVAL WHERE THE WAVE IS IN ,BY 2 STAGES a and b
a) the waveform is on the top surface level
b) the waveform is on the base level
3) the waveform will imply that this same process can generate a view of the whole spherical format of the Earth as well as all other wave form processess by the definition of what the irregularity is defined as or more precisely
between waveforms a/b or b/c
even as
ab/c or ba /c
as the wave force formattor of the precise similarity of a full value instance of a spherical map in full envelopement as being in that stage of irregular elapsed force levels back into or continuiing the continuiim of its surface warping.
and so on………………
what the irregularity = x value in the Force process of inverting the irregular wave form and relating it to levels 1,2,3.
So that this is also part of the waveform of a specified sphere the wave will traverse in the same manner as the sphere on the total values of a spherical surface area.
the data IS THEN , ON FULL ENVELOPEMENT AND VISABLE OBSERVATIONS AS
IN PROCESS OF BEING EFFECTED BY THE PROCESS WAVE FORCE AS A BASIC FULL RESSONANCE.
the point wheree the waveform force is the same is the basicwaveform force value in motion to define the whole sphere as such a type 1,2,3 a,b,c waveform interaction on all the levels simultaneously.
AS THE FORCE INBETWEEEN THE VALUES OF h2o PROCESSESS IN THEIR 3 STATES OF
1) H2O solid
2) H2O liquid
3) H2O gas
theese are the same as the basics on the previous levels and their
a,b,c, types so that a comparative resourceing can be made by theoretical computations such as
As the depth below the free surface increases, the radius of the circular motion decreases. At a depth equal to half the wavelength λ, the orbital movement has decayed to less than 5% of its value at the surface. The phase speed of the surface wave (also called the celerity) is well approximated by
where
- c = phase speed;
- λ = wavelength;
- d = water depth;
- g = acceleration due to gravity at the Earth’s surface.
In deep water, where , so and the hyperbolic tangent approaches 1, the speed c, in m/s, approximates , when λ is measured in meters. This expression tells us that waves of different wavelengths travel at different speeds. The fastest waves in a storm are the ones with the longest wavelength. As a result, after a storm, the first waves to arrive on the coast are the long–wavelength swells.
Theoretical Model
If the earth is assumed to be a perfect sphere with no atmosphere, then the theoretical formula for the distance of the horizon can easily be calculated using Euclidean geometry.
The secant tangent theorem states that
- OC2 = OA.OB
Make the following substitutions
- d = OC = distance to the horizon
- D = AB = diameter of the earth
- h = OB = height of the observer above sea leavel
The formula now becomes
- d2 = h(D + h)
or
Curvature of the horizon
From a point above the surface the horizon appears slightly bent. There is a basic geometrical relationship between this visual curvature κ, the altitude and the Earth’s radius. It is
The curvature is the reciprocal of the curvature angular radius in radians. A curvature of 1 appears as a circle of an angular radius of 45° corresponding to an altitude of approximately 2640 km above the Earth’s surface. At an altitude of 10 km (33,000 ft, the typical cruising altitude of an airliner) the mathematical curvature of the horizon is about 0.056, the same curvature of the rim of circle with a radius of 10 m that is viewed from 56 cm. However, the apparent curvature is less than that due to refraction of light in the atmosphere and because the horizon is often masked by high cloud layers that reduce the altitude above the visual surface.
higher number relations
the higher number
By Henryk Szubinski
the basics of a vector process in which the top side is = universal waveforms
so that the lower level under the horizon in alterance = to the force of the universe in motivated force
1————–2————3———-4————-5—————-6—————7 pi formats
type speeder bike in levitated formats
force to the 1——————–to the 2 ————-to the 3——————-to the 4————–to the 5
vector process = Weak Force
= F.S
as the data on the relations of spherical surface areas where the sectional sequence shown
= to the basics on lower than full universe value basis
such as G numbers
or B numbers
which are very high.
incline Earth exit
multi incline vector horizons
By Henryk Szubinski
the types of horizon multiples in their related disslodged Mars type vectors with no gneral horizon as well as the altered vector direction upp into down
The same basis of a combined horizon multiple = the process of leaving the horizons as vechicular
theese vectors can be combined into a sphere as the basics of full sphericality on a observable sphere
the surge zone is the type of height intercie in the core transfferability of polar values as the object can be used by the same type of object on the full incline sphere as a surge type object:
SIMULATING ZERO GRAVITY ORBITS ON GRAVITY RELATED PARAMETERS
THE BASICS OF THE VECHICLE IN MOTION AS THE TYPE OF FLYABLE CAR REFERENCE WITH BASIC MIDI VALUES
wheree theareas are flapps and the extendoors are the steering formats.