I'll get to some science fiction soon enough, for the moment it is science alone.
I am tired now, having gone for a long bike ride and having lifted weights. I am disappointed with the things around me, but my heart is full after speaking with you.
I don't have that feeling of contentment that I should have after such a full day, but only because there is so much that is missing, and I both know and don't know what I"m looking for; but I don't have it.
I am tired now, having gone for a long bike ride and having lifted weights. I am disappointed with the things around me, but my heart is full after speaking with you.
I don't have that feeling of contentment that I should have after such a full day, but only because there is so much that is missing, and I both know and don't know what I"m looking for; but I don't have it.
20.
The scale assures that a distant high ct
state (e.g. ct5) has a greater effect than adjacent or intermediary
states(e.g. ct1, 2, 3 or 4) at least relative to that same high state. Space has no separation so unless a solutions
have a greater effect, pi isn’t significant as an effect. Other ct states have separation based on
relative solutions to ct1. Both the
timing of the solution and the offset and the stacking figure into to curvature
equation. The deep curvature we see
around planets and black holes is because of greater solution density over a
certain number of stacked spiral solutions (i.e. time).
a.
1-x proximate distance x convention 1
b.
2 Proximate class of solution due to
cycling, compression and spiraling all according to F-series mathematics with the
number of coordinates changing at once reflected by 11 (11,22,33,etc) ^4
c.
Coordinates changing at once: 3 111 yielding
an information compression scale of ^8 with the F-series made up according to
the value (3) of n.
d.
4 1111 ^16 (10^(2^4))
e.
5 11111 ^32 (16^(2^5)
21.
Capacitance and the Big Bangs: The rough model equation presently used for NET overlap
derives loosely from the voltage capacitance equation is of the type:
V=I(tot(ctx))(1-e^t/rc) where rc represents the forces leading to compression,
the limits on carrier stacking and the ability to maintain carrier stacking
between carrier state changes (as opposed to resistance and capacitance) and
ctx is related to the total amount of information available for compression at
any quantum point, possibly without.
Distance and inclusion of historical states which don’t significantly
affect this solution
become critical in large scale solutions.
a.
part of the solution.; V
would represent the amount of compression within the parameters set and I(tot)
is the total amount of information and where there. There is such an equation
for each type of information in the prior state so in a ct5 universe x would
change between ct1 and 5. T is a function of length along the
intersecting spirals being compressed.
Since compression is both effectively localized and
diffused over each quantum universe the solution is a sum total for quantum
points and not an overall equation although for general purposes it can be
defined for net effects. Discharge and decompression would similarly be defined
by V=I(tot(ctx))*V(x)/RC)*e^-t/rc where v(x) is based on the amount of
compression before the overlap ends and t is the length of the spiral after the
overlap. R and C represents position related variable unrelated to their value
in electric circuits but the nomenclature is kept merely to make the origin of
the model more clear.
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