Pamenides and dark matter

PARMENIDES

and Henryk Szubinski

DARK MATTER THEORY

the arguments against nothing

act of foundation internal te being” and with it any possibility of metaphysics …… that Seing is notwhatis, is – asParmenides would have it -and ..

File:Parmenides.jpg


. Parmenides of Elea (Greek: Παρμενίδης ὁ Ἐλεάτης; fl. early 5th century BCE) was an ancient Greek philosopher born in Elea, a Greek city on the southern coast of Italy. He was the founder of the Eleatic school of philosophy. The single known work of Parmenides is a poem which has survived only in fragmentary form. In this poem, Parmenides describes two views of reality. In The Way of Truth (a part of the poem), he explains how reality is one,change is impossible, and existence is timeless, uniform, and unchanging. In The Way of Opinion, he explains the world of appearances, which is false and deceitful. These thoughts strongly influenced Plato, and through him, the whole of Western philosophy.

way in is way out

so that

whatnotis = is concealed to a pre value of the barrier in the way

the same process of defining the basis of multi level flattening of processess in bounds and outside them is the reasons for the whole area alterations of height to the specific point value locatives of the problems of a point in orientations to the flattening effect

similar to galaxies

DATA ON THE FORCE OF THE INTERACTIONS OF THE MINIMALISED VALUES OF THE RESISTANCE IN WHICH THE WHOLE FORMAT OF THE UNIVERSE IS A RESISTOR IN THE ACTIVE RELATIONS OF THE DATA ON REVERSABILITY OF THE VECTOR PROCESSESS THAT ARE IN INTERFASE BETWEEN DEFINITE

r 1 PROCESSESS AND r3 PROCESSING TOWARDS THE DATA LEVELS

OF THE FORMATS OF ACCUMULATIVE DATA ON A R2 PROCESS WHERE THE BASIC FORMATS OF SPACETIME

=THE FUNCTIONS OF RESISTORS IN WHAT IS DEFINED AS A INTERRUPTED PROCESS OF ALL RESISTANCE IN THE UNIVERSE BY FORMATS OF RELATED OPPOSITIONS

AS

R1/GR2 =GR3

SO THAT THE GR2 VALUE IS EVERYWHERE THE BASIS OF THE VECTOR PROCESS OF THE RESONS FOR THIS SITUATION IN THE UNIVERSE OF VECTOR PROCESS RELATIONS BY THE S4

VALUE BEING THE FORCE THAT INVERTS THE FUNCTIONS FROM RESISTANCE TO DISPLACEMENT WHERE THE FORMAT THEORY WOULD BE:

S1/S2G=SR3

SO THAT THE EQUATION MAKES SENSE THE THEORY HAS A COMBINATIVE VALUE REALITY

S1/S2G =G1/GR2

IN WHICH SR3 AND GR3 AT SUCH SPEED THAT THE VOLUME POSITIONALITY IS EXCHANGED


ALTERNATE THE PROCESS OF INPUT = OUTPUT ON ALL UNIVERSAL PROCESSESS BY 1 ALL ENCOMPASSING FORCE..


Parmenides made the ontological argument against nothingness, essentially denying the possible existence of a void. According to Aristotle, this led Leucippus to propose the atomic theory, which supposes that everything in the universe is either atoms or voids, specifically to contradict Parmenides’ argument. Aristotle himself, proclaimed, in opposition to Leucippus, the dictum horror vacui or “nature abhors a vacuum”. Aristotle reasoned that in a complete vacuum, motion would encounter no resistance, and thus infinite speed would be possible, something which Aristotle would not accept.

Erwin Schrödinger identified Parmenides’ monad of the “Way of Truth” as being the conscious self in “Nature and the Greeks”.[16] For a discussion of the scientific implications of this view see:Hyman, Anthony, (2007); “The Selfseeker”, Teignvalley Press.

A shadow of Parmenides’ ideas can be seen in the physical concept of Block time, which considers existence to consist of past, present, and future, and the flow of time to be illusory. In his critique of this idea, Karl Popper remarked to Einstein “You are Parmenides”.[17]

in theese same relations the THERMOLYLE of the ancient TROJANS = to the continuiim of the arguments for ddenaiablity of nothingness or the basis for dark matter


Artificial Intelligence of IDA

DEFINING THE PROCESS OF THE TYPES OF VECTOR MOTION RELATED TO THE BASIS OF RESISTANCE

Circle of 12 gold stars on a blue background.

on usage of IDA as a type artificial intelligence unit

for

4 freedooms

5th framework : the freedoom of knowledge moovement

Chordis6

the 7th framework

By Henryk Szubinski

IDA AS A UNIT CONNECTED TO THE OUTER SURFACE OF THE WOMB AND WITH THE BASIC INSERTIONS OF THE SPINAL CHORD

in applications to the functionings of the type relational learning as a artificial intelligence adaptable format of learning that assist the process of technological advancement:

formats of the vector process in a motivated type displacement boosting of the general theory of the data on process multiples of the vector data in usage of the main generators of the faster than light speed travel by wapring of the formats to generate the multiples of motion simulative assists to the main formats of the responsive relations of the reflex resposnses made to the process LINK = to the formats of the generated AI learning in the process of the data on basis of vector extended relations of the general formulations of motion specific learning in simultaneous motion derived values of their source as responsive to surface usage by the data on how to define the process to LINK UP to the formats of type 1 web phones and the basics of how the communoicative formats of the web related cognitions of the A.I units such as R2D2 and the process of the spacial relatedness on the aquired fase 3 set of responsive spread 3 vector webs as the basics of a type ability to generate superconductability at room temperature by the processings of the weight distributions of a type 1,2,3 zero gravity environments as similar to subsequnt data on immersive internal states of H2O relatedness so that the related bit vector 3 set values are interactive to the same process buoyancy as the formats to define the ability of internal &/or external guidance systems of a type remote functioning of artificial anti gravity and the general processess of the dipodic type finger relations of the set

3/10

0.3/100

.003/1000

as the basics of the responsive equalisations based on the alternate vector directions

0.003 /1000

0.03/100

0.3/10

as the basis for the general theory of the process to define the locatability of trianing in H2O environements of the fluid state buoyancies of the unit seperations into the fluid reversals format by general temperature variance and the ability to handle multiple environemental problems of adaptability by the main unit coupling base format that is coupled and seperated by data usage to input programme alterations into the general field of experinece for the data on the limitations of the similarity of the time context as a linear reversal based on the supply of the type vector sets in theor levels of 3 and 10 divisives as the process biit integer usage for the sequenced eventualities of the process by which the general data on the A.I cognition will define the process functions of the ability to gauge the heigh levels of their computative process environement locatability by simulations of the fase into which the general basis of similar process surveilance of the environements directly connected to the observations of cosmic events such as solar flare activity at its highest levels and the type comet incidents where the sub unit uses the recognitive learning of the processess  to define the environement heights in projective basis of the type of responsive similarities to computations of action &/or reactions to the value systems of the data on why the general process to motivate motion by 2 feet responses in their relative responses of the full value of computating the displacement of a singular basis.

type light sabbres are related to the frmats of the process full volume context as related into comparative volume divisives where the basics of the levels and their interval process values can be computated to the time system of their process causes as well as the resons for the basics of the porcess point of process starts in the general data on why the basis of sinusodial waveform motion is based on the receptive field of the force environements where the process to disslodge = the functions to defne the waveform process continuiim into the levels of non alterability in which the general ebnvironement in it expired rate of simulated parameter situations = to the process of the general process of the generations of new environments by the internal alterations of the general process to which the functinings of the ability to dissonate between the formats of environement details and the alterations of motion simulations are based on a similar divisive..

In mathematics, especially in elementary arithmeticdivision (÷) is the arithmetic operation that is the inverse of multiplication.

Specifically, if c times b equals a, written:

c \times b = a\,

where b is not zero, then a divided by b equals c, written:

\frac ab = c

For instance,

\frac 63 = 2

since

2 \times 3 = 6\,.

In the above expression, a is called the dividendb the divisor and c the quotient.

Conceptually, division describes two distinct but related settings. Partitioning involves taking a set of size a and forming b groups that are equal in size. The size of each group formed, c, is the quotient of a and bQuotative division involves taking a set of size a and forming groups of size b. The number of groups of this size that can be formed, c, is the quotient of a and b.[1]

Teaching division usually leads to the concept of fractions being introduced to students. Unlike addition, subtraction, and multiplication, the set of all integers is not closed under division. Dividing two integers may result in a remainder. To complete the division of the remainder, the number system is extended to include fractions or rational numbers as they are more generally called.

Much of the universe’s water may be produced as a byproduct of star formation. …. surface caused by the tidal forces of the Moon and the Sun acting on the oceans. …. Similar misconceptions concerning the effect of water on weight loss and ….. Bell Pond Books ( adiv. of Steiner Books), Great Barrington, MA, 

One can consider this division of a common super-force into distinct complementary forcesas a kind of sexual division, just as the symmetry-breaking …. bonding effects, which result in a fractal structure of the active  Water H2O has the highest melting point of any …. 6. http://en.wikipedia.org/wiki/Rule_110.

14 May 2010  accelerated force evaporation of universe heat displacement H2O. Milankovitch Theory describes the collective effects of changes in the  This picture fromwikipedia show the milankovitch-related insolation at 65 deg … …. sense ….. increased value division accelerated universe inputs increase 

WikipediaUniverse – The Universe comprises everything we perceive to physically  We need to find a way to force cells to make the right kind of protein to prevent  mixed in water give a basic solution : K2O + H2O >> 2 KOH CaO + H2O >> Ca(OH)2  explain division of decimals · explain division of fractions 

30 Apr 2009  In that diagram, the surface effects are labeled as sputtering.  ion from Jupiter’s magnetosphere can eject up to 10000 H2O molecules.” …… In other words, the lines represent where magnetic force exists, …. The Wikipedia article that I was referring to is this one: Double layer (plasma) 

Temple1 is full of H2O and generates more x-rays  moon and the strong electric force on works “locally” and can’t ….. Wikipedia: Demon Haunted World by Carl Sagan  could be established between eclipses and odd cell division …but I do believe in effect of gravitational effects on 

the effects of gravitation and/or particle collision in the large ….. H2O, and other molecules enter and exit the cytoplasm only because of a  A system of division must evolve which attaches the original and newly  force) provides the energy for transporting the substrate. source: 4310000000 YBN 

5 Aug 2009  his title of head of the Minor Planets division of the IAU.  Your comments about observing-OH-not-H2O sounds like red herring to me.  Maybe a re-read of the wiki link on ‘Comet Nucleus’ and its independent sources is in order.  “Cometary masses derived from non-gravitational forces“: 








AI force programming language

MAIN SUPER PROGRAMMING LANGUAGE

By Henryk Szubinski

Circle of 12 gold stars on a blue background.

4 FREEDOOMS

5TH FRAMEWORK : FREEDOOM OF KNOWLEDGE MOOVEMENT

CHORDIS6

THE 7TH FRAMEWORK CHORDIS

BECAUSE ALL COMPLICATIONS IN THE UNIVERSE ARE ALREADY THERE: THE USAGE OF THE COMPLICATION AS A FORMAT FOR INTERACTIVE USAGE, THE PROCESS CAN BE DEFINED ON COMPLICATIONAL SPREADS

virtual world is a genre of online community that often takes the form of a computer-based simulated environment, through which users can interact with one another and use and create objects[1]. Virtual worlds are intended for its users to inhabit and interact, and the term today has become largely synonymous with interactive 3D virtual environments, where the users take the form of avatars visible to others graphically[2]. These avatars are usually depicted as textual, two-dimensional, or three-dimensional graphical representations, although other forms are possible[3](auditory[4] and touch sensations for example). Some, but not all, virtual worlds allow for multiple users.

the place occupied by the artificial parameters of a artificial intelligence in computations of the moovability of a human function

the formats for coverring every boost vector in the R = previos value contacts of the basis to use the supe LINK contextuality of the process in the fully altered process to maintain continuiim based values on the basis of usage of the reversal of universall value responses based on the type resistance that has the value formats in their relational data processess as accessed to the data of a escape vector defined in the processings to maintain the formattings of the type A.I process that govorns the way into the responses of similar data process vectors in their relations to section 2 = the relations of the process vector that motivates the displacement through the relations of the basic 3 S vector set process into the full coverage of a x value process

defined as

x /3

the value of the usage of a spread and envelop value of every possibility in the relations to the  format as accessible by the usage of 3 such sets

x/3+ x 1/3+x2/3 = S

as the process vector that defines envelopment at the end fase process of

x2 /3 = a S

this is then a displacemeent of the force of envelopment so that

a S ( evelopment of all positions in relations to the responsive environement of any relative position )

=relative (a .S) surface area

=the basis of the break impulse to seperate from the basis of the surface areas and their vector radials = vector Areas

r x / x2 A

= the motivative break as the type input reference based on multiple vector processess connected to G events

r x/x2A = G /S (multi vector)

the break reason = G root

so that the value acessed to the G root is involvance by primary singularity = S

G root = S

so that the process break is a rerun of G roots or

x root G

where the basis of the accessed value post  data = x G root + G oot x + root x G

= xsquG squ  root 2G2x

= the basis of the process to define the process exit value of the formattor that defines every connectability on every level of usage by the process CONTACT value

S (h /B)contact Vol = x squ G squ ( root G2 x 2 )

the formatts for exit = h

so that the value S vector = inverted values of G

S INV = G INVERTER

amount of INVERTS =8 G / 1 S

basic altered sides of the equation used

8G (Volume squared) = 2S  x squ

4G Vol squ = ( S  to the -1 )/2

2G + vol  = + S

basic universal similarity is based on the parameter of the human in it as the continuiim of the displacement of the UNIVERSE

so that a programme that runs the amount of numbers in a universe related to the number count value = 1

will define the human value = 1 parameter in which the displacability of the human in relation to value 1 can define the multiple of the data value in the 1 singularity by the amount of motion that would be similar to the same amount of moovability where some basic traces of matter parameters would be in the way of full observations in their states of

force temperature density in which case the count for a universal multiple is increased by 3 = Universe 4 must be defined by 1 Human in relations to reduction of each displacement of it by 1/4 rate comparatives with singularities.

If the process is not complete the cause is the  1/4 value reference to 3 states of comparative amounts.

the resultance would be a

1) D spread of the

2) 2 D density

3) 3 D temperature

additional ) repeat : force

the 3 process set complications would be active in 3 D spacetime

if not then the process repeats additionality

If the process is not complete the cause is the  1/4 value reference to 3 states of comparative amounts.

For any normal topological space X, the Lebesgue covering dimension of X is defined to be n if n is the smallest integer for which the following holds: any open cover has an open refinement (a second open cover where each element is a subset of an element in the first cover) such that no point is included in more than n + 1 elements. In this case we write dim Xn. For X a manifold, this coincides with the dimension mentioned above. If no such integer n exists, then the dimension of X is said to be infinite, and we write dim X = ∞. Note also that we say X has dimension −1, i.e. dimX = −1 if and only if X is empty. This definition of covering dimension can be extended from the class of normal spaces to all Tychonoff spaces merely by replacing the term “open” in the definition by the term “functionally open“.

THE STAKKS ARE SHOWN BELOW IN THEIR GEOMETRICAL FORMATS

THE DATA ON INTERACTIONS BY COMPLICATIONS WILL AMOUNT THE STAKKS IN DIVISIVES AS MULTIPLES IN RELATED FORMATS OF GEOMETRY DIFFERENCES


Number of dimensions Example co-ordinate systems
1
Coord NumberLine.svg
Number line
Coord Angle.svg
Angle
2
Coord XY.svg
Cartesian (2-dimensional)
Coord Circular.svg
Polar
Coord LatLong.svg
Latitude and longitude
3
Coord XYZ.svg
Cartesian (3-dimensional)
Cylindrical Coordinates.svg
Cylindrical
Spherical Coordinates (Colatitude, Longitude).svg
Spherical

Education

Virtual worlds represent a powerful new media for instruction and education that presents many opportunities but also some challenges [22]. Persistence allows for continuing and growing social interactions, which themselves can serve as a basis for collaborative education. The use of virtual worlds can give teachers the opportunity to have a greater level of student participation. It allows users to be able to carry out tasks that could be difficult in the real world due to constraints and restrictions, such as cost, scheduling or location. Virtual worlds have the capability to adapt and grow to different user needs, for example, classroom teachers are able to use virtual worlds in their classroom leveraging their interactive whiteboard with the open source project Edusim. They can be a good source of user feedback, the typical paper-based resources have limitations that Virtual Worlds can overcome.

Virtual world can also be used with virtual learning environments, as in the case of what is done in the Sloodle project, which aims to merge of Second Life with Moodle [23].

Virtual worlds allow users with specific needs and requirements to be able to access and use the same learning materials from home, as they would be receiving if they were in the presentation. This can help users to keep up to date with the relevant information and needs while also feeling as though involved. Having the option to be able to attend a presentation via a virtual world from home or from their workplace, can help the user to be more at ease and comfortable. The flexibility of virtual worlds have greatly improved the options for student study and business collaboration. Although virtual worlds are a good way of communicating and interacting between students and teachers, this is not a substitute for actual face-to-face meetings. When using virtual worlds, there are the downsides in that you lose the body language and other more personal aspects.

Future

According to K Zero, a virtual world consultancy service, there are nearly 580 million people worldwide registered in virtual worlds today. And they expect the 600 million barrier to be broken before 2009 is over.

Rita J. King, CEO of Dancing Ink Productions, a strategic creative content development and research company, believes virtual worlds will augment what she calls “the Digital Culture.”

“I envision virtual worlds evolving for business and cultural development as the medium becomes more ubiquitous.”

“Chatting in a two-dimensional platform can be fun, informative and valuable,” argued King. “But co-creating and inhabiting a three-dimensional space that can then be collaborated upon cannot be matched. This allows people to ‘be together’ despite geographical location, age, gender, ethnic or sociopolitical affiliation.”

“But interactions will only be as developed as the imaginations and motivations of the people involved.”

Ideally, King believes we will move to a position where people can augment their physical lives with virtual realities. This may ultimately affect our perceptions of physical ‘wants’.

“Things change and develop so fast,” Nergiz Kern, an English language educator inside Second Life, told IOL [32]. “But I think virtual worlds will become as normal as the internet is now. Most people who are online will have an avatar and use VW [virtual worlds] for all kinds of activities from meeting and chatting with friends to learning and doing business.”

size relations of relative spacetime MARS scillicate close up

GLASS TO SIZE RELATIONS

Mars scillicates  close up in new relations of observations

By Henryk Szubinski

OF

the process of the close up discrepancy of the type of size relations of the close up perspective view and the apparently closer structuality as the size increase by microscopes and the values of their intercies of relations of particles to the time value between them as the type of close up view

close up zoom x = molecular 2 / S between them

the process by which the vector value in full G number zoom type multiple vector values and their process quant resistors as part of the molecular circuitry of the data on the relations with the process of the intervals = to the vectors in place by alternations of very high S bit data vectors = to the data on the interval divisives of the process vector continuiims of the full G numbers which will exit fase the total universe as the process BIT designated processess of bits

a very large microscope

the 1 ångstrom mictroscoope as the way to callibrations of the size usable on Mars as the same fase type relativity with the size being computed by relations to nano microscopes

1) BIT 1 =S between the particles 1 ångstrom

2)BIT 2= the S 1 between the particles 20 nm

3)BIT3 = the S 2 between the formats of the singular relations attained in the process to vectorise out or continuiims = to the process through SET 3 = the value super stability: the interval between them

1 å / 20 nm = x value callibrations S

bit data on the process of convex / concave relations of the process way in as a pre concavity and the level 3 in SET process 3 + basis concave level 4 as the value out of the relations can be seen everywhere on Mars as the process derived non basis for non alterability.

so that

the process value 1 alterability by vector values in their related value singularity as a input to value level 2 = the size value discrepancy of the process to use the designate value alterations of the process value size of the related Areas and their value output basis on the force of the sze relational problem of the process in a basic common value volume as the type of displacements and their responsive G number values to their related states of the type of size relation to vector 4 + 1 = the formats of the type levels of their scillicate process Areas = a value in its multiple process type DOORS

as the formats to displace the value comparatives to the 4 set multiple Area ( 2 ) = F

on the same basis of a 1 singularity vector alternate other side of the process = to the full volume as the access and basis for the usage of the volume witthout constraints to the critical level of the format volume usage.

File:Moldavite Besednice.jpg

The standard definition of a glass (or vitreous solid) is a solid formed by rapid melt quenching.[3][4][5][17] If the cooling is sufficiently rapid (relative to the characteristic crystallization time) then crystallization is prevented and instead the disordered atomic configuration of the supercooled liquid is frozen into the solid state at the glass transition temperature Tg. Generally, the structure of a glass exists in a metastable state with respect to its crystalline form, although in certain circumstances, for example in atactic polymers, there is no crystalline analogue of the amorphous phase.[18] As in other amorphous solids, the atomic structure of a glass lacks any long range translational periodicity. However, due to chemical bonding characteristics glasses do possess a high degree of short-range order with respect to local atomic polyhedra.[19] It is deemed that the bonding structure of glasses, although disordered, has the same symmetry signature (Hausdorff-Besicovitch dimensionality) as for crystalline materials.[20]

Optical properties

Glass is in widespread use largely to the production of glass compositions that are transparent to visible wavelengths of light.

In contrast, polycrystalline materials in general do not transmit visible light.[citation needed] The individual crystallites may be transparent, but their facets (grain boundaries) reflect or scatter light. Light entering a polycrystal is repeatedly scattered until it re-emerges form the surface in random directions. This subsurface scattering mechanism [28] [29], together with scattering by surface irregularities, gives rise to diffuse reflection and hence although it does not absorb light the polycrystal is not transparent. This mechanism, which causes objects to be opaque, is a crucial mechanism for vision, because most objects are seen by our eyes through their diffuse reflection[30].

Glass does not contain the internal subdivisions associated with grain boundaries in polycrystals and hence does not scatter light in the same manner as a polycrystalline material.[citation needed]The surface of a glass is often smooth since during glass formation the molecules of the supercooled liquid are not forced to dispose in rigid crystal geometries and can follow surface tension, which imposes a microscopically smooth surface.[citation needed] These properties, which give glass its clearness, can be retained even if glass is partially absorbing (colored, see below).[citation needed]

Glass has the ability to refract, reflect and transmit light following geometrical optics, without scattering it, and it is used in the manufacture of lenses and windows. Common glass has a refraction index around 1.5.[citation needed] According to Fresnel equations, the reflectivity of a sheet of glass is about 4% per each surface (at normal incidence), and its transmissivity about 92%.

File:Green color of float glass.jpg

Common soda-lime float glass appears green in thick sections because of Fe2+impurities.

Optically transparent materials focus on the response of a material to incoming light waves of a range of wavelengths. Frequency selective optical filters can be utilized to alter or enhance the brightness and contrast of a digital image. Guided light wave transmission via frequency selective waveguides involves the emerging field of fiber optics and the ability of certain glassy compositions as a transmission medium for a range of frequencies simultaneously (multimode optical fiber) with little or no interference between competing wavelengths or frequencies. This resonant mode of energy and data transmission via electromagnetic (light) wave propagation, though low powered, is relatively lossless.

File:Optical-fibre.svg

The propagation of light through a multi-mode optical fiber.


THE THEORY OF EVERYTHING prequants

THE THEORY OF EVERYTHING

By Henryk Szubinski

every quantally based reference to the process of their values as forced from the general quantal volume requant = to the process of vectors and their divisive prequant / x

so that the values of their prequant multiples

prequant 3 ( prequant 2) = the reasons why displacement is a divisive format

with their specific value multiples such as

prequant squared = the reason for the x values and their differencial reversability into prequant states

prequant states such as

S / prequant squared (reversed x values ) = to the general theory of prequants in spacetime vector 2D as the integrated vector substituations of photon vector force in motion.

Or their interactive states of prequant spherical force fields

the vector processess and their related usage of expended force in the process of photon expended force in the conservations of force by the lensing that occurs at the Einstein rings as well as the amount of rotational positionings of the type 1,2,3

Circumferences of the basis =positive values in accellerated formats for altered hemispheres as the sustained values of where the ODD value = a point system reference to the general relativity in the alternations of super occilance of spheres with their vector processess in the states of 10 Dimensional hyperpsace meaning that the building of the theory of a sphere is divided into

1) point multiples

2) force  displacement= Work

3)x value alterations about the collectives of types 1,2,

4)the sectionality of diameters and radials into 1 common value x = S / x

5)the alterations of positives

6 though theese values semm non applicable to the state of a spherical computation , the implied relationships with the processess of the stabilisations of all external values that are needed for a force field sphere as well as all the internal values which are unseen in their functions are the basic hyperspace units in their defined force processess as a stabilised format of the processors that govern the interactive fase of a intercie which will be defined as the surface of a force hyperpsace. As is the basic construct of the universe itself with a abundance of such values = 1,2,3,4,5

bounty context universe

bounty universe

By Henryk Szubinski

Circle of 12 gold stars on a blue background.

4 FREEDOOMS

5TH FRA,MEWORK THE FREEDOOM OF KNOWLEDGE MOOVEMENT

CHORDIS6

THE 7TH FRAMEWORK

DEFINING THE FALLEN RATES OF RELATIONS WITH DATA TYPE A.I ARTIFICIAL INTELLIGENCE AS WELL AS HUMAN USAGE WITH THE PROCESS TO NOT MAINTAIN A SINGULAR POSITION IN RELATIONS WITH EVENTS.

what is the relation between the heroine the godess and the definitions of the Andromeda galaxy

ANDROMEDA, in Greek legend, the daughter of Cepheus

and Cassiopeia (Cassiope, Cassiepeia), king and queen

of the Ethiopians. Cassiopeia, having boasted herself

equal in beauty to the Nereids, drew down the vengeance

of Poseidon, who sent an inundation on the land and a

sea-monster which destroyed man and beast. The oracle

of Ammon having announced that no relief would be

found until the king exposed his daughter Andromeda

to the monster, she was fastened to a rock on the shore.

Here Perseus, returning from having slain the Gorgon,

found her, slew the monster, set her free, and married

her in spite of Phineus, to whom she had before been

promised.

audialised irregularities in similarities to the aquired

type 3 BOUNTY of the related values as stemmic

meaning that the definition Andromeda might have a

source of knowledge:

In all of this there is a third person related context of what the user of the

data is thinking or doing………………………………as something not yet related

to in the story telling dimension….a type of old newspaper repporting style

“THE THIRD PERSON OBJECTIVE TELLER”

Perseus, continuing his flight, arrived at the country
of the AEthiopians, of which Cepheus was king.
Cassiopeia his queen, proud of her beauty, had dared
to compare herself to the Sea-nymphs, which roused
their indignation to such a degree that they sent a
prodigious sea-monster to ravage the coast. To
appease the deities, Cepheus was directed by the
oracle to expose his daughter Andromeda to be
devoured by the monster.
SO THAT WHAT HAS HAPPENED IS THAT CEPHEUS HAS LOOKED INTO
THE NEGATIVE PAST, MEANING THAT THE FUTURE WOULD ALTER
THE RESULTANT INTO THE POSITIVE NOW PROCESS IN ACTION SO THAT
HE CAN SAVE  ANDROMEDA: PERSEUS IS THEN THE METHOD USED IN
ORACLES TO FORSEE THE FUTURE; TRAVELLING HERE AND THERE AS THE
THOUGHT THAT GUARANTEES THE LOCATION OF THE MISSING EVENTS
MUCH LIKE OBIWAN KENOBI AND THE FORCE:
can knowledge chain the knower into a contract of
word,agreement,or document. And who would
guarantee escape as difficult to attain.

basis of multiple STRING or singularity STRINGS and their divisives upto the BOUNDS of the BOUNTIFULL levels in space time

as besed on the process of fallen vector states that are similar in context to the previous data = the force of the process implied relations with context

CONTEXT 1 = BOUNTY
CONTEXT 2 = BOUNDS

CONTEXT 3 = BOUNTIFULL

data on the parameters drawn into the functions of multiple abilities  = the basis of aquirability of higher value elements as well as higher value materials  for the usage of the resources available to the functions=process win &/ or loose

by the basics of responses that are based on context decimals and their processability into new format delineations of the degenerative sequenced values= upto the levels of H2O and the plasma response references to STARWARS as lim x = Force in failure mode and the reductions of the universe .

bounty (from Latin bonitās, goodness) is a payment or reward often offered by a group as an incentive for the accomplishment of a task by someone usually not associated with the group. Bounties are most commonly issued for the capture or retrieval of a person or object. They are typically in the form of money. Two modern examples of bounties are the bounty placed for the capture of Saddam Hussein and his sons by the United States[1] and Microsoft‘s bounty for computer virus creators.[2] Those who make a living by pursuing bounties are known as bounty hunters.

In computer programmingbounds checking is any method of detecting whether a variable is within some bounds before its use. It is particularly relevant to a variable used as an index into an array to ensure its value lies within the bounds of the array. For example: a value of 32768 about to be assigned to a sixteen-bit signed integer variable (whose upper bounds are −32768 to +32767), or accessing element 25 on an array with index range 0 through 9 only. The first is also known as range checking, the second as index checking.

A failed bounds check usually results in the generation of some sort of exception signal.

Because performing bounds checking during every usage is time-consuming it is not always done. Bounds checking elimination are compiler technologies that eliminate unneeded bounds checking in many common cases.

Many programming languages, such as C, never perform automatic bounds checking, in the interest of speed. However, this leaves uncaught many off-by-one errors and buffer overflows. Many programmers believe these languages sacrifice too much for rapid execution. In his 1980 Turing Award lecture, C. Antony R. Hoare described his experience in the design of Algol 60, a language that included bounds checking, saying:

A consequence of this principle is that every occurrence of every subscript of every subscripted variable was on every occasion checked at run time against both the upper and the lower declared bounds of the array. Many years later we asked our customers whether they wished us to provide an option to switch off these checks in the interest of efficiency on production runs. Unanimously, they urged us not to—they already knew how frequently subscript errors occur on production runs where failure to detect them could be disastrous. I note with fear and horror that even in 1980, language designers and users have not learned this lesson. In any respectable branch of engineering, failure to observe such elementary precautions would have long been against the law.

Mainstream languages that enforce run time checking include AdaVisual BasicJavaJavaScriptPHPPythonRubyHaskellLisp, and C#. The D and OCaml languages have run time bounds checking that is enabled or disabled with a compiler switch. C# also supports unsafe regions: sections of code that (among other things) temporarily suspend bounds checking in the interest of efficiency. These are useful for speeding up small time-critical bottlenecks without sacrificing the safety of the entire program.