superconductability at room temperature

superconductability at room temperature
artice research concept by Henryk Szubinski
and reasearch by Wikipedia

to begin to make free theories that are in relliance to the freedoom of the eagle as a concept for the future technologioes that use the laws of motion , some basic missconceptions about the nature of sovreignty as the free usage and interactions in the EU must be made.
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4 freedooms as non alterable by deniability of the sovreign basis of the eagle as the freedoom of democracy for all humans in the EU based system
5th freedooms of knowledge moovement
Chordis6
Chordis7 the 7th framework
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the Eagle in the Check republican representations of EU as the Eouropean union and the basis of the positive type of representation where the basics of the multiple problems of the total values involved with the base values for the generalisations of the general types of special motion laws for the developements of the FLYING car as relliance on the formats of the eagle and its thermal dynamics
as well as the data types in which the full values of the basic motion to which specifics of input on the basis of the general laws for the multiples of anti gravity can be in variance with the types of responsive values and their implicit = relliance on the basics of the total dimensional types of flux sistuations and their systems in which any definition is = progressive increases of the basic laws of theese types of inputs into the data relliance on special cases of human temperature.
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.dqata will be reduced into the reverse gravity vector but the resultance of the vector will basically fade into distributions scattering of a basic particle diffusions of the base values of the height = gravity / particle amount ( height / y)

This will in basic imply the action &/or reactions of the inertiality being in the responsives of the types of stillness of the x / h values so that the basics of the motion specified as on its x value approach to h / infinite value
will be definable by the basics of the general law for the similarity by 3 exchanges of vector directions
down = upp + down
as such the whole basis of the formats to use the types of dynamics where the spacial values maintain a x / degree or angle of seperated upp / down vector S
as such the data on the basics of the motion to suspend a flying car in anti gravity will define the reasons for the sustainements of the basics of the flattness using the types of multiples that are basically a tilt on a angle of related to values of the basics in the top dynamical levels of the generations of the outer limits x = the exponentials of the types of angles and their inclines as away from a upp positional value.
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Thermographic image of an eagle, thermoregulating using its wings.

Eagles are members of the bird family Accipitridae, and belong to several genera which are not necessarily closely related to each other. Most of the more than 60 species occur in Eurasia and Africa.[1] Outside this area, just two species (the Bald and Golden Eagles) can be found in the United States and Canada, nine more in Central and South America, and 37 in Australia.

the basis of dynamics in which the thermo regulations of the Eagle represents the optimal levels of heat transferrance and maintained thermal stability so that in cases where humans who are temperature reduced are related to the cases of eagles in their motion specifics as a type motion by temperature regulations in a PARAMEDIC taking a patient to the emmergency sector of a hospital due to the minimal time left for saveing a patients life
this is much like the doppler shit and the velocity of temperature as related to by the 0.7 of the blue shift = 7 /10 c of the speed of light as well as the alternate side of 3 /10 of the red shift c velocity
basically the whole parameter of the data as being the certainty by which the total values and their system functioningsd are definable as temeprature conductability by the human function , the vechicle function, the eagle has landed types as well as the temperature as vechicularity in relations to the dynamics
the uncertainty being the INV TAN specifics of the related to parameters of motion innability where there is a type of innability for A:I computations but which can be referenced by the relations of atom computers and their higher velocity data = spacial values of the 1/2 displacement and its force field barriers.
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the data relates to the values on the forefront of the types of 1,2,3 technology that is baased on the basic motion by derivatives in usage for the basics of the top level displacements and height as the values in which the force field concept is the basic value level of the data on telemetry in which the value system is in relations to the basics of the multiple system spread on the data off the basic implicit levels of the general basis for the height on the universe as the restrictive in its function to be defined as the levels of the basics in which the full value references = responses to the basics of the full manipulations of extra dimensional or spacetime events to the resultance of anti gravity by the basics of the level and its value systems ahead of the projective problems of motion.
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critical body temeprature is :

Variations

Diurnal variation in body temperature, ranging from about 37.5 °C from 10 a.m. to 6 p.m., and falling to about 36.4 °C from 2 a.m. to 6 a.m.
Temperature control (thermoregulation) is part of a homeostatic mechanism that keeps the organism at optimum operating temperature, as it affects the rate of chemical reactions. In humans the average oral temperature is 36.8 °C (98.2 °F), though it varies among individuals, as well as cycling regularly through the day, as controlled by one’s circadian rhythms with the lowest temperature occurring about two hours before one normally wakes up.
Body temperature normally fluctuates over the day, with the lowest levels around 4 a.m. and the highest in the late afternoon, between 4:00 and 6:00 p.m.[1][6] (assuming the person sleeps at night and stays awake during the day). Therefore, an oral temperature of 37.2 °C (99.0 °F) would, strictly speaking, be normal in the afternoon but not in the morning. An individual’s body temperature typically changes by about 0.5 °C (0.9 °F) between its highest and lowest points each day.[1]
Temperature is increased after eating, and psychological factors also influence body temperature.
Many outside factors affect the measured temperature as well. “Normal” values are generally given for an otherwise healthy, non-fasting adult, dressed comfortably, indoors, in a room that is kept at a normal room temperature (22.7 to 24.4 °C or 73 to 76 °F), during the morning, but not shortly after arising from sleep. Furthermore, for oral temperatures, the subject must not have eaten, drunk, or smoked anything in at least the previous fifteen to twenty minutes, as the temperature of the food, drink, or smoke can dramatically affect the reading.
Children develop higher temperatures with activities like playing, but this is not fever because their set-point is normal. Elderly patients may have a decreased ability to generate body heat during a fever, so even a low-grade fever can have serious underlying causes in geriatrics.
Normal body temperature may differ as much as 1.0 °F between individuals or from day to day.

Diurnal variation in body temperature, ranging from about 37.5 °C from 10 a.m. to 6 p.m., and falling to about 36.4 °C from 2 a.m. to 6 a.m.

the velocity of temperature is critical to the stability of temperature.

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Diagram 1. A source of light waves moving to the right with velocity 0.7c. The frequency is higher on the right, and lower on the left.

The relativistic Doppler effect is the change in frequency (and wavelength) of light, caused by the relative motion of the source and the observer (as in the classical Doppler effect), when taking into account effects described by the special theory of relativity.
The relativistic Doppler effect is different from the non-relativistic Doppler effect as the equations include the time dilation effect of special relativity and do not involve the medium of propagation as a reference point. They describe the total difference in observed frequencies and possess the required Lorentz symmetry.

Diagram 2. Demonstration of aberration of light and relativistic Doppler effect.

In Diagram 2, the blue point represents the observer, and the arrow represents the observer’s velocity vector. When the observer is stationary, the x,y-grid appears yellow and the y-axis appears as a black vertical line. Increasing the observer’s velocity to the right shifts the colors and the aberration of light distorts the grid. When the observer looks forward (right on the grid), points appear green, blue, and violet (blueshift) and grid lines appear farther apart. If the observer looks backward (left on the grid), then points appear red (redshift) and lines appear closer together. Note, the grid itself has not changed, but its appearance for the observer has

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