flying cars that are variantly sustainable

variance of sustainability

By Henryk Szubinski

BECAUSE THE PROTON  IS A POSITIVE CHARGE AND THE ELECTRON IS A NEGATIVE CHARGE, THE INTERCTIONS ON THE BASIS OF WAHT WOULD BE A ATTRACTIVE TYPE MAGNETISM = TO THE PRESECENCE OF A ATTARCTION WITHOUT THE CONDUCTABILITY OF METAL FILLINGS OR A IRON BAR. BASICALLY MEANING THAT THE USAGE OF A POLYMER STATE IN THE INSTANCE OF MAGNETIC CONDUCTIVITY DOES WHAT A METAL DOES BUT IN NON METAL RELATIONS.

basic exitations of a potential 8 sided format for using a proton excited state to alter or mimick the  remaining 2 sides with the mimick applications of a multiple resultance by the electron ionic filed resultance which can be expanded on by a type boosting into the excitations of the proton exitation levels on larger formats of exchaged mutuality.

BASICS

basic waveform levels on 3 variance of the type of H2O used as referenced to plasma and the locative sourceings of the multiple constituencies of the formats that result in the types of active parameters for sustainment of a vechicular anti matter or anti gravity controllability by the reference made to the main format = octagon and its variance level mesh functionings to sustain the waveformats in theor 3 variance = angle alterations.

TOP VIEW

if a proton can be occilated to 3 vector directions x 3 sets of 3 waveformats; the open vector plane where the resultance is coupled to a magnetic field occilatory link to a electron filed occilation;

The value of the altered vector can be altered to a horizontal plane of reference for the basic occilatory usage of a proton in excited state = to a electron in a magnetised boosting. Helping a massive object to float in space and unaffected by gravity.

container levels mars efffect force  process universe  multiples previous labyrinth H2O

octagon container levels mass effect force process universe multiples previous labyrinth H2O intersections

The universe is multiple, or either, is several in some periods of …. It is an evolution of physics to higher levels by the collective effort of the …… Just previous to reading re. the ‘Dude,’ an interesting example of the …… of the knowledge Into the labyrinth of doubt Frozed underground ocean melting …

The splitting process eventually lists every positive rational number exactly once, …… The union or intersection of any two open sets is another open set. …… More on multiple SMTP connections [ The previous article is here. ] …… This method is obviously only suited to themass production of bullets; …

The higher level behavior is determined by the lower level processes. …… That’s estimated to be more than in the previous 5. A powerful force …… ‘The mirror labyrinth: reflections on bodies and consciousness at cybertimes’. …… It explores the dynamics of integratingmultiple roles – 306 | EDUCATING …

The act of drinking multiple cans of coke (or other caffeinated beverage) in rapid sequence, …Usually destroying their previous beliefs in the process, …. noun – A 3d object that is theintersection of two perpendicular cylinders. … The fate of a universe is to expand and ultimately to fall onto the interior …

They must in effect be selected, by the Universe, to receive this breathtaking gift. ……energy at a fundamental level organized by the nature of it’s container, …… His next movie was just pure MK (in the vein of dark crystal, labyrinth and such) …… See also: Occult symbolism: Octagon. (see previous) …

Increased convergence.

The prismatic effects of history are neither confined to the past or the future but …… The Human process of harmonizing with this force is called at-onement, …… Is there aintersection in this, an realm spanning the material and ….. energy at a fundamental levelorganized by the nature of it’s container, …

This group is referred to below as “The Physics Force team. ….. The previous website is a member of the PIRA Webring that aids physics ….. of the Earth by finding the intersection of spherical envelopes surrounding each …… Paul Falstad has a java applet that is a simulation of waves from multiple antenna. …

often sound great on the level of application but seldom offer any further …… cates and entangles you in a thicket of cuteness that forces you past …… the same universe inprocess. For Leibniz, to the contrary, …… area) is a mere labyrinth of letters, but the next-to-last page says Oh time thy pyramids. …

There are also concerns that radiation in space will affect the ….. I’m persuaded after hearing about the multiple pitfalls associated with handling …… high daytime temperatures and H2Osublimation rates for a given albedo. …… The same unexplained force—dark energy—that causes the universe to fly apart at …

In calculus, Leibniz’s notation, named in honor of the 17th-century German philosopher and mathematician Gottfried Wilhelm Leibniz, uses the symbols dx and dy to represent “infinitely small” (orinfinitesimal) increments of x and y, just as Δx and Δy represent finite increments of x and y. For y as a function of x, or

the derivative of y with respect to x, which later came to be viewed as

was, according to Leibniz, the quotient of an infinitesimal increment of y by an infinitesimal increment of x, or

where the right hand side is Lagrange’s notation for the derivative of f at x.

Similarly, although mathematicians sometimes now view an integral

as a limit

where Δx is an interval containing x_i, Leibniz viewed it as the sum (the integral sign denoting summation) of infinitely many infinitesimal quantities f(x) dx.

One advantage of Leibniz’s point of view is that it is compatible with dimensional analysis. For, example, in Leibniz’s notation, the second derivative (using implicit differentiation) is:

and has the same dimensional units as .^[1]

Illustration from Leibniz’s Ars Combinatoria or De Arte Combinatoria (On the Art of Combination): The model by Gottfried Wilhelm Leibniz in 1666, suggested that all reasoning, all discovery, verbal or not, could be reducible to an ordered combination of elements, such as numbers, words, sounds, or colors…

Motion in the universe 564 20 Black holes – falling forever 604 21 Does space differ from time?…… of the three-dimensionality of space: the vestibular labyrinth in the inner ….. of tt and the value 1 to a basis set of irrational multiples of tt. …… Central forces act between the centre of mass of bodies. …

the orbitals will be reduced as the height value of the multi incline verger alters in height = a accelleration of the electron type orbitalities although they are equal in r.p.m by motion specific velocity.

The usage of angular momentum will be related to the incline Tan values and the impulse will be related to tghe opposed sides and their looper relations.

SIDE VIEW

basic involvance of the resultance of the magnetic loop formed by the electrons and protons in mutual magneticality without conductivity.

the usage of a warp on the octagonality = to the high rate looping and rotations of electrons in positive and negative charge as being equalised into the formats of anti matter where the electron orbitals get warped into a INVERTIVE rotation on the height vector as the process by which basic truncated funnelings of the values in rotatability by relations to the tan angles of a incline and the force acting along it as the force that anti matter responds to as the type of cylinder that will work by attachements to any spacetime as the type of rapid lift by lifting upwards from any value volume or space = attachemeent by FORCE.

massive arts

Sforza Horse Pensylvania by Charles Dent

data infinity

DATA INFINITY

By Henryk Szubinski

future basis of any displacement possibilities in the future of spacetravel as the same basis by which data flows from one source to another by the

BASIS OF FORMAT USED AND WHICH FORMATTOR USED THE DATA AS APPLICATIONAL TO THE TYPE DATA USED IN THE 1000 YEARS FUTURE WITH THE TYPE FORMATTORS USED IN RELATIONS TO APPLICATIVES OF VARIANCE IN DATA HANDLING AND USAGE

AS BASIC TYPE 1 H2O

TYPE 2 PLASMA CONTROLL OF STARS

AND TYPE 3 DATA AS THE GALACTIC CONTROLL

THEESE THEN ARE THE POINTERS IN THE HUMAN DEVELOPEMENTS OF DATA SPECIFIC ORIENTATIONS POINTS TO WHICH THE FLOW OF DATA FROM CURRENT TIME TO ANY FUTURE IS BASED ON THE TYPE 1 FLOW OF DATA AS COMPARED TO A VALUE H2O SIMILARITY OF THE TYPE 2

water flow

PLASMA AS BEING THE OBSTACLE COURSE IN WHICH THE DATA ON PROCESSESS OF THE LOST FLUIDITY WILL DEFINE THE SUN AS BEING THE CAUSE OF PROCESS EVAPORATIONS IN THE FLOW OF TIME WITH THE FLOW OF TYPE 1,2,3 WHERE THE STATE 3 RD VALUE TYPE = TO THE PROCESS OF USING THE MULTIPLE SWITCH FUNCTIONINGS OF LARGER SCALE REFERENCES UPTO THE SIZE OF THE SUN SO THAT THE CURRENT ESTIMATES ON REAL VALUES ARE AS REAL AS THE PROXIMITY OF OUR OWN SUN TO THE DATA REFERENCE AND AQUIRABILITY OF ANY TYPE PROGRAMMES = TO A FLUIDITY BY LARGE VOLUMES WHICH CAN COMPARATIVELY BE LOCATED BY DIFFERENCES OF SIZE BY BASIC ZOOM OUT AND IN AS THE TYPE ARTIFICIAL INTELLIGENCE PROGRAMMES FOR DATA RETREIVAL AND USAGE

Intergalactic travel is space travel between galaxies. Due to the enormous distances between our own galaxy and even its closest neighbours, any such venture would be far more technologically demanding than even interstellar travel. While luxons (massless particles such as photons) would take approximately 2.54 million years to traverse the 2.54 million light-year wide gulf of space between Earth and Andromeda, it would take an arbitrarily short amount of time for a traveler at relativistic speed (due to the effects of time dilation; the time experienced by the traveler depends both on velocity, being anything less than the speed of light, and distance traveled (length contraction).

Intergalactic travel, as it pertains to humans, is impractical by modern engineering ability and is considered highly speculative. It would require the available means of propulsion to become advanced far beyond what is currently thought possible to engineer in order to bring a large craft close to the speed of light. Unless the craft were capable of reaching extreme relativistic speeds, another obstacle would be to navigate the spacecraft between galaxies and succeed in reaching any chosen galaxy, star, planet or other body, as this would need an understanding of galactic movements and their coordination that is as of yet not understood. The craft would have to be of considerable size, without reaching speeds with noteworthy relativistic effect as mentioned above it would also need a life support system and structural design able to support human life through thousands of generations and last the millions of years required, including the propulsion system — which would have to work perfectly the millions of years after it was built to slow down the machine for its final approach. Even for unmanned probes which would be much lighter in mass, the problem exists that the information they send can only travel at light speed, which would mean millions of years just to receive the data they send.

Current physics states that an object within space-time cannot exceed the speed of light^[1], which seemingly limits any object to the millions of years it would at best take for a craft traveling near the speed of light to reach any remote galaxy. Science fiction frequently employs speculative concepts such as wormholes and hyperspace as more practical means of intergalactic travel to work around this issue. However, some scientists^[1] are optimistic in regard to future research into techniques considered even in concept sheer science fiction in the past.

When light hits small particles the light scatters in all directions (Rayleigh scattering) so long as the particles are small compared to the wavelength (below 250 nm). If the light source is a laser, and thus is monochromatic and coherent, then one observes a time-dependent fluctuation in the scattering intensity. These fluctuations are due to the fact that the small molecules in solutions are undergoing Brownian motion and so the distance between the scatterers in the solution is constantly changing with time. This scattered light then undergoes either constructive or destructive interference by the surrounding particles and within this intensity fluctuation, information is contained about the time scale of movement of the scatterers.

There are several ways to derive dynamic information about particles’ movement in solution by Brownian motion. One such method is dynamic light scattering, also known as quasi-elastic laser light scattering. The dynamic information of the particles is derived from an autocorrelation of the intensity trace recorded during the experiment. The second order autocorrelation curve is generated from the intensity trace as follows:

where g²(q;τ) is the autocorrelation function at a particular wave vector, q, and delay time, τ, and I is the intensity. At short time delays, the correlation is high because the particles do not have a chance to move to a great extent from the initial state that they were in. The two signals are thus essentially unchanged when compared after only a very short time interval. As the time delays become longer, the correlation starts to exponentially decay to zero, meaning that after a long time period has elapsed, there is no correlation between the scattered intensity of the initial and final states. This exponential decay is related to the motion of the particles, specifically to the diffusion coefficient. To fit the decay (i.e., the autocorrelation function), numerical methods are used, based on calculations of assumed distributions. If the sample is monodisperse then the decay is simply a single exponential. The Siegert equation relates the second order autocorrelation function with the first order autocorrelation function g¹(q;τ) as follows:

where the parameter β is a correction factor that depends on the geometry and alignment of the laser beam in the light scattering setup. It is roughly equal to the inverse of the number of speckle (seeSpeckle pattern) from which light is collected. The most important use of the autocorrelation function is its use for size determination.

Hypothetical Dynamic light scattering of two samples: Larger particles on the top and smaller particle on the bottom

a basic Artificial intelligence unit as immersed in its own H2O type 1 environement where the computations are fluid enough for it to learn how water functions and how the lighter weight of its specifics and motion can regulate its own computational ability as a type 1 surveyor of the Earth through the Ocheans…

A general contractor is a group or individual that contracts with another organization or individual (the owner) for the construction, renovation or demolition of a building, road or other structure. A general contractor is defined as such if it is the signatory as the builder of the prime construction contract for the project.

A general contractor is responsible for the means and methods to be used in the construction execution of the project in accordance with the contract documents. Said contract documents usually include the contract agreement including budget, the general and special conditions and the plans and specification of the project that are prepared by a design professional such as an architect.

A general contractor usually is responsible for the supplying of all material, labor, equipment, (engineering vehicles and tools) and services necessary for the construction of the project. To do this it is common for the general contractor to subcontract part of the work to other persons and companies that specialize in these types of work. These are called subcontractors.

General contractors conducting work for government agencies are typically referred to as prime contractors. The responsibilities of a prime contractors working under a contract are essentially identical to those outlined above. In many cases, prime contractors will delegate portions of the contract work to subcontractors. As a rule, general contractors will provide direct labor for civil aspects of a construction project, such as placement of concrete, carpentry, etc.- with specialty areas, such as mechanical and electrical construction furnished by specialty subcontractors. However, there are instances in certain types of projects, e.g., major pipelines, electrical utility lines, etc., where the preponderance of the work lies within one of these specialties (or some other specialized aspect). Here, the mechanical or electrical contractor, with the majority of the workload, can operate as a “prime” contractor, with the “general” contractor providing services with subcontractor status, and dealing with the owner/owner’s representative via the prime contractor

In the United Kingdom and certain former British Commonwealth countries the term ‘general contractor’ was gradually superseded by ‘main contractor’ during the early twentieth century. This followed the practice of major professional, trade and consumer organisations issuing standard forms of contract for undertaking the variety of construction works spanning the whole spectrum of the industry. It was and is usual for the term main contractor to be used and defined in all these contract documents, and as a result the term general contractor became an anachronism.^[1] There are no set educational requirements to become a general contractor, although most employers do prefer that you have a bachelor’s degree. Some general contractors obtain bachelor’s degrees in construction science, building science, surveying, construction safety etc.

triangular universe non limitations

non limited force triangles

By Henryk Szubinski

supersymmetry

Traditional symmetries in physics are generated by objects that transform under the tensor representations of the Poincaré group and internal symmetries. Supersymmetries, on the other hand, are generated by objects that transform under the spinor representations. According to the spin-statistics theorem, bosonic fields commute while fermionic fields anticommute. Combining the two kinds of fields into a single algebra requires the introduction of a Z₂-grading under which the bosons are the even elements and the fermions are the odd elements. Such an algebra is called a Lie superalgebra.

The simplest supersymmetric extension of the Poincaré algebra, expressed in terms of two Weyl spinors, has the following anti-commutation relation:

and all other anti-commutation relations between the Qs and commutation relations between the Qs and Ps vanish. In the above expression  are the generators of translation and σ^μare the Pauli matrices.

There are representations of a Lie superalgebra that are analogous to representations of a Lie algebra. Each Lie algebra has an associated Lie group and a Lie superalgebra can sometimes be extended into representations of a Lie supergroup.

basic triangulator used in Velvet as the processor to define the levels of non pressure  related values of seperations of the values = non specific requirement on the basis of the data as being non locatability by trace vector divisives of

technical  vectors =

heat / cold

= tri value processess of the reference by force = the values  of their non relativity..

straight edge =

parallell data levels =///////////////////////////////// on the basis of set values of triangles: as paralell to a 361 degree full value = universal force:

right angle=

similar format arrays as the process by the formations of protocol in the usage of causes from the reference to a language A.I format does not equate to the whole formats of the full volume triangle = volume (h)

= to the data on similar large volume / minimal Volume

baseline =

does not equate to the formats of LINKUP to define the process stress = the formats of high rate seperations of the process in which non equatability on basis of a vector solid state LINK by the force of a material sustainability as non equative with the processess of a isolated and singular basis in non requirement interactions.

the format of the usage by assistance of the format measurements by availability of the formats

A set square or triangle (American English) is an object used in engineering and technical drawing, with the aim of providing a straightedge at a right angle or other particular planar angle to a baseline.

The most simple form of set square is a triangular piece of transparent plastic (or formerly of polished wood) with the centre removed. More commonly the set square combines this with a ruler and a half circle protractor, like on the picture. The outer edges are typically bevelled. These set squares come in two usual forms, both right triangles: one with 90-45-45 degree angles, the other with 30-60-90 degree angles. Combining the two forms by placing the hypotenuses together will also yield 15° and 75° angles. They are often purchased in packs with protractors and compasses.

Less commonly found is the adjustable set square. Here, the body of the object is cut in half and rejoined with a hinge marked with angles. Adjustment to the marked angle will produce any desired angle up to a maximum of 180°.

polymers =

basis of the complex divisions of  60 degrees by the formats of vector displacement S

as the value process on the invertions of the top triangle and the base triangle = mid triangle value of 6 isocelees values = 60 (6)

protractive usage=

360 degrees as the process value of a value = 1

so that

60 based reference / S as the locative parameter = 1

or

=x+S

bevelled values =

where the data on the displacement = Cir 360 S

as the values of the x = 1

so that 1 + 360 =361 F

right triangles=

using the previous values F S /60

compassess =

the formulation is then:

S/60 = 361F

as the HINGE VALUE:

Of triangle and tetrahedron

The centroid of a triangle is the point of intersection of its medians (the lines joining each vertex with the midpoint of the opposite side). The centroid divides each of the medians in the ratio 2:1, which is to say it is located ⅓ of the perpendicular distance between each side and the opposing point (see figures at right). Its Cartesian coordinates are the means of the coordinates of the three vertices. That is, if the three vertices are a = (x_a,y_a),b = (x_b,y_b), and c = (x_c,y_c), then the centroid is

The centroid is therefore at  in barycentric coordinates.

The centroid is also the physical center of mass if the triangle is made from a uniform sheet of material; or if all the mass is concentrated at the three vertices, and evenly divided among them. On the other hand, if the mass is distributed along the triangle’s perimeter, with uniform linear density, the center of mass may not coincide with the geometric centroid.

Similar results hold for a tetrahedron: its centroid is the intersection of all line segments that connect each vertex to the centroid of the opposite face. These line segments are divided by the centroid in the ratio 3:1. The result generalizes to any n-dimensional simplex in the obvious way. If the set of vertices of a simplex is , then considering the vertices as vectors, the centroid is

The geometric centroid coincides with the center of mass if the mass is uniformly distributed over the whole simplex, or concentrated at the vertices as n equal masses.

The isogonal conjugate of a triangle’s centroid is its symmedian point.

type 1 web phone constriction arts

defining immersion reality

By Henryk Szubinski

vechicle basics on enterance into data book formats as the process reflector of the data access into a expanded reality based on descriptive reading by the functions of occular or iris alterations into the descriptive environment as is enveloped and subsequently immersed inot by the process of divisives with the ability to multi visualise the functions of divisives on data descriptives

data 1 / data 2 = reflection ( occular radial values )

using basic INV TAN square laws and the flow of H2O as similarisations of the adaptive process =the proximal situations concerning environements in present tense as usability=on continued placements of data book into the environment for reread functions of the free to motivate personal human motion within the field.

Basic warping of the iris response to alter the surface and fold over it self by a basic locator device signaling element = warped volume.

there is a force to everything

the force of stabilisations

By Henryk Szubinski

Definition

Pressure is an effect which occurs when a force is applied on a surface. Pressure is the amount of force acting on a unit area. The symbol of pressure is P.^[1][2]

[edit]Formula

Conjugate variables of thermodynamics
Pressure	Volume
(Stress)	(Strain)
Temperature	Entropy
Chem. potential	Particle no.

Mathematically:

where:

P is the pressure,

F is the normal force,

A is the area.

Pressure is a scalar quantity. It relates the vector surface element (a vector normal to the surface) with the normal force acting on it. The pressure is the scalar proportionality constant that relates the two normal vectors:

The minus sign comes from the fact that the force is considered towards the surface element, while the normal vector points outwards.

It is incorrect (although rather usual) to say “the pressure is directed in such or such direction”. The pressure, as a scalar, has no direction. It is the force given by the previous relation the quantity that has a direction. If we change the orientation of the surface element the direction of the normal force changes accordingly, but the pressure remains the same.

Pressure is transmitted to solid boundaries or across arbitrary sections of fluid normal to these boundaries or sections at every point. It is a fundamental parameter in thermodynamics and it isconjugate to volume.

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basics of type pressure relations of the transferrance of eleectrons througfh the S formats as they transferr dynamics in relations to

root mass / Volumes of the type usage definitions by height of the spacetime:

the usage of RESISTANCE by the differencials of their interactives made with the responses to altered temperature as the same basic formats of a redox reaction in which specific bond strengths = the type of heat generated so that the S formats can be Area computed.

Basis of the singularity reference to define the amount of bit value for the type occilations of the angles of the curvature related to the STRING as its size reference to similar S values = a conservation of force S curved space.

all of the following can be used to compute the levels of pressure involved with the compression of S wave form STRINGS

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.

.

1 ) Area = l.b.h——————-force field

2)Chemical heat release  Volume = Bond strength (l.h)——————–>plasma force extensions

3)wavelength = displacemeent / frequency———————–>high gravity oppositions

4)S = v.t————————————->anti matter

5)weight  / surface area = density——————————->superconductability at room temperature

6)electron ionic charge / proton mass ———————————>universal vechicularity non restrictions

7) Tan x = opposite / adjacence———————>universal force

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.

Properties

If the delay parameter, m, is considered fixed then all the properties of the Z-transform hold for the advanced Z-transform.

[edit]Linearity

[edit]Time shift

[edit]Damping

[edit]Time multiplication

[edit]Final value theorem

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what is defined as the S curve is a flat spacetime function that will inflate or deflate the volume of its high velocity equalisations of the high velocity equalisations to a cancelled resultance of the mutual exchanges of waveform curvature as basic spacetime rippling or conveyance of a warped waveform that displaces from one gravity event to another.

Basic Strings:as definable by Area so that the Area can be used to define the function in any spacetime at any area warping.

Bit data as the process of a vector value = S

will define the Area = S (bit)

as the process continues the value charge of such a area spacetime velocity = proton values of BIT / proton atomic mass

basic accellerations will show how the process FORCE = m.a

in the bit value a /p BIT S

as a basic acellerative warping of Z space

the differencials will be computed at a high rate of mass processing towards a volume value = a speherical divisive with a basic Cir process + Volume of a sphere.

The basics on the universal exchanges of area planarity and the functionings of warpability:

as the objective plane AREA STRING = the functions of pressure acting on all the values related to the compression of planarities:

usage of a Tan value multiple at any opposed height value = S curve planarity STRINGS as compressed formats of Tan values on the  levels of  TAN values that can define all the types of motion on the inlcine Tan Force.

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Lossless versus lossy compression

Main articles: Lossless data compression and lossy data compression

Lossless compression algorithms usually exploit statistical redundancy in such a way as to represent the sender’s data more concisely without error. Lossless compression is possible because most real-world data has statistical redundancy. For example, in English text, the letter ‘e’ is much more common than the letter ‘z’, and the probability that the letter ‘q’ will be followed by the letter ‘z’ is very small. Another kind of compression, called lossy data compression or perceptual coding, is possible if some loss of fidelity is acceptable. Generally, a lossy data compression will be guided by research on how people perceive the data in question. For example, the human eye is more sensitive to subtle variations in luminance than it is to variations in color. JPEG image compression works in part by “rounding off” some of this less-important information. Lossy data compression provides a way to obtain the best fidelity for a given amount of compression. In some cases, transparent(unnoticeable) compression is desired; in other cases, fidelity is sacrificed to reduce the amount of data as much as possible.

Lossless compression schemes are reversible so that the original data can be reconstructed, while lossy schemes accept some loss of data in order to achieve higher compression.

However, lossless data compression algorithms will always fail to compress some files; indeed, any compression algorithm will necessarily fail to compress any data containing no discernible patterns. Attempts to compress data that has been compressed already will therefore usually result in an expansion, as will attempts to compress all but the most trivially encrypted data.

In practice, lossy data compression will also come to a point where compressing again does not work, although an extremely lossy algorithm, like for example always removing the last byte of a file, will always compress a file up to the point where it is empty.

An example of lossless vs. lossy compression is the following string:

25.888888888

This string can be compressed as:

25.[9]8

Interpreted as, “twenty five point 9 eights”, the original string is perfectly recreated, just written in a smaller form. In a lossy system, using

26

instead, the exact original data is lost, at the benefit of a smaller file.