What does nasa do?.
It does the impossible ,possible, it sends humans into space.
What is beyond the possibility from the impossibility? as the next stage.
It is the displacement of names to outer space.
That's what the insight mission is doing and what the 2020 rover mission will do.
It does the impossible ,possible, it sends humans into space.
What is beyond the possibility from the impossibility? as the next stage.
It is the displacement of names to outer space.
That's what the insight mission is doing and what the 2020 rover mission will do.
example of a boarding pass with the name on it that gets displaced to another planet, in this case, mars.
more: So ,when having 2 such, my name will start to associate and the reference to this thought as the same as the physical astronaut and his association reference to being present on other planets such as Mars. As such the definition of the association and how to start to relate by "zoning" may be defined by the "subconscious", becoming the ,"conscious" and so too with the senses on Mars as humans walk on it as the sense of something to discover so as to have more possibilities with relations on Mars. |
probability of making contact with new worlds with various types of appearances and the improbable becomes probable.
image credit: Youtube. |
what is the, "impossible".
Impossible objectFrom Wikipedia, the free encyclopedia
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For John Frankenheimer's film, see Impossible Object. For the independent rock band, see The Impossible Shapes.An impossible object (also known as an impossible figure or an undecidable figure) is a type of optical illusion. It consists of a two-dimensional figure which is instantly and subconsciously interpreted by the visual system as representing a projection of a three-dimensional object.
In most cases the impossibility becomes apparent after viewing the figure for a few seconds. However, the initial impression of a 3D object remains even after it has been contradicted. There are also more subtle examples of impossible objects where the impossibility does not become apparent spontaneously and it is necessary to consciously examine the geometry of the implied object to determine that it is impossible.
The unsettling nature of impossible objects occurs because of our natural desire to interpret 2D drawings as three-dimensional objects. This is why a drawing of a Necker cube would be most likely seen as a cube, rather than "two squares connected with diagonal lines, a square surrounded by irregular planar figures, or any other planar figure." With an impossible object, looking at different parts of the object makes one reassess the 3D nature of the object, which confuses the mind.[1]
Impossible objects are of interest to psychologists, mathematicians and artists without falling entirely into any one discipline.
what is the possible?
credit:
Wikipedia
Probability is a measure quantifying the likelihood that events will occur.[1] See glossary of probability and statistics. Probability quantifies as a number between 0 and 1, where, roughly speaking,[note 1] 0 indicates impossibility and 1 indicates certainty.[2][3] The higher the probability of an event, the more likely it is that the event will occur. A simple example is the tossing of a fair (unbiased) coin. Since the coin is fair, the two outcomes ("heads" and "tails") are both equally probable; the probability of "heads" equals the probability of "tails"; and since no other outcomes are possible, the probability of either "heads" or "tails" is 1/2 (which could also be written as 0.5 or 50%).
These concepts have been given an axiomatic mathematical formalization in probability theory, which is used widely in such areas of study as mathematics, statistics, finance, gambling, science (in particular physics), artificial intelligence/machine learning, computer science, game theory, and philosophy to, for example, draw inferences about the expected frequency of events. Probability theory is also used to describe the underlying mechanics and regularities of complex systems.[4]
what is the possible impossible :?
defining the impossible as geometrical figures and the "impossible" as probability.
What is the geometrical probability?
Geometric probabilityFrom Wikipedia, the free encyclopedia
Jump to navigationJump to search
For the probability distribution, see Geometric distribution.Problems of the following type, and their solution techniques, were first studied in the 18th century, and the general topic became known as geometric probability.
Since the late 20th century the topic has split into two topics with different emphases. Integral geometry sprang from the principle that the mathematically natural probability models are those that are invariant under certain transformation groups. This topic emphasises systematic development of formulas for calculating expected values associated with the geometric objects derived from random points, and can in part be viewed as a sophisticated branch of multivariate calculus. Stochastic geometry emphasises the random geometrical objects themselves. For instance: different models for random lines or for random tessellations of the plane; random sets formed by making points of a spatial Poisson process be (say) centers of discs.
Here's my own theory of the geometrical probability.
Impossible objectFrom Wikipedia, the free encyclopedia
Jump to navigationJump to search
For John Frankenheimer's film, see Impossible Object. For the independent rock band, see The Impossible Shapes.An impossible object (also known as an impossible figure or an undecidable figure) is a type of optical illusion. It consists of a two-dimensional figure which is instantly and subconsciously interpreted by the visual system as representing a projection of a three-dimensional object.
In most cases the impossibility becomes apparent after viewing the figure for a few seconds. However, the initial impression of a 3D object remains even after it has been contradicted. There are also more subtle examples of impossible objects where the impossibility does not become apparent spontaneously and it is necessary to consciously examine the geometry of the implied object to determine that it is impossible.
The unsettling nature of impossible objects occurs because of our natural desire to interpret 2D drawings as three-dimensional objects. This is why a drawing of a Necker cube would be most likely seen as a cube, rather than "two squares connected with diagonal lines, a square surrounded by irregular planar figures, or any other planar figure." With an impossible object, looking at different parts of the object makes one reassess the 3D nature of the object, which confuses the mind.[1]
Impossible objects are of interest to psychologists, mathematicians and artists without falling entirely into any one discipline.
what is the possible?
credit:
Wikipedia
Probability is a measure quantifying the likelihood that events will occur.[1] See glossary of probability and statistics. Probability quantifies as a number between 0 and 1, where, roughly speaking,[note 1] 0 indicates impossibility and 1 indicates certainty.[2][3] The higher the probability of an event, the more likely it is that the event will occur. A simple example is the tossing of a fair (unbiased) coin. Since the coin is fair, the two outcomes ("heads" and "tails") are both equally probable; the probability of "heads" equals the probability of "tails"; and since no other outcomes are possible, the probability of either "heads" or "tails" is 1/2 (which could also be written as 0.5 or 50%).
These concepts have been given an axiomatic mathematical formalization in probability theory, which is used widely in such areas of study as mathematics, statistics, finance, gambling, science (in particular physics), artificial intelligence/machine learning, computer science, game theory, and philosophy to, for example, draw inferences about the expected frequency of events. Probability theory is also used to describe the underlying mechanics and regularities of complex systems.[4]
what is the possible impossible :?
defining the impossible as geometrical figures and the "impossible" as probability.
What is the geometrical probability?
Geometric probabilityFrom Wikipedia, the free encyclopedia
Jump to navigationJump to search
For the probability distribution, see Geometric distribution.Problems of the following type, and their solution techniques, were first studied in the 18th century, and the general topic became known as geometric probability.
- (Buffon's needle) What is the chance that a needle dropped randomly onto a floor marked with equally spaced parallel lines will cross one of the lines?
- What is the mean length of a random chord of a unit circle? (cf. Bertrand's paradox).
- What is the chance that three random points in the plane form an acute (rather than obtuse) triangle?
- What is the mean area of the polygonal regions formed when randomly oriented lines are spread over the plane?
Since the late 20th century the topic has split into two topics with different emphases. Integral geometry sprang from the principle that the mathematically natural probability models are those that are invariant under certain transformation groups. This topic emphasises systematic development of formulas for calculating expected values associated with the geometric objects derived from random points, and can in part be viewed as a sophisticated branch of multivariate calculus. Stochastic geometry emphasises the random geometrical objects themselves. For instance: different models for random lines or for random tessellations of the plane; random sets formed by making points of a spatial Poisson process be (say) centers of discs.
Here's my own theory of the geometrical probability.
scifi science of the medical localized observer of the human body in the star trek films.
image credit: Pinterest
As such there exists the realm or the universe of star maps and the connected dots by any way that is needed for astronauts and pioneers and navigators to displace through the universe.
To know the 1=impossible becomes possible
and the 2= the possible beyond the impossible possible
To know the 2 is enough to be able to have an intelligent result as the infinite to the exponential of the eternal.
This becomes the position anywhere in the universe as the acceleration between any systems of stars and planets
as well as galactic because of the ability to predict the positions using the "astronaut position and the name position"
as they equate to the 2.5 as beyond the 2, as "equatable".
So that between any astronaut and name, the half way point between their 2 possible positions becomes the projectability
to any displacement from the half way point to the multiple of 0.5x =4
so that the
x=8
meaning that the variables are , infinite, eternal and always.
The factors of being in space include the zero gravity as it approaches anyone going to space and also that the
approach to true gravity.
These are the 123 and so on as the gradation of gravity.
So any astronaut would sense this, including cold of space, the temperature variables and so on.
So to know the "why" of stress in space", the function of the 2.5 variable, may define the way that
we want to know what is going to happen when we are in space and the level of competence.
I bought a book on "stress" to find out that most of the factors are directly experienced in space
by the astronaut. So reading the book was not so difficult.
So stress relief could be the factor,2.5
So then, in any way of the remote view of our body in space, we are able to ,by the 2.5 factor to localize any terms (as terms are localized by definitions
of by names of them), so too the body in it's varying differences and the localized problems of the astronaut body.
Sure, "I would help" you in space, and know where the problem is at.
So in this way, medical "definitions of what could go wrong" would easily be diagnosed or even the "hard cases".
Basics of such a diagnostic
as
4=the gravity level
2= the variables of the body in centered focus for zero gravity movements
4=muscular weakening
1=the "togetherness as stress "
Basically such a key would define the
4 as no problem when the 1= expansion and then the 2= contraction of the
4= resistance to the localized sense.
As such the sets :
(1,2,3) and (4,5,6) may easily be projected to a diagnostic as:
(1,2,3) =4,1,4,2 as neutral back and forth
(4,5,6)=1,4,2,4 as neutral in another sequence of the 1 out and 2 in as 4 resistance.
So to involve the 0.5 functions by the same way of
=04,01,04,02
image credit: Pinterest
As such there exists the realm or the universe of star maps and the connected dots by any way that is needed for astronauts and pioneers and navigators to displace through the universe.
To know the 1=impossible becomes possible
and the 2= the possible beyond the impossible possible
To know the 2 is enough to be able to have an intelligent result as the infinite to the exponential of the eternal.
This becomes the position anywhere in the universe as the acceleration between any systems of stars and planets
as well as galactic because of the ability to predict the positions using the "astronaut position and the name position"
as they equate to the 2.5 as beyond the 2, as "equatable".
So that between any astronaut and name, the half way point between their 2 possible positions becomes the projectability
to any displacement from the half way point to the multiple of 0.5x =4
so that the
x=8
meaning that the variables are , infinite, eternal and always.
The factors of being in space include the zero gravity as it approaches anyone going to space and also that the
approach to true gravity.
These are the 123 and so on as the gradation of gravity.
So any astronaut would sense this, including cold of space, the temperature variables and so on.
So to know the "why" of stress in space", the function of the 2.5 variable, may define the way that
we want to know what is going to happen when we are in space and the level of competence.
I bought a book on "stress" to find out that most of the factors are directly experienced in space
by the astronaut. So reading the book was not so difficult.
So stress relief could be the factor,2.5
So then, in any way of the remote view of our body in space, we are able to ,by the 2.5 factor to localize any terms (as terms are localized by definitions
of by names of them), so too the body in it's varying differences and the localized problems of the astronaut body.
Sure, "I would help" you in space, and know where the problem is at.
So in this way, medical "definitions of what could go wrong" would easily be diagnosed or even the "hard cases".
Basics of such a diagnostic
as
4=the gravity level
2= the variables of the body in centered focus for zero gravity movements
4=muscular weakening
1=the "togetherness as stress "
Basically such a key would define the
4 as no problem when the 1= expansion and then the 2= contraction of the
4= resistance to the localized sense.
As such the sets :
(1,2,3) and (4,5,6) may easily be projected to a diagnostic as:
(1,2,3) =4,1,4,2 as neutral back and forth
(4,5,6)=1,4,2,4 as neutral in another sequence of the 1 out and 2 in as 4 resistance.
So to involve the 0.5 functions by the same way of
=04,01,04,02
type of star map from the star trek movies.
credit: Pinterest.
Basically star systems may have diagnostics by way of finding star system that need help due to their problematic heat to great for a planets survival and the assists that the Star Trek crew gives to the new civilization they make contact with by using the localization method of problems.
credit: Pinterest.
Basically star systems may have diagnostics by way of finding star system that need help due to their problematic heat to great for a planets survival and the assists that the Star Trek crew gives to the new civilization they make contact with by using the localization method of problems.