t h e wi z a r d l o c a t o r o f f o r m s i n f l i g h t
By Henryk Szubinski
freedoom of knowledge based rafts in the streamings of deep space as the 5th law in the 5th framework of a law distributed to a alternate star format of motion in a law distributor that defines the alternance of registered functions as a dark matter format:
THE DATA HERE is STORE as the fifth law in the freedoom of knowledge based Chordis6
the mediator reference of the period 150 to 1930 as the time period study of a war period and the advancements of human powered flight in the time span concerning Polish English Author Conrad:
universally speaking , when others work on delays of others, the main reason for failure is the faster velocity of a non parameter to which belong such loss:
data on a greater advancement of vechicularity by the data on how or what is engegeing the data on its store sectional delays as a general fluid format of the data on the forwarded applications of the process relations as a type 3 referenced value as the functionings of similar data delays and their subsequent inputs into a solid state reference of the usage of such data by the processings of the divisive of the common usage of
F=m.a
by the processings of the universal 10 D hyperpsace as the values of the data concerning the projective basis of the sections concerned with the forwarded data on the systems in usage of the law in its data equalisation as the very real alterations of a 3 x stemmic relationship with the interval as located by This data and its functional ability as a computer a.i programme which locates similar data:
3x (projective force field stability)+3 y ( data on the delays in parameters of force field solids 6 y)= to the z (9 as the equalisations of alternative processess where 9z-6y) as a type escapant value interactive value of gravity..
first what could have happened at such periodic change as a physical law:
In probability theory and statistics, a median is described as the number separating the higher half of a sample, a population, or a probability distribution, from the lower half. The median of a finite list of numbers can be found by arranging all the observations from lowest value to highest value and picking the middle one. If there is an even number of observations, the median is not unique, so one often takes the mean of the two middle values. At most half the population have values less than the median and at most half have values greater than the median. If both groups contain less than half the population, then some of the population is exactly equal to the median. For example, if a < b < c, then the median of the list {a, b, c} is b, and if a < b < c < d, then the median of the list {a, b, c, d} is the mean of b and c, i.e. it is (b + c)/2.
The median can be used when a distribution is skewed, when end values are not known, or when less importance is attached to outliers, e.g. because they may be measurement errors. A disadvantage is the difficulty of handling it theoretically.[citation needed]
A VALUE 3g = 1/2 ( mean value x+1/1-x)
=3 g 1( 1/2 g2) .1/3 g3
g 1,2,3 are added and their mean value derived as being a forwarded calculation of a
S= v.t process
=1/2 open fase vector motion quantality
as a type mean value locator of the half value in fallen states of gravity interactions with one vector vertical gravity..
where does the vechicular format for flying vechicles derive its format , ?
and what was going on at that time


conrad korzienowski
Joseph Conrad (born Józef Teodor Konrad Korzeniowski; 3 December 1857 – 3 August 1924) was a Polish-born British novelist, who became a British subject in 1886.
He is regarded as one of the greatest novelists in English[1] though he did not speak the language fluently until he was in his twenties (and then always with a marked Polish accent). He wrote stories and novels, predominantly with a nautical or seaboard setting, that depict trials of the human spirit by the demands of duty and honour.
Conrad was a master prose stylist who brought a distinctly non-English tragic sensibility into English literature.[2] While some of his works have a strain of romanticism, he is viewed as a precursor of modernist literature; his narrative style and anti-heroic characters have influenced many subsequent authors.[3] Films have been adapted from or inspired by Conrad’s Victory, Lord Jim, The Secret Agent, An Outcast of the Islands, The Duel, Heart of Darkness, and Nostromo.
descriptive logo types in chivirally
the concept of a higher detailing in the design, without lions or the characteristical arms is rather shown as being a nights armour and a maiden with antlers which is not so unusual however the scarf as a format for implying a daring personality as a clue for chastidy .The shield is not a typical one it is rather smoothed as a type line that follows the lines of a gentle curve:
Much in service for the object of a woman behind the scenes , much of the traditions for a dynamic linear format.

AS SUCH THE LINEARITY OF A DESCRIPTIVE SIMILARITY WITH THE LINE AS IN MERLINE OR THE WIZARD MERLIN..
AS THE FORCER much described in the force as a typical fomat for the way of the force and the Japaneese war formats
AS CONNECTING THE BELONGING BACK INTO THE POLISH LINE OF VECHICLE DESIGNS at thew time when the black barron fought the red barron , even as such when the red barron was remebered for a competition in which almost every bi plane was designed by Polish factories the aviators.maintained .the spirit of competition and adventure..dissregardless of origin..

THE QUESTION HERE BEING ON THE DESIGN OF STRING FORMATS FOR A ROTATIONAL SIMILARITY TO AIR ( oxygen) as the formats for transportations and the r.p.m data on the flow of such turbine formats as a re representative of the generators used in flying cars..
As the basic data on similar processess by a tie in with the basiscs of recombinations on the status = integrity of the process rotational Cir = 2pi r as the data on recombinations of open fase rotations in synch with the gravity basis of 3 levels:
1) open Circumferenciality
2) string similarity to flow of a minimal string function in environmental interactions
3) the usage of traling type strings on the fuselage aft sections as a type simulational reconstruct of the data gravity processess that are involvant with the alterations and fluid dynamics in flow.

as indicated by the denser more stable format of torque representations of a substance elasticity and the data on transferrance processing that breakjs the forwards displacement into sections of both the spread of dynamic strings and the basic data of the sectional maintainements of seperations of the tail turbulence by data 1,2,3 = to processess of:
data on the crowning formulations of vechicle turbine exit states as state of the art = basic references on tubular linearity and the causes of the data in sections of performance ahead of values by direct vector vertical action = lift as the basic / easy process of data inputts and their responsive dynamical definitionings by the alterations in irregularity as altered to a vector transferrance through 1/2 the value = free vectorisations with pressure zoneings of gravity in 2 states of 1/3 each and the responsive environemnts of the gravity platforms..
a type vechicle KIT of the compositional associations used with flying cars..
THE KIT HERE SHOWN IS MADE TO RESEMBLE THE TYPE FORMERLY SHOWN AS THE TYPICAL CURVED FORMATS IN OPPOSITION AS WITH THE HERALDRY AT THE TIME OF conrads ancestry and much if not all of 500 more names all with the same herald which dates back to the beginigs of Polish History..

For any probability distribution on the real line with cumulative distribution function F, regardless of whether it is any kind of continuous probability distribution, in particular an absolutely continuous distribution (and therefore has a probability density function), or a discrete probability distribution, a median m satisfies the inequalities
or
in which a Lebesgue–Stieltjes integral is used. For an absolutely continuous probability distribution with probability density function ƒ, we have
Medians of particular distributions: The medians of certain types of distributions can be easily calculated from their parameters: The median of a normal distribution with mean μ and variance σ2 is μ. In fact, for a normal distribution, mean = median = mode. The median of a uniform distribution in the interval [a, b] is (a + b) / 2, which is also the mean. The median of a Cauchy distribution with location parameter x0 and scale parameter y is x0, the location parameter. The median of an exponential distribution with rate parameter λ is the natural logarithm of 2 divided by the rate parameter: λ−1ln 2. The median of a Weibull distribution with shape parameter k and scale parameter λ is λ(ln 2)1/k.
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