Re: New improved facts part 7v034

Dr ***:
>Vacuum and Action at a Distance.
>
>************ Simplified ************
>
>The local vacuum state can be defined as a reference line the


Let's just cut through all of the bull*** - what do you
calculate for the lamb shift using that hodge-podge of nonsense?


>charecteristics of which have been specified and on which events are
>modulated, allthough this reference including all its events may itself be
>modified by location and conditions as in fig 1.
>
>fig 1
>Increase in Matter, Energy, Duration and decrease in Potential for motion
>
> (b)__
>Local / \
>Vacuum_(a)___/ \
>State \
> \ __
> (c)
>
>Decrease in Matter, Energy, Duration and increase in Potential for motion
>
>For convenience we define the local vacuum state (LVS) as zero (until
>measured against some other standard) in all aspects but gravity which is
>defined as sea level. This is in no way meant to mean that LVS has any
>absolute value of zero as for example it has considerable energy in relation
>to the typical pressure and temperature at sea level. So the LVS could be
>(a), (b), (c) or any other level chosen for convenience to describe the
>conditions of interest.
>
>An example of the modulation of the chosen vacuum state appears as in fig 2
>but bear in mind that the state chosen needs to be appropriate to the
>conditions you are describing, with (a) fig 2 being equal to (a), (b) or (c)
>etc fig 1. Transition states (d1,d2,d3.d4) are needed between states
>(a,b),(b,a),(a,c) and (c,a)) and also between all modulation or state
>changes although this can be very short and be immeasurable from a practical
>point of view (pov). These transitions can normal occur at up to C which is
>approximately equal to the constant c within the range of LVS under
>consideration at this moment.
>
>fig 2
>Increase in Matter, Energy, Duration and decrease in Potential for
>motion(Field)
>or Positive
> (b)__
>Chosen or (d1)/ \(d2)
>Applicable_(a)___/ \
>Vacuum (d3)\ /(d4)
>State \ __/
> (c)
>Decrease in Matter, Energy, Duration and increase in Potential for
>motion(Field)
>or Negative
>The modulation in the above cases is a change in the duration/distance
>characteristics of the particular place under consideration with that place
>now being defined by the modulation it has been subject to. The change in
>duration and distance is inversely proportionate so a decrease in distance
>is accompanied by an increase in duration or v.v. so the apparent and
>measured distance stays the same but a velocity potential is set up by this
>modulation. Potential velocity and voltage are synonymous in meaning in the
>situation under consideration and also in value with suitable scaling. If
>the decreasing values are carried on, a state change to zero for all values
>from our pov comes into effect, the state change value being the smallest
>required value for the situation under consideration. The increasing values
>also have this state change limitation with both the increase and decrease
>limitations being for the practical reason of usefulness. It perhaps needs
>to be noted that the values and situations under consideration at the moment
>extend from the considerably sub Planck to much larger than our visable
>cosmos.
>Self or external excitation of a suitably large area of unmodulated zero
>vacuum state or the interaction of premodulated states (photons) can produce
>structures like electrons or positrons etc but this needs modulation levels
>greater than >1Mev.
>Photons as wave packets are described in another page in this series.
>To return to a modulated state this can be sufficient to produce particles
>or at lower density levels for a given area can produce fields which to a
>large degree are precursors of particles. The main names and types of fields
>are gravity, electric, magnetic, electromagnetic, strong (Hadron
>interaction) and weak (Lepton interactions) and all are the produce of
>potential velocity/voltage differences combined in the case of strong,
>magnetic and electromagnetic with resonance and rotation, this does not mean
>that gravity and weak fields cannot contain elements of resonance and
>rotation but these two effects are not essential to there operation.
>Detailed operation of these fields are contained in other pages of this
>series.
>The main characteristic's of a modulated vacuum state are as described, its
>potential velocity/voltage differences, its tendency to try and equalise the
>vacuum state to the average for any given area unless in non interactive
>motion at the transition velocity c or other arranged condition and its
>ability to extend its effect over a large area of vacuum.
>Quantum entanglement is explained as a resonance between two event sets that
>connect over a distance and possible duration differences echoing the local
>effects from one to the other via the LVS.
>
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