Euclidean plane unified field theory

the basis mean of astroid sodium hydroxide  content

as NaCl attractors

THEORY OF TUBULAR CHANNELING IN SPACETIME

By Henryk Szubinski

ROTATING THE ASTEROID IN anti ROTATIONS UTILISATIONS

THE CASE FOR A REVERSAL OF GAS GIANTS RING SYSTEMS WITH THEIR ASTEROID MASS VALUES IN A OPPOSED ROTATION OUT OF THE SUPER SYMMETRY

basis of data on the values of the process mineral fold of the data on spectrals and the absorbtions values of the process defined as the vector values between the spactral indicie indicators and the value mean value of OH as = the displacement mean value where the minimal value input amounts = 3 values in their range = 4 as a minimal value input relation to a mean value of the process usage of a value sequence 3 x value sequence for the:

vector values of simple motion in the euclidean plane

X,Y,Z

1—————-2—————–3 value mean = 1+2+3 =5

mean = 5 / 3

mean value then:

the motion of assisted similarity of motion along a euclidean unified field

x+1,y+1,z+1

-1————-1————-2——————3————-4= sum 9.

mean =9/5

=1.8

the process in a rerun format where the difference of a singular value = 1

as the similarity between values 3 S and their responsive +1 mean value = 4 R

S 5/3 (1.8 )R

= Force of every buffered interaction between events that are limited in their mean minimal value requirements by a additional mean value singularity on each side of the mean value

S 0.925 R = F

as a mean value used to define the minimal value of 3 mean value computations on the buffer value

0.925 (1) + 0.925 (2) +0.925  (3) =2.77 + 6

mean value is then =8.77 /6

=1.461

= the universal boot value force beyond the structual format stability of the mean value 3 range of the whole universe concentrated into one point will have a specific value = 1.461 Newtons on the value that can displace outof the pressure lock.

As well as using the type materials involved with pressurisations will result in any fuel format as well as possible electron fused ionic firlds resultant in a release electron anti matter particle:

this value exists everywhere as the type structual value that will in the long run last longer like a star, it will combine fluids and solids into their precise value combinance.

It will seperate formats of fluids and solids from each other :

x ray flourescence

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NaOH

type solute applications

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basic fluid compressions of H2O multiple form values and their 3 rd particle value Newton force as being the specific force of the disslocations of NaOH in solutions =oxygen productions as well as H2O productions:

by usage on a asteroid the process can use the value minerals there as mixed with NaOH and deriving the process seperations + the formats of Oxygen productions as well as H2O

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Sodium hydroxide (NaOH), also known as lye and caustic soda, is a caustic metallic base. It is used in many industries, mostly as a strong chemicalbase in the manufacture of pulp and paper, textiles, drinking water, soaps and detergents and as a drain cleaner.^{[citation needed]} Worldwide production in 1998 was around 45 million tonnes.^{[citation needed]} Sodium hydroxide is a common base in chemical laboratories.

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differenciated H2O longer than the Cavendish scale universe of molecular resultant process symmetry force

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For the definitions of terms, see the drawing below and the table at the end of this section.

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The following is not the method Cavendish used, but shows how modern physicists would use his results.^[30][31][32] From Hooke’s law, the torque on the torsion wire is proportional to the deflection θof the balance. The torque is κθ where κ is the torsion coefficient. However, the torque can also be written as a product of the attractive forces and the distance to the wire. Since there are two pairs of balls, each experiencing force F at a distance L / 2 from the axis of the balance, the torque is LF. Equating the two formulas for torque gives the following:

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In 1901, Einstein had a paper on the capillary forces of a straw published in … His thesis was titled “On a new determination of molecular dimensions”. ….. which is what happens when the fluctuation size is much smaller than the wavelength, …. Einstein believed a spherical static universe is philosophically …

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Capillary Flow Experiment to investigate capillary flows and phenomena aboard theInternational Space Station.

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Capillary action, capillarity, capillary motion, or wicking refers to two phenomena:

1. The movement of liquids in thin tubes.
2. The flow of liquids through porous media, such as the flow of water through soil.

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and what differentiates them from other molecular devices. Initially, the categorization of…… then the asymmetry in the particle’s position between two barriers …… noise are extremely important on the molecular scale, but it is ….. and repulsive forces, as well aslonger-range attractive van der …

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Van der Waals forces are responsible for certain cases of pressure broadening (van der Waals broadening) of spectral lines and the formation of van der Waals molecules. The London-van der Waals forces are related to the Casimir effect for dielectric media, the former being the microscopic description of the latter bulk property. The first detailed calculations of this were done in 1955 by E. M. Lifshitz.^[2][3]

[edit]Calculation

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and what differentiates them from other molecular devices. Initially, the categorization of…… then the asymmetry in the particle’s position between two barriers …… noise are extremely important on the molecular scale, but it is ….. and repulsive forces, as well aslonger-range attractive van der …

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appears to lower the symmetry of the crystal. During this process, the plane collapses in …Al, Si, O, and H2O, are what differentiate the … of “molecular sieves,” in which the crystal is …. Bulk defects are larger scale defects than the … Force Academy. CITATIONS. Accuratus: Materials – Boron Nitride (BN) …

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(2) In seeking to explain the Big Bang and the resulting universe, ….. tests with higher g-loadings show higher correlations with body symmetry: Evidence for … In effect, as force is applied to nano-scale materials, the material ….. While red dwarfs are stable, handing around for a lot longer than stars like …

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ble to the molecular length scales. Gas flows are considered in a state of quasi-equilibrium if the ….. must not be larger than the ratio of the Kolmogorov length ….. process and control (i.e., regularize) the behavior of a chaotic system? ….. becomes the driving force of the plot and tells of reconcilia- …

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[Keep in mind that the force the scale exerts up on you is equal and …… If you solve for a and then differentiate a with respect to q and set the result ….. I recently read an article about “nothing” in the center of the universe. ….. In reality, it would be much longer thanone second because your “mighty …

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The Mechanical Universe is a famous telecourse in 52 half-hour episodes, … The infinitesimal work done by the resultant F of all the forces applied (including …. one foot in the process(the monkey and the weight went up one foot each), …. A simple pendulum of length 40%longer than OC = R-r would have that …

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2 Jun 2010 … Nails that are longer than six inches are called spikes. …. The bluing processbegan in the 1920s and was the accepted standard by 1930. …… often resulting from former treatments and from the nature of ….. by doing so, preserved the scale, format, and aesthetic appeal of the original work. …

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Currently, the molecular biology of the cell postulates a lower …. differentiated dynamical arrangements. In fact overwhelming evidence … the cell, the water dipoles interact with the polar surface of biopolymers, and their symmetry, ….. two orders of magnitude lower than for a H2O CD restricted within a cell …

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He talks about a future of nanotechnology defined by molecular …… Atomic forcemicroscope (AFM). Upcoming page in this wiki book on AFM ….. Heat radiation has infrared wavelengths much longer than 1 µm and hence taking a photo of a ….. and the resultingcage undergoes a spontaneous symmetry break yielding a …

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This image illustrates part of the Mandelbrot set fractal. Simply storing the 24-bit color of each pixel in this image would require 1.62 million bits; but a small computer program can reproduce these 1.62 million bits using the definition of the Mandelbrot set. Thus, the Kolmogorov complexity of the raw file encoding this bitmap is much less than 1.62 million.

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In the following discussion let K(s) be the complexity of the string s.

It is not hard to see that the minimal description of a string cannot be too much larger than the string itself: the program GenerateFixedString above that outputs s is a fixed amount larger than s.

Theorem. There is a constant c such that

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[edit]Incomputability of Kolmogorov complexity

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The first result is that there is no way to effectively compute K.

Theorem. K is not a computable function.

In other words, there is no program which takes a string s as input and produces the integer K(s) as output. We show this by contradiction by making a program that creates a string that should only be able to be created by a longer program.

republican universal states

the Ancient Republic of the Universes

By Henryk Szubinski

The generational gap is and was a term popularized in Western countries during the 1960s referring to differences between people of a younger generation and their elders, especially between achild and their parent‘s generation.

Although some generational differences have existed throughout history, because of more rapid cultural change during the modern era differences between the two generations increased in comparison to previous times, particularly with respect to such matters as musical tastes, fashion, culture and politics. This may have been magnified by the unprecedented size of the young generation during the 1960s, which gave it unprecedented power and willingness to rebel against societal norms.

This can be seen in songs such as the 1965 hit “My Generation” by The Who and “The Times They Are a-Changin’ (song)” by Bob Dylan.

a generation gap is the value on the common mean value of the ages that seperate on person from his or hers predescendance of a genetic link that is on the whole range of time or history as the value that defines the mean value that seperates the young from the  old,

This has been measured from the begining of time to its current value = 60 years which would define the perspective of the view of one relative to the next as the amount of time that seperates the older relative to the older relative as the basic amount of time that guarantees a success rate age of the transferrance of one survival rate where the basic limit can be accessed by the survivals rate of its increased value.

from the dark ages where the generational age of the common time a person would live = 26 years of age for a grown up adult

At the time of the Industrial revolution and leading up to the 20 th Century the common age of humans was approximately 60 to 62

This time difference is about 500 year period from the dark ages to the modern age.

This generation gap defines the amount of descendance in a genetic line of descendance as a generation value 60 for 100 mean generations or even as such for 500 generations so that the value remains the same.

the amount of descendance can then be computed as

500 / 60 =8 generations or 8 lines of a  descendancy of 8 persons.

where from the current time of the 21 Century is greatly more advanced than the previous age. Giving the definitions of the future the power of Starwars films as future generations in their increased values of a generation possibility of 100 years per generation

as the future 1000 year would define a 10 generation descendancy

and the relations to the Ancient Republic

such as a generation value 30 with a time in transition of 10 000  years implies the value with a complicated value as

0.003 generational ancestors

why does this occur

=as it was previous to the Summerians as the Republic  of the Universal type 1 republic; its dated values were defined as a generational computations system

62 26

The implications of a type Mix of all possible civilisations of the whole earth  populace as being free to enter into trade without the laws of knowledge restrictions…as the age of individuals at that time as related to a singular value.

what defines theese periods are the DEMOCRACIES  in which basic orientations of the RULE  of combinance of the whole process of the universes stages of ITS REPRESENTATIVES

knighthood to advanced astronauts as well as the Jedi fictional characters

can all be defined in the process of the

DEMOCRACIES  where the enterance into the repeat response of the DEMOCRACIES  in their  rearangements of the processess of the RULE  and its fases as the process on reduced parameter volumes of KNOWLEDGE  in the present parameters future as not yet here defined as future republics: basically defined by PLATOES UNIVERSITY.

as the type environments where type specific characters have their interactions.

In the Middle Ages, the accolade (or dubbing) was the central act in the rite-of-passage ceremonies conferring knighthood.^{[1][2][3][4][5][6][7]}

An astronaut or cosmonaut is a person trained by a human spaceflight program to command, pilot, or serve as a crew member of a spacecraft. While generally reserved for professional space travelers, the term is sometimes applied to anyone who travels into space, including scientists, politicians, journalists, and tourists.^[1][2]

The Jedi are characters in the Star Wars universe and the series’ main protagonists. They use a quasi-telekinetic power, known as the Force, and weapons, known as lightsabers, which emit a controlled energy flow in the shape of a sword, to serve and protect their Republic and the whole galaxy from conflict or government instability. They sometimes moderate peace negotiations between planets and, if necessary, use their formidable fighting skills to quickly end an unrest. The Jedi are led by a Council of 12 members consisting of the most powerful and wise members of the order. The Jedi are bound to a code of morality and justice and are trained in the use of the light side of the force but not theDark side.

A galaxy is a massive, gravitationally bound system that consists of stars and stellar remnants, an interstellar medium of gas and dust, and an important but poorly understood component tentatively dubbed dark matter.^[1][2] The name is from the Greek root galaxias [γαλαξίας], meaning “milky,” a reference to the Milky Way galaxy. Typical galaxies range from dwarfs with as few as ten million^[3] (10⁷) stars up to giants with hundred trillion^[4] (10¹⁴) stars, all orbiting the galaxy’s center of mass. Galaxies may contain many multiple star systems, star clusters, and various interstellar clouds. The Sun is one of the stars in the Milky Way galaxy; the Solar System includes the Earth and all the other objects that orbit the Sun.

the andromeda galaxy is dubbed the greatest chance moover of the special ability to displace the only characterisation of what  determines a force so close to our own milky way the data on similar processess cannot be seperated into determinance of the methods of differenciations used.

Determinance rules science where there are observational instruments that discern the same experiments on similar objects

Character defines the opposite

from one to the other , there is a format for deniability based on the process

; reversal of data similarity of experimantations

= WHAT YOU HAVE DEFINED SCIENTIFICALLY as similar objects but needing a variance of the experimental tools used

resultaing in or resulting in no data evidence

The non evidenciality of locating a new process or law in nature = Not reason enough

in the general environements of the grabbing for evidence  that is denied and counter denied and very difficult to define as the scientific theory of its process.

here is such a process:

basis process 2 set / multi set Vectors = to the basis of interexchanged height values

In which the

3 S  interexchanged F / height value R 4= displacement of the  open spacetime of its alterations.

by data on seperated values of spacetime in which the process angles in opposition are expansion and contractions of the same value in which the angles remaining are based on a parallellogram set on its side. Using the compressability of the vectors as though moovable, the process of vectorisations of 3 sides of the paralellogram = to the remaining side = in resistance to the remaining 3 sides.

Based on F =m.a

of the Newtonian theory of force

Rhomboid

From Wikipedia, the free encyclopedia

This article is about mathematics. For rhomboid muscles in anatomy, see Rhomboid major muscle

and Rhomboid minor muscle. For rhomboid in botany see Leaf shape.

These shapes are Rhomboids

Traditionally, in two-dimensional geometry, a rhomboid is a parallelogram in which

adjacent sides are of unequal lengths and angles are oblique.

A parallelogram with sides of equal length (equilateral) is a rhombus but not a rhomboid.

A parallelogram with right angled corners is a rectangle but not a rhomboid.

The term rhomboid is now more often used for a parallelepiped, a solid figure with six faces

in which each face is a parallelogram and pairs of opposite faces lie in parallel planes. Some

crystals are formed in three-dimensional rhomboids. This solid is also sometimes called a

rhombic prism. The term occurs frequently in science terminology referring to both its two-

and three-dimensional meaning

Euclid introduces the term in his Elements in Book I, Definition 22,

Of quadrilateral figures, a square is that which is both equilateral and right-angled; an

oblong that which is right-angled but not equilateral; a rhombus that which is equilateral

but not right-angled; and a rhomboid that which has its opposite sides and angles equal to

one another but is neither equilateral nor right-angled. And let quadrilaterals other than

these be called trapezia.

— Translation from the page of D.E.Joyce, Dept. Math. & Comp. Sci., Clark University [1]

Euclid never uses the definition of rhomboid again and introduces the word parallelogram in

Proposition 31 of Book I; “In parallelogrammic areas the opposite sides and angles are equal to

one another, and the diameter bisects the areas.” Heath suggests that rhomboid was an older

term already in use.

velocity force is combined coordinations GYRO squares

the force of combined coordiante systems

By Henryk Szubinski

gyro squares

ion the locatability of force in the universe by instance values at very high velocities

basis of a force quadrance within the limited range of what a super velocity value of divisions of x / y which is non value specified meaning it is a format for the lim x range of its occilations at the coordinate axis. So how can this be defined. Well for 1 the values must be occilative with a + / – value and the values must be designated as their own occilatory values in the specified values used such as Force . Displacement = Work

The system can then instantly indicate the buffers and their 12 angle value TAN computations thaqt will define the lim x = infinite negative: the process of a section is shown to have FOrce compuatative applications on the super nano materials scale or the types of superconductability at room temperature as well as A.I computations without limitations in the specific alterations of displacement with its angle TAN frictionality in relations to the degree TAN values on their reductions processess.

a SQUARE GYRO SCOPE WOULD result in a fractal type resultance

When we call the Generate function, we need to pass to it the coordinates of the first square, which, to get the best fit into our canvas, we calculate the lengths of the sides of the square to be half the canvas sides, and then centre the square, essentially making the top left corner a quarter of the way to the right and down of the origin.

The first thing we do is draw a solid square using our coordinates.

Now, until we reach our desired recursion depth, we generate four new squares, which have half the width and height, and make the centres of each of these squares to be centred on each of the four corners of the original square.

This process is then repeated until we have recursed far enough.

data FORCED process chain hydrocarbon distance between  H2O molecules in large universe durational values

5 Mar 2008 … A one-way trip to Mars is a very, very long-duration (~ 180 days) mission. …happen because of ‘society’s values‘ indicates a schism between ….. 2 – how large a rocket would it take to get that on the way on …… Let’s develop cheap EtO, colonize the Moon (Importing long chain Hydrocarbons), …

between molecules and the volume of the molecules is negligible; the chance of … a high Ka value. Of the three options, KCN, which … and the big universe was intelligently designed in six days ….. that the fuel in question is a hydrocarbon or solvent. ….. metre apart in a vacuum, would produce a force of …

oes a body in the universe at the farthest distance away from the earth …… Next I roughly estimate the number molecules in one lung full of air to be about 3×1022. …… Some cadmium isotopes have unusually large values of s. …… so one way to increase the force is to minimize the duration of the punch. …

universe. The annihilation process of matter and antimatter would eventually have brought forth a …… study the complex molecules that make up living matter. … segment, thus reducing the adhesion distance between two cells. …… which have gathered vast amounts ofdata of enormous value to scientists. …

We don’t know how big the universe actually is, but taking the …… of around 80 moleculeswith their oily hydrocarbon chains pointing inward and sulfate … we would be forced to consider that such apparently disconnected springs and ….. ever find any signs of other life forms in the duration of its existence, …

A brief description of the main components of the universe, as well as … the powerful chainsof religious tradition and demand, or between rationality and belief. … Thereby you lose your individual value and become part of organized force. …… the approaching end for the wholeduration of Halley influence, …

particle collision in the large distance between source and observer. …… and Hydrocarbon molecules (alkanes) detected in 3760 billion year old Isua ….. exocytosis, the oppositeprocess, where a vesicle combines with a call membrane …… and the Duration of Electric Light Journal Philosophical …

actual engagement of a flex response on the 3 D takes the 2 D vector of a singaling value defined as the reflexations by the high velocity connectability of a z space vector alteration in 3 D space so that the resultance = artificial intelligence of a level Pump that is based on the levels of alterance of a foreground barrier in the background vectors involved with the alterations of the forcefront of the 3 D vector string.

Properties

A gyroscope in operation with freedom in all three axes. The rotor will maintain its spin axis direction regardless of the orientation of the outer frame.

A gyroscope exhibits a number of behaviours including precession and nutation. Gyroscopes can be used to construct gyrocompasses which complement or replace magnetic compasses (in ships, aircraft and spacecraft, vehicles in general), to assist in stability (Hubble Space Telescope, bicycles,motorcycles, and ships) or be used as part of an inertial guidance system. Gyroscopic effects are used in tops, boomerangs, yo-yos, and Powerballs. Many other rotating devices, such as flywheels, behave gyroscopically although the gyroscopic effect is not being used.

The fundamental equation describing the behavior of the gyroscope is:

where the vectors τ and L are, respectively, the torque on the gyroscope and its angular momentum, the scalar I is its moment of inertia, the vector ω is its angular velocity, and the vector α is its angular acceleration.

It follows from this that a torque τ applied perpendicular to the axis of rotation, and therefore perpendicular to L, results in a rotation about an axis perpendicular to both τ and L. This motion is called precession. The angular velocity of precession Ω_P is given by the cross product:

Precession on a gyroscope

Precession can be demonstrated by placing a spinning gyroscope with its axis horizontal and supported loosely (frictionless toward precession) at one end. Instead of falling, as might be expected, the gyroscope appears to defy gravity by remaining with its axis horizontal, when the other end of the axis is left unsupported and the free end of the axis slowly describes a circle in a horizontal plane, the resulting precession turning. This effect is explained by the above equations. The torque on the gyroscope is supplied by a couple of forces: gravity acting downwards on the device’s centre of mass, and an equal force acting upwards to support one end of the device. The rotation resulting from this torque is not downwards, as might be intuitively expected, causing the device to fall, but perpendicular to both the gravitational torque (horizontal and perpendicular to the axis of rotation) and the axis of rotation (horizontal and outwards from the point of support), i.e. about a vertical axis, causing the device to rotate slowly about the supporting point.

Under a constant torque of magnitude τ, the gyroscope’s speed of precession Ω_P is inversely proportional to L, the magnitude of its angular momentum:

where θ is the angle between the vectors Ω_P and L. Thus if the gyroscope’s spin slows down (for example, due to friction), its angular momentum decreases and so the rate of precession increases. This continues until the device is unable to rotate fast enough to support its own weight, when it stops precessing and falls off its support, mostly because friction against precession cause another precession that goes to cause the fall.

By convention, these three vectors, torque, spin, and precession, are all oriented with respect to each other according to the right-hand rule.

To easily ascertain the direction of gyro effect, simply remember that a rolling wheel tends, when entering a corner, to turn over to the inside.

Animation of a gyro wheel in action

A gyroscope in operation with freedom in all three axes. The rotor will maintain its spin axis direction regardless of the orientation of the outer frame.

Precession on a gyroscope

QUANTUM PHOTONICS nano telescopes and vechicle force boosters

TYPE 1 PHOTONIC TUBULAES AND THEIR VALUES OF DATA ON NANO SCALE BITS = TO SMALL GRANULES OF THE INNER SURFACE OF THE TUBULES USED FOR THE DISPLACEMENT

By Henryk Szubinski

of photons that get stuck inside the cylinders used for eaxmple to displace laser beams where the multiple collagulations can be displaced ahead with the data collagulative reasons for the photon type grouplins of a type 1 Blockage that is forced out by the usage of a mini nano concave type process piston pusing out the photons by the full pressure effects that forces the photons out while giving the concave lens data on the photon beams motion into a surface to locate the type of beam and the block slits used to define the alterations of multi photons in one position as the type divergance of the surface that is used for the projection.

As such the data on the image formed = to a value seperations of the size of the altered reflections or absorbtions as the difference of the size of the resultances on the surface.

-1 S (3 c) responsive occilations = resistance (concavity value ) / surface area x multiples

where the divisives will define a dimensional process opening into the simul values of photon observations= a faster than light velocity.

vector uncertainty of a memory type reusage on the formats of how to influeence the cylindrical mini format appertures in their value of processed data that responds on the basis of action &/or reaction as the tubular peripherality of the process vector 3 input will define the restricted values of velocity by a limit on how fast a vector photon can accellerate by release from its waste gate..

where the values of their reduced trace origins are made to define the amount stream of the triangulated data that can be responsively related to a pre photon value as was pre input into the tube as well as the type triangulations of the projective triangularor in its main value which will equate everything to one velocity based on the process of the 4 x

=tri ( x+1) F full total + 1

the divisives of the status peripherate  OUT = the basis of the comparatives of the type velocity without argumantations of the non hemispherical locational functions by divisives and their rresultance so that a time dialation can be used on a image of the Millenium falcon on the type

c- S = dynamics pull into , of data requirements

as the projective pre exit values as alterability

basic data indicates that a photon can seperate into the same pressure values as used in the pulse of the controlled rate of compressions or expansions between two seperated vector area planes, suggesting that a force between two Wings could be made to seperate the photon quants between them by a basic controller as usable in any vector for any value planarity in any velocity..

the exp data indicates the expounded view

The science of photonics includes the generation, emission, transmission, modulation, signal processing, switching, amplification, detection and sensing of light. The term photonics thereby emphasizes that photons are neither particles nor waves — they are different in that they have both particle and wave nature. It covers all technical applications of light over the whole spectrum from ultraviolet over the visible to the near-, mid- and far-infrared. Most applications, however, are in the range of the visible and near infrared light. The term photonics developed as an outgrowth of the first practical semiconductor light emitters invented in the early 1960s and optical fibers developed in the 1970s.

data on 1 force

data on 1 force

By Henryk Szubinski

In mathematics, the Laplace transform is a widely used integral transform. It has many important applications in mathematics, physics, engineering, and probability theory.

The Laplace transform is related to the Fourier transform, but whereas the Fourier transform resolves a function or signal into its modes of vibration, the Laplace transform resolves a function into itsmoments. Like the Fourier transform, the Laplace transform is used for solving differential and integral equations. In physics and engineering, it is used for analysis of linear time-invariant systemssuch as electrical circuits, harmonic oscillators, optical devices, and mechanical systems. In this analysis, the Laplace transform is often interpreted as a transformation from the time-domain, in which inputs and outputs are functions of time, to the frequency-domain, where the same inputs and outputs are functions of complex angular frequency, in radians per unit time. Given a simple mathematical or functional description of an input or output to a system, the Laplace transform provides an alternative functional description that often simplifies the process of analyzing the behavior of the system, or in synthesizing a new system based on a set of specifications.

multi universally

competition in higher places

defining the interests of survival

for the force by the force for the force

as the value definite indicator of simul motion displacements on the work = FS 2

in the levels of data on work = FS 3 engagements towards the data on the process indicative values of usage of the sequence values = the value process of its indications of the type non specific certainty as well as the work = FS 4 overload in the process of defining the indicative BIT certainty of the whole format square value

= 4 (l.b)

towards a clearer perspective on the problems of

5W = 4 l.b

as the data on the force of the multiple similarity vectors in their drag value coefficiency as the process drags out the vector value extensionality as a type 1 tube where the whole value process in 1 angle and its similarity status displacement through the levels upto level 6 = angle and the length of the hypotenuse+ adjacency

= the open state values of the process WORK =FS count 7

as the process displaced value in its open state value sequenced continuiim definitions of the process to imply a lim x = the open state of the opposite in the non specified force of continuiim vectorisations into the process of the data being the type formats for the value = 8 F

in which the peel off value is similar to the vectors being drawn over the quadrance and reused in the input through the prime vector string causing it to waveform..

force on 3 levels

1)for the force

2) by the force

3) with the force

as basic as this sounds this defines the open fased usage of the oppositional side exclusions due to usage by force of the inclines = hypotenuse and its adjacency ; both having wrapped around their own vectors and been engaged into a type of instance compensation of the values that would otherwise have been there.

water evaporates on planets and universe force as monitors indicate H2O by their data Laplace red data

Laplace’s remaining clue, the direction of the planets‘ spin, …… He remained true to thedata, classifying the nebulae and carefully …… During January and February in 1998 the rival teams frantically analyzed their data. …… 230–231 definition of, 156–157 red giant stars as, 108–111 redshifts of, …

1 Nov 2009 … Our continuing analysis of satellite and climate model data has yet to yield a….. evaporation to increase leading to higher atmospheric water vapor, … on this planet(and in the Universe as far as we know) will be kaput. …. typo;… have even higher levels ofH2O flux,.. …to indicate that the …

Short-period comets evaporate so quickly compared to the age of the solar ….. the French physicist Pierre Laplace and the English philosopher John Michell …. The wind blowing across the face of the Red Planet would be the only ….. Scientists hope to gather uniquedata from the very surface of asteroid Eros. …

right in the universe’s earliest mo ments. Take, for example, water, our …… monitor theplanet’s surface suc cessfully. The spacecraft is equipped …. vidually explore their objects. Cur rently, the Laplace mission proposal …. were on our planet. The wealth of data received by Huygens and Cas …

In the latter case, no personal settings or data will be saved. …… By the way, you will very likely encounter things like Laplace transforms, …… If you evaporate the water, the Na+ and Cl- ions will stay behind. … It’s just the graviational forces in the case of planets are electrostatic forces in the …

THE INCLINES CAN BE USED IN ANY VECTOR DIRECTIONS OF THE TAN OPEN INCLINES TO USE THE EVAPORATIONS OF H2O BY APPROACH VALUES TO ITS INTERACTIVE REASONS FOR SUCH EVAPORATIONS.

double planet– system where 2 planets have their center of mass or gravity between them ….Since planetoid indicates the notion that asteroids are not planets but ….. Data are from various sources but mostly and primarily Wikipedia. ….. Kant and Laplace because he saw the origin of the Universe as a sphere of …

Thales asserted that matter exists in three forms namely mist, water and earth. …. studies the solar system ands discovers a great deal about planets and their moons. …. Bessel publishes a paper on the orbit of Halley’s comet using data from … The second book containsLaplace’s definition of probability, …

Analyses of meteorites originating on Mars seem to indicate that half of ….. Could life also have begun on the red planet? Water and craters on Mars. ….. Simulations from topographical data of MOLA altimeter, Mars Global Surveyor. …… oxygen Carbon monoxideWater Symbol CO2 N2 Ar O2 CO H2O Mars 95.32% 2.7% …

Since the file structure and data storage is still Mac even when running windows …… They also require water to get their food so they would have to be ….. means we destroy ourplanet, boss over every living thing on earth, …… But at nighttime a large proportion of the lacrimal fluid evaporates and all the …

34 The more accurate Knowledge of the Physical Forces of the Universe, …. Comparative hypsometrical data of the elevations of the Dhawalagiri, Jawahir, …. The so-called law of the distances of the planets from their central sun. …… Laplace’s estimate of the mean height of continents at 3280 feet is at least …

History

The Laplace transform is named in honor of mathematician and astronomer Pierre-Simon Laplace, who used the transform in his work on probability theory. From 1744, Leonhard Euler investigated integrals of the form

— as solutions of differential equations but did not pursue the matter very far.^[2] Joseph Louis Lagrange was an admirer of Euler and, in his work on integrating probability density functions, investigated expressions of the form

— which some modern historians have interpreted within modern Laplace transform theory.^{[3][4][clarification needed]} These types of integrals seem first to have attracted Laplace’s attention in 1782 where he was following in the spirit of Euler in using the integrals themselves as solutions of equations.^[5] However, in 1785, Laplace took the critical step forward when, rather than just looking for a solution in the form of an integral, he started to apply the transforms in the sense that was later to become popular. He used an integral of the form:

— akin to a Mellin transform, to transform the whole of a difference equation, in order to look for solutions of the transformed equation. He then went on to apply the Laplace transform in the same way and started to derive some of its properties, beginning to appreciate its potential power.^[6]

Laplace also recognised that Joseph Fourier‘s method of Fourier series for solving the diffusion equation could only apply to a limited region of space as the solutions were periodic. In 1809, Laplace applied his transform to find solutions that diffused indefinitely in space.^[7]

LOOPING THE SEQUENCED VERGANCES INTO 1 LOOP KLEIN BOTTLE

Work

[edit]Gravity, magnetism & light

Michell conceived, sometime before 1783, the experiment now known as the Cavendish experiment. It was the first to measure the force of gravity between masses in the laboratory and produced the first accurate values for the mass of the Earth and the gravitational constant. He invented and built, independently of co-inventor Charles Augustin de Coulomb, a torsion balance for the experiment but didn’t live to put it to use. His apparatus passed to Henry Cavendish, who performed the experiment in 1798. In 1987, gravity researcher A.H. Cook wrote:

The most important advance in experiments on gravitation and other delicate measurements was the introduction of the torsion balance by Michell and its use by Cavendish. It has been the basis of all the most significant experiments on gravitation ever since. ^[2]

In 1750 he published at Cambridge a work of some eighty pages entitled A Treatise of Artificial Magnets, in which is shown an easy and expeditious method of making them superior to the best natural ones. Besides the description of the method of magnetization which still bears his name, this work contains a variety of accurate magnetic observations, and is distinguished by a lucid exposition of the nature of magnetic induction.

At one point, Michell attempted to measure the radiation pressure of light by focusing sunlight onto one side of a compass needle. The experiment was not a success: the needle melted.