IP 6 Edited-Part 2 VELOCITY TIME DILATION and the g-w scale

VELOCITY TIME DILATION and the g-w scale

It is, conceivably, possible to arrest all change at once relative to dimensional axis in the universe through the application of sufficient force.  This would not change every type of coordinate change necessarily, but would have some interesting results.  To explain, we have never sat still.  The world spins, it circles the sun, that orb circles the galaxy, the galaxy itself spins.  It is entirely likely that this spin is a natural, perhaps essential function of linearity, being a function of gravity which is the "first" force of linearity, gravity being the tendency of time or coordinate change to go non-linear (note that it has been shown in earlier writings that linearity itself is likely a force or effect of a coordinate change not otherwise perceived).  The general "idea" behind gravitational spin is the "falling" towards the center of gravity which is perceived in this theory as falling towards non-linearity.

Rather than try to do this myself, I make reference to the rough calculations made by others: http://www.brainstuffshow.com/blog/good-question-how-fast-are-you-moving-through-the-universe-right-now/ yielding the result of 2,724,666mph or 4,383,610 kph

It is possible that on non-quantum levels the universe experiences moments of zero spin (exactly counteracting all the spins in the universe) due to energy being expelled; but given the nature of movement (rotational) it is also likely that outside of non-linearity (e.g. the concept of black holes as non-linearity in EHT, if not NLT) that such non-rotational movement does not exist.

That is, if you were to attempt to completely stop relative movement, you would speed up time (assuming no increase in gravity, etc).  The equation is the relatively simple lorentz equation dt'=dt/sqr(1-v^2/c^2).  Here, we have v=4.38x10^6kps and c=2.99792458x10^11k/sec (feel free to let me know if I misplaced a decimal point, it doesn't matter for purposes of the discussion so much).  The important aspect is that dt/dt'=sqr(1-4.38x10^6kps/3x10^11kps)=.003821 which is not an insignificant time dilation although it would not rate on the "gee willikers" scale.

What does rate on the "gee-w" scale is that the difference in time represents all change along axis other than the time axis (all other simultaneous coordinate change) if there is conservation of change.

While we spend a lot of time on the issue of time dilation, the idea of achieving an "absolute" state of maximum time to the exclusion of all dimensional coordinate change would allow the observer to study the movement of other coordinate changes from the perspective of a zero baseline with only one "axis" changing.  We would not achieve pure "non-linearity" but would instead be in an environment where all relative change existed within the single axis from which time is observed on the other "3" axis.

The existence of time dilation relative to movement is important because it is the strongest indicator that "perception" of coordinate change (time) is from a "separate" axis and not the result of the axis shifting from one point of perception to another.  In this sense, it is not unlikely that a different type of perception is possible from each of the other 3 axis that we do not recognize as "time changes" but which are time changes nonetheless.  This is reflected in the gravitational dilation of time which will be discussed later.

According to NLT both time and space are illusions from a non-linear environment where everything happens at once, unseparated by time or space which gives rise to the certainty of spatial conditions and the predictability of outcomes.  Hence, the existence of "different axis" allowing for spatial and time placement appears largely arbitrary.  To get to our digital film example, the same informational changes can give rise to colors, sounds, and other aspects of the film when they are displayed, but they each remain individual bits with a 2^n function of how much information can be displayed by n bits which is related mathematically, but not wholly identical to the 2^n change options expressed by NLT since coordinate changes are no different mathematically from bits and as you increase the number of possible coordinate changes you are essentially increasing the number of bits possible to express in the universe.

If there are not different "axis" (x,y,z and time between energy and black holes) then something else must effect the coordinate changes in order to give them different aspects which we perceive as "perspective-time" and movement in the three spatial dimensions.  That inquiry will come next along with the discussion of gravitational dilation.