Posts Tagged ‘Measurement’

Curvature Without a Linear Vector

One latest discovery is that of finding two alternate locations, simultaneously, of a single inline linear vector. Existing between both locations is a single line, without a curve. However, from an exterior boundary of both alternate locations, an unusual curvature was measured. Until now, there has been no way of measuring any kind of curvature near the exterior vector space. The recent extrapolation and composition of particulate measurements only allows one conclusion: curvature may exist independent of alternate locations of vectors!

Although simpler methods of measurement exist, none will be as accurate as those used when doing particulate measurements. (How else can one find the aforementioned curvature?) Without digressing from the importance of such a discovery, any meaningful relationship between various vector spaces, or, extrapolation of linear measurements can only offer a circumstantial view of spatial positionings of inline linear vectors. A list of circumstantial views follows:

  • Lines with external space occupied by curves.
  • Linear boundaries without any curvature.
  • Space defined only by a curved boundary.
  • Space, undefined, without linear vectors or curves.

This list could go on and on. One may quickly realize that without any kind of spatial curvature, lines (and their linear vector-counterparts) may ultimately be random, and mixed.

Conclusion: careful, non-interpretive, and systematic positioning helps provide a system of measurement with the boundaries required to ascertain the distance between any kind of vector space when curvature is involved!

 

Curvature of Stellar Cosmological Space

Curvature of the stellar cosmological space conforms to inter-dimensional foundations. Overdeveloped curvature and underdeveloped tangential foundations consist of forms that only result in dimensional space analysis when certain standards are applied to the original cosmology. One may assume, “important space, dimension and curvature have intermediate textures as their foundation,” if no regard is given to non-conformist (relativistic) standards when applying thought processes to controlling the measurement.

Stellar dimensional space consists of:
a.) motion
b.) vacuum space
c.) lines and curves
d.) etheric dimensions
e.) countable dimensions

Fluid foundation without curvature consists of:
a.) lack of curvature
b.) foundation that is fluid
c.) foundation without curvature

When fluid foundation is extracted from the excess curvature of stellar cosmological space, an analysis of dimension may conform to some specific and relativistic standard when vacuum space, lack of curvature, and controlled tangential foundations are studied. If one refers to the following illustration (previously shown in the upcoming past lecture), the idea that space has intermediate textures that conform to relativistic standards becomes clear:

controlled tangential foundations

controlled tangential foundations

If one discerns parts of the above displayed illustration, a very odd fluidic motion becomes apparent. When reversed, curves become lines, angular dimension becomes etheric, and fluid changes into a textured dimensional foundation. Three colors are of utmost interest to those who explain their interest to displayed fields of time and dimension. The first color is red, the second color is yellow, and the third color is not currently named, as it has been previously unidentified. Simplistic views of this third color may follow.

 

Empty Sky Invisible Clouds

An emptied sky consists of at least one of these three things: emptiness, invisible clouds, and technical anomalies. Emptiness could be defined as a state (or experience) of being empty. Lack of objects, flying craft, and similar moving particles could be a sign of an empty sky. Clouds sometime exist in a sky. When the sky seems empty, there may be some “invisible” clouds. To measure the distance between invisible clouds requires a special tool designed for measurement; otherwise some other functional apparatus (imagined or otherwise) may need to be used. The various technical anomalies consist of the escalation of sentient and insentient arrays of delineated forms. The anomaly exhibiting the brightest colors could be clouds that are imbued with various colors (red, blue, green, yellow, etc.), which display an aggregate of flying craft not unlike a stream with moving rocks and bark. When the rocks and bark move to and fro, the invisible clouds exhibit the technical anomaly of non-emptiness. To further clarify by way of illustration, one may wish to review the following three photos:

aspect

one of many perceived aspects

alternate perception of an aspect

Alternate perception of an aspect

a functional perception of an aspect

A functional perception of an aspect.

In the first photo, an aspect is conveyed which demonstrates a negative emptiness escalating towards an overtly emptied positive state. The negative emptiness counteracts certain effects propagated by invisible clouds. The second photo is the first photo, at a different vantage point. The third photo is unique; functional apparatuses is not only needed, but absolutely necessary to decipher the meaning of the non-existent flying craft in the photo. All three pictures bear resemblance to a photo of a wall. This has nothing to do with any technical anomalies. To define a technical anomaly, by way of using the brightest colors to delineate sentient craft above or below clouds, will almost always require the act of defining. To actively define a cloud may potentiate thoughts on the basis of water and sometimes liquified matter when such clouds consist of a liquid vapor.

 

Reversing Orbit Folding Distance Awareness

To reverse a distant and consequential lattice of vertical awareness, one may consider folding an orbital distance onto itself. A lattice may sometimes divide consciousness into a vertical and horizontal plane, unless a substantial vertical awareness of orbit, distance, and the process of folding is initially perceived. This almost always tends to reverse consciously perceived distances, especially when basic measurements are used. The following composed series of numbers clarifies some of the orbital distances when reversals are not desired: 1, 29, 938, 32, and 48 (in base 2). 29 distance measurements can be factored into a perceived lattice, when the effect of the numbers 32 and 938 begin to wane. Then 48 (base 2) orbital measurements are required for such a computation to be evaluated. Reviewing the following helps focus the innate measurements:

Unsubstantiated vertical awareness: orbital distance
Divided consciousness: initial perception
Folding process: 1, 29, 938 (disregard 32 and 48)

When distance awareness begins to orbit, timing may be essential. To try to focus perception at a given time requires some values of concentration. For example, to perceive a timer precisely when its counting reaches “zero” requires a measure of focus; one might think the odds are greater to perceive the timer just before it reaches zero. Wait too long, and the calculation extends past zero. This may be important news to some, but an analogy might be to find a stick drawing done with stone bark and throw it into the air — at what point does it stop rising and start falling? To assign a time to that precise event could require a modicum of timing. Too fast, it’s still rising. Too slow, it has started descent. Hence the need to assign vertical awareness of a lattice (consequential) to fold the orbital timing into the non-perceived distance.

 

Space based liquid vector shadows

When liquid material casts a shadow on a space based (spacial) vector, a shadow is formed during a particular calculation. The average distance between all liquids and all shadowed light forms have to be quantified (and calculated) when the amount of distance is desired in a space-based plane. If darkness emanate from within a given liquid, the original light must be measured if one wishes to take into consideration the aforesaid quantitative measures where vectors are required. The basis for all liquified matter (e.g. water, etc.) has to be gathered into a generalized formula when doing non-vector based calculations and comparisons on liquid matter vs less-than-shallow shadows. Angular dimensions play a part in the final measurements, but only before darkness displaces light. Using the following photograph (shadowed vector), an interpolation of liquid vector-based lightness might be inferred:

shadowed space based vector liquid

shadowed space based vector liquid

Note that any momentum which may be implied in the shadowed vector provides inconclusive data. This data is only tangential to the abstraction evidenced by continuous momentum when darkness mobilizes initial light vectors. One can only conclude three (3) data points. These data points should be referenced, topically, in a future document. Such a document could exist in a future 28,430 years from today’s date (if only as a back-reference to a previously implied date). If space allows, a linear photograph taken 29,000 years in the future may be posted here. With such dimensional analysis, the distance would be only an epoch used for the conclusion of the previously-mentioned data points. Continuous momentum may help average a given liquid’s distance, but only when converting non-vector based analysis on liquid matter comparisons. Further research on this matter is undoubtedly a necessity for those that consider liquid vs shadow calculations necessary.

 

Circular Light Years

In a circular plane nearly four hundred light years away, there might be a reference to an unusually-featured rough and removed landscape. The landscape would contain a variety of circular references to an initial concept. Less than 40 individuals have even considered such a reference, as the most important information is hidden within its structure. Although one might imagine the rough landscape is inverted in relation to the uppermost non-aligned boundary, there is no way to ascertain an inversion when using terrestrially based calculation methods on a circular plane so many hundreds of light years away. The distance relative to such timing is conversant with secondary reference features, only. The following methodology was not (and is not to be) found useful:

1.) Measure circular distance using non-featured references.
2.) Using the distance measured in step one, terrestrially calculate the secondary feature’s reference.
3.) Compile any non-linear data gathered by less than 40 individuals.
4.) Compare other data using steps 1, 2, and 3.

As one might notice, there is a steady stream of information that remains to be captured when measuring the aforesaid circular plane. This information may or may not be captured using alternate methodologies ascribed to worldly references to important information in a hidden structure. Further study on this topic may proceed depending on acquiring appropriate measurement skill.

 

Random Interplanetary Mineral Surfaces

Many interplanetary mineral surfaces contain a random environmental component. Features above the mineral surface seem newer than those occupying the same space adjacent to the circumference of the interplanetary glossy area, especially when interpolated using specific scientific methods on such a periphery. In the beginning, the environmental component may only occupy the area directly below, then (subsequent to each components’ time flow) the occupation of the area slowly moves relative to the speed of the surface’s environmental principle. This can be calculated using any convenient random interplanetary mineral surface. It is important to note that the four components space, surface, relative speed, and vacuum dimension always play a significant role in obtaining frequent (though sometimes not-so-frequent) measurements. This was discussed earlier, therefore no more time regarding this needs to be occupied. Conversely, when each component (vacuum dimension excluded), floats within 1/4 inch above an environment’s tangential surface, there seems to be a spacial gap of about 1/2 the size of a number of millimeters. This measurement has not been tested, so it would have to be confirmed first in order to use the multidimensional theories for some of the repeated analysis. If relative speed, space and surface area cover inexplicable components, the third and fourth possibilities need no further measurement. Testing this possibility would be recommended if the previously considered fluctuation gap lengthens beyond 1/4 inch.

 

Tetrahedral Energetics and Consciousness

When energy condenses into a tetrahedral shape, fifteen directional electrons become sentient. Their consciousness appears almost instantly. The conveniently sentient electron bears no resemblance to the original tetrahedron (either polar, or nonpolar). This can be measured in certain instances: when at place of origin, when at place of source, and when below a linear plane. All together, these 15 electrons weigh less than three times the original weight of the tetrahedron. When the consciousness collapses on itself, these electrons tend to circulate outside the geometric shapes. Nevertheless, the original tetrahedral structure continues with its original sentience. Because clarification can be important, the following may clarify:


  • Observation: modal
  • Sentience: reciprocating
  • Conscious: yes
  • Beginning shape: tetrahedron
  • Penultimate shape: to be discovered
As mentioned in the “Stick Drawing on Stone Bark” allegory, multiparticle beams can sometimes be seen radiating away from the center, as long as proper measurements are taken. Measurement is only appropriate, in this instance, when the original count is skewed (i.e. greater than, or less than 15).

Absolute condensation of energy is not always necessary (if ever necessary). The consciousness continues to pervade the smallest particle whether or not measurements have been taken. This absolute condensation of energetic particles (of formerly driven – or – sometimes imagined systems) quite possibly drives the functioning of many sentient tetrahedral shapes, as long as the original structure is maintained foremost in a given theory. Conclusion: when modal observation is used to clarify sentient particles, counting of the original concepts of directional electrons may swiftly move in consciousness.