Propulsion Applied Electrogravitic Crystallography (Correction to Links)

***

It is in the Spirit of the Creator of the Universe and His New
Adam that I dedicate this work.

***

C Programming the Deltronic Arc "R" for Polarization
C of Similar Worldline Proportional Decompression
C Copyright (c) 2007 Frontier Programming Inc.
DOUBLE PRECISION CONST,DSQRT,RATIO,DABS
DOUBLE PRECISION FNM2,FNM1,FN
ROE=1.618
WRITE(*,*,ADVANCE='NO') 'Enter Initial Value for CONST: '
READ(*,*) CONST
C ************************************************************
C The Following Terms J,K,L are Selected From Quadratic
C Coefficients in the equation F(X)=JX**2+KX+L, and are
C Meant For Initially Centering and Sizing the Deltronic
C arc for R1. A and B Represent the Observation Interval.
C ************************************************************
INTEGER :: I, J, K, L, A, B
WRITE(*,*,ADVANCE='NO') 'Enter I value: '
READ(*,*) I
WRITE(*,*,ADVANCE='NO') 'Enter J value: '
READ(*,*) J
WRITE(*,*,ADVANCE='NO') 'Enter K value: '
READ(*,*) K
WRITE(*,*,ADVANCE='NO') 'Enter L value: '
READ(*,*) L
WRITE(*,*,ADVANCE='NO') 'Enter A value: '
READ(*,*) A
WRITE(*,*,ADVANCE='NO') 'Enter B value: '
READ(*,*) B
NEWB=B
OLDB=B
Z1=0
Z2=0
15 NEWB=ABS(OLDB-Z1)
17 NEWB=ABS(OLDB-Z2)
C=NEWB-A
IF (C.GT.1)PRINT 555,CR
IF (C.LT.1)PRINT 777,CR
Z1=NEWB-(ROE-1)*(NEWB-A)
Z2=A+(ROE-1)*(NEWB-A)
22 PRINT,CR,111,CR,Z1,CR,222,CR,Z2
GZ1=J*Z1**2-(B*Z1)-SQRT(C**2)
GZ2=J*Z2**2-(B*Z2)-SQRT(C**2)
IF ((GZ1-GZ2).LT.0)PRINT 333,CR,Z1,CR
IF ((GZ2-GZ1).LT.0)PRINT 444,CR,Z2,CR
333 FORMAT('INTERVAL ELIMINATED: X IS LESS THAN')
GO TO 15
444 FORMAT('INTERVAL ELIMINATED: X IS GREATER THAN')
GO TO 17
555 FORMAT('(B - A) REMAINING')
GO TO 22
777 FORMAT('OPTIMIZATION COMPLETE FOR (B - A)')
2 CONST=CONST(1.DO+DSQRT(5.DO))/2.DO
PRINT,CONST
N=3
FNM2=1.DO
FNM1=1.DO
3 FN=FNM1+FNM2
RATIO=FN/FNM1
IF(DABS(CONST-RATIO).LT.1.D-15)GO TO 6
FNM2=FNM1
FNM1=FN
N=N+1
GO TO 3
6 S=N**(2/3.1415926535897932)
R1=S**(0.25/2(3.1415926535897932))
7 P=0.00
PRINT,99,CR,R1
DO 8,Q=1,12,1
P(Q)=P+0.50
R(Q)=R1**(0.25+P(Q))/2(3.1415926535897932))
8 PRINT,CR,R(Q)
T2=S**(0.50/2(3.1415926535897932))
V=0.00
PRINT 100,CR,CR,T2
DO 11,Q=1,12,1
V(Q)=V+0.50
W(Q)=T2**(0.25+V(Q))/2(3.1415926535897932))
11 PRINT,CR,W(Q)
99 FORMAT('Even Indexed R for Horizontal Polarizations')
100 FORMAT('Odd Indexed R for Vertical Polarizations')
111 FORMAT('INITIAL PILOT LENGTH')
222 FORMAT('INVERTED PILOT LENGTH')
STOP
END

This program optimizes the LCF's for pulse driving
the magnetofluxgate (tube and disk) by calculating
a measured value for the radius of decompression.

THEORY

For every LCF, there is a corresponding UCF (Upper
Common Frequency) that represents the exchange of
deltrons between interactive parallel world sheets, inter-
active self-same world sheets, and/or both interactive
parallel and self-same world sheets.

For a fringefield radius of 71.1 meters, there would need
to be a chain of harmonic resonant decompression
amounting to:

1(71.1)+ 0.6180339(71.1) +
[[0.6180339]**2](71.1) + [[0.6180339]**3](71.1) +
[[0.6180339]**4](71.1) + [[0.6180339]**5](71.1) +
[[0.6180339]**6](71.1) + [[0.6180339]**7](71.1) +
[[0.6180339]**8](71.1) + [[0.6180339]**9](71.1) +
[[0.6180339]**10](71.1) + [[0.6180339]**11](71.1) +
[[0.6180339]**12](71.1) + [[0.6180339]**13](71.1) +
[[0.6180339]**14](71.1) + [[0.6180339]**15](71.1) +
[[0.6180339]**16](71.1) + [[0.6180339]**17](71.1) +
[[0.6180339]**18](71.1) + [[0.6180339]**19](71.1) +
[[0.6180339]**20](71.1) + [[0.6180339]**21](71.1) +
[[0.6180339]**22](71.1) + [[0.6180339]**23](71.1) +
[[0.6180339]**24](71.1) + [[0.6180339]**25](71.1) +
[[0.6180339]**26](71.1) + [[0.6180339]**27](71.1) +
[[0.6180339]**28](71.1) + [[0.6180339]**29](71.1) +
[[0.6180339]**30](71.1) + [[0.6180339]**31](71.1) +
[[0.6180339]**32](71.1) + [[0.6180339]**33](71.1) +
[[0.6180339]**34](71.1) + [[0.6180339]**35](71.1) +
[[0.6180339]**36](71.1) + [[0.6180339]**37](71.1) +
[[0.6180339]**38](71.1) + [[0.6180339]**39](71.1) +
[[0.6180339]**40](71.1) + [[0.6180339]**41](71.1) +
[[0.6180339]**42](71.1) + [[0.6180339]**43](71.1) +
[[0.6180339]**44](71.1) + [[0.6180339]**45](71.1) +
[[0.6180339]**46](71.1) + [[0.6180339]**47](71.1) +
[[0.6180339]**48](71.1) + [[0.6180339]**49](71.1) +
[[0.6180339]**50](71.1) + [[0.6180339]**51](71.1) +
[[0.6180339]**52](71.1) + [[0.6180339]**53](71.1) +
[[0.6180339]**54](71.1) + [[0.6180339]**55](71.1) +
[[0.6180339]**56](71.1) + [[0.6180339]**57](71.1) +
[[0.6180339]**58](71.1) + [[0.6180339]**59](71.1) +
[[0.6180339]**60](71.1) + [[0.6180339]**61](71.1) +
[[0.6180339]**62](71.1) + [[0.6180339]**63](71.1) +
[[0.6180339]**64](71.1) + [[0.6180339]**65](71.1) +
[[0.6180339]**66](71.1) + [[0.6180339]**67](71.1) +
[[0.6180339]**68](71.1) + [[0.6180339]**69](71.1) +
[[0.6180339]**70](71.1) + [[0.6180339]**71](71.1) +
[[0.6180339]**72](71.1) + [[0.6180339]**73](71.1) +
[[0.6180339]**74](71.1) + [[0.6180339]**75](71.1) +
[[0.6180339]**76](71.1) + [[0.6180339]**77](71.1) +
[[0.6180339]**78](71.1) + [[0.6180339]**79](71.1) +
[[0.6180339]**80](71.1) + [[0.6180339]**81](71.1) +
[[0.6180339]**82](71.1) + [[0.6180339]**83](71.1) +
[[0.6180339]**84](71.1) + [[0.6180339]**85](71.1) +
[[0.6180339]**86](71.1) + [[0.6180339]**87](71.1) +
[[0.6180339]**88](71.1) + [[0.6180339]**89](71.1) +
[[0.6180339]**90](71.1) + [[0.6180339]**91](71.1) +
[[0.6180339]**92](71.1) + [[0.6180339]**93](71.1) +
[[0.6180339]**94](71.1) + [[0.6180339]**95](71.1) +
[[0.6180339]**96](71.1) + [[0.6180339]**97](71.1) +
[[0.6180339]**98](71.1) + [[0.6180339]**99](71.1) +
[[0.6180339]**100](71.1) + [[0.6180339]**101](71.1) +
[[0.6180339]**102](71.1) + [[0.6180339]**103](71.1) +
[[0.6180339]**104](71.1) + [[0.6180339]**105](71.1) +
[[0.6180339]**106](71.1) + [[0.6180339]**107](71.1) +
[[0.6180339]**108](71.1) + [[0.6180339]**109](71.1) +
[[0.6180339]**110](71.1) + [[0.6180339]**111](71.1) +
[[0.6180339]**112](71.1) + [[0.6180339]**113](71.1) +
[[0.6180339]**114](71.1) + [[0.6180339]**115](71.1) +
[[0.6180339]**116](71.1) + [[0.6180339]**117](71.1) +
[[0.6180339]**118](71.1) + [[0.6180339]**119](71.1) +
[[0.6180339]**120](71.1) + [[0.6180339]**121](71.1) +
[[0.6180339]**122](71.1) + [[0.6180339]**123](71.1) +
[[0.6180339]**124](71.1) + [[0.6180339]**125](71.1) +
[[0.6180339]**126](71.1) + [[0.6180339]**127](71.1) +
[[0.6180339]**128](71.1) + [[0.6180339]**129](71.1) +
[[0.6180339]**130](71.1) + [[0.6180339]**131](71.1) +
[[0.6180339]**132](71.1) + [[0.6180339]**133](71.1) +
[[0.6180339]**134](71.1) + [[0.6180339]**135](71.1) +
[[0.6180339]**136](71.1) + [[0.6180339]**137](71.1) +
[[0.6180339]**138](71.1) + [[0.6180339]**139](71.1) +
[[0.6180339]**140](71.1) + [[0.6180339]**141](71.1) +
[[0.6180339]**142](71.1) + [[0.6180339]**143](71.1) +
[[0.6180339]**144](71.1) + [[0.6180339]**145](71.1) +
[[0.6180339]**146](71.1) + [[0.6180339]**147](71.1) +
[[0.6180339]**148](71.1) + [[0.6180339]**149](71.1) +
[[0.6180339]**150](71.1) + [[0.6180339]**151](71.1) +
[[0.6180339]**152](71.1) + [[0.6180339]**153](71.1) +
[[0.6180339]**154](71.1) + [[0.6180339]**155](71.1) +
[[0.6180339]**156](71.1) + [[0.6180339]**157](71.1) +
[[0.6180339]**158](71.1) + [[0.6180339]**159](71.1) +
[[0.6180339]**160](71.1) + [[0.6180339]**161](71.1) +
[[0.6180339]**162](71.1)

158->162 is the phi harmonic power for deltron activity
for a Compton wavelength near 10**-32cm., with each deltron
diameter equalling each 0.3 radius of pulsed decompres-
sion, making the last 5 decompression intervals equal to:

[[0.6180339]**158](71.1) = 6.78910 x 10**-32 = Compton W.
[[0.6180339]**159](71.1) = 4.19590 x 10**-32 = Compton W.
[[0.6180339]**160](71.1) = 2.59320 x 10**-32 = Compton W.
[[0.6180339]**161](71.1) = 1.60270 x 10**-32 = Compton W.
[[0.6180339]**162](71.1) = 0.99052 x 10**-32 = Compton W.

For the corresponding deltron radius that would use the
(1.60270) pulse range, the deltron diameter would have to
be (0.3)(1.60270/2)=0.2400, which is just within the
Compton W. If we use 160, the (0.3)(2.59320/2)=0.3890,
which is still within the Compton W, but is closer to
the Compton W threshold. If we use 159, then
(0.3)(4.19590/2)=0.6294, which is even closer to the
Compton W. For 158, (0.3)(6.78910/2)=1.0184, which lies
just outside the Compton W.

Since the 0.6294 value is the one that is closest to the
threshold of the Compton W, while also being inside the
limit of 1.0000 x 10**-32, we will use this value as a
starting point for developing the harmonic pulse chain.
Thus there are a total of 159 + 1 orthogonal pulses @
their respective wavelengths and corresponding frequen-
cies, for a single hypertranslating deltron. Since del-
trons are unique for each individual point of conception
or birth date, the number of deltrons become unique for
the number of occupants being hypertranslated.

R = 71.1/
1 + [0.6180339] + ............................... 1.6180339
[[0.6180339]**2] + [[0.6180339]**3] +......... 0.6180
[[0.6180339]**4] + [[0.6180339]**5] +......... 0.2381
[[0.6180339]**6] + [[0.6180339]**7] +......... 0.0902
[[0.6180339]**8] + [[0.6180339]**9] +......... 0.0344
[[0.6180339]**10] + [[0.6180339]**11] +....... 0.0132
[[0.6180339]**12] + [[0.6180339]**13] +....... 0.0050
[[0.6180339]**14] + [[0.6180339]**15] +....... 0.0019
[[0.6180339]**16] + [[0.6180339]**17] +....... 0.0007
[[0.6180339]**18] + [[0.6180339]**19] +....... 0.0003
[[0.6180339]**20] + [[0.6180339]**21] +....... 0.0002
[[0.6180339]**22] + [[0.6180339]**23] +....... 0.0000
[[0.6180339]**24] + [[0.6180339]**25] +....... 0.0000
[[0.6180339]**26] + [[0.6180339]**27] +
[[0.6180339]**28] + [[0.6180339]**29] +
[[0.6180339]**30] + [[0.6180339]**31] +
[[0.6180339]**32] + [[0.6180339]**33] +
[[0.6180339]**34] + [[0.6180339]**35] +
[[0.6180339]**36] + [[0.6180339]**37] +
[[0.6180339]**38] + [[0.6180339]**39] +
[[0.6180339]**40] + [[0.6180339]**41] +
[[0.6180339]**42] + [[0.6180339]**43] +
[[0.6180339]**44] + [[0.6180339]**45] +
[[0.6180339]**46] + [[0.6180339]**47] +
[[0.6180339]**48] + [[0.6180339]**49] +
[[0.6180339]**50] + [[0.6180339]**51] +
[[0.6180339]**52] + [[0.6180339]**53] +
[[0.6180339]**54] + [[0.6180339]**55] +
[[0.6180339]**56] + [[0.6180339]**57] +
[[0.6180339]**58] + [[0.6180339]**59] +
[[0.6180339]**60] + [[0.6180339]**61] +
[[0.6180339]**62] + [[0.6180339]**63] +
[[0.6180339]**64] + [[0.6180339]**65] +
[[0.6180339]**66] + [[0.6180339]**67] +
[[0.6180339]**68] + [[0.6180339]**69] +
[[0.6180339]**70] + [[0.6180339]**71] +
[[0.6180339]**72] + [[0.6180339]**73] +
[[0.6180339]**74] + [[0.6180339]**75] +
[[0.6180339]**76] + [[0.6180339]**77] +
[[0.6180339]**78] + [[0.6180339]**79] +
[[0.6180339]**80] + [[0.6180339]**81] +
[[0.6180339]**82] + [[0.6180339]**83] +
[[0.6180339]**84] + [[0.6180339]**85] +
[[0.6180339]**86] + [[0.6180339]**87] +
[[0.6180339]**88] + [[0.6180339]**89] +
[[0.6180339]**90] + [[0.6180339]**91] +
[[0.6180339]**92] + [[0.6180339]**93] +
[[0.6180339]**94] + [[0.6180339]**95] +
[[0.6180339]**96] + [[0.6180339]**97] +
[[0.6180339]**98] + [[0.6180339]**99] +
[[0.6180339]**100] + [[0.6180339]**101] +
[[0.6180339]**102] + [[0.6180339]**103] +
[[0.6180339]**104] + [[0.6180339]**105] +
[[0.6180339]**106] + [[0.6180339]**107] +
[[0.6180339]**108] + [[0.6180339]**109] +
[[0.6180339]**110] + [[0.6180339]**111] +
[[0.6180339]**112] + [[0.6180339]**113] +
[[0.6180339]**114] + [[0.6180339]**115] +
[[0.6180339]**116] + [[0.6180339]**117] +
[[0.6180339]**118] + [[0.6180339]**119] +
[[0.6180339]**120] + [[0.6180339]**121] +
[[0.6180339]**122] + [[0.6180339]**123] +
[[0.6180339]**124] + [[0.6180339]**125] +
[[0.6180339]**126] + [[0.6180339]**127] +
[[0.6180339]**128] + [[0.6180339]**129] +
[[0.6180339]**130] + [[0.6180339]**131] +
[[0.6180339]**132] + [[0.6180339]**133] +
[[0.6180339]**134] + [[0.6180339]**135] +
[[0.6180339]**136] + [[0.6180339]**137] +
[[0.6180339]**138] + [[0.6180339]**139] +
[[0.6180339]**140] + [[0.6180339]**141] +
[[0.6180339]**142] + [[0.6180339]**143] +
[[0.6180339]**144] + [[0.6180339]**145] +
[[0.6180339]**146] + [[0.6180339]**147] +
[[0.6180339]**148] + [[0.6180339]**149] +
[[0.6180339]**150] + [[0.6180339]**151] +
[[0.6180339]**152] + [[0.6180339]**153] +
[[0.6180339]**154] + [[0.6180339]**155] +
[[0.6180339]**156] + [[0.6180339]**157] +
[[0.6180339]**158] + [[0.6180339]**159]
.......................................... 2.6180 (TOTAL)

or R = 27.157 meters beam radial length for a 71.1 meter
radius fringefield. This is a basic design parameter from
which to start from, however the beam radial length is
too large (27.157 meters!) for a spinning magnetofluxgate
We will have to reduce the size of the disk to within a
manageable design parameter. If we try 1/64 (harmonic)
of the original or: 0.015625(71.1) = 1.1109 m radius
fringefield -> /2.6180 = 0.4243 beam, this value repre-
sents a more manageable design parameter. The value for
CONST entered in the first part of the program is depen-
dent on common LCF theta shared between 'occupants', and
becomes activated as harmonic to the beam length. Theta
frequencies between 3->8 Hz. correspond to ELF wavelengths
of between 10,000 km. to around 50,000 km. The beam length,
0.4243 meters, is a harmonic of some ELF wavelength. Since
the most efficient trigger for human ELF waves are ELF
waves themselves, an ELF transmission of wavelength
42,430 km could be used so that the beam length of
0.4243 meters equals a 10**-5 harmonic for an angular
spin of "one" (=2*pi radians), so that (8)(4.243*10**-4)
is the unitary induced harmonic resonant value for CONST
(=33.9440 x 10**-4 cps). This value is still unresonant
with the local geodyne.

From research, for 2880 grid sectors of 2C minutes per

geodyne, where 2C is a geometric distance of minutes of arc,
The "2C" represents 2(144), where "144" represents a "life
force radius" of 144 feet, a speed of light harmonic, which
has been promoted to prevent the freezing and therefore
productivity of fruit bearing trees. The "144" is actually
a radius of the base of a right triangle centered on a
mast of galvanized pipe 32 feet high. Wires that run the
length of the diagonal over the horizontal and vertical
axes, connect to the vertical mast at a height of 29.515
feet, which being multiplied by 2, give 59.03, whose re-
cipricol is 1694, or a harmonic of gravity, mass, and
communication. (ref. Delands Magnetic Canopy).

2C(60 min/15 degrees)(180 degrees/pole)(2 poles/geodyne)
=2880 C minutes/geodyne, or 1440 (2C minutes)/geodyne
for the earth's entire spheroid grid. Each 2C minute di-
vision represents an in/out distance across one of the
spherical harmonic grid squares between plus/minus fields
of geodyne. A single magnetic polar grid square that iden-
tifies the difference between the harmonic of earth's mass
and the harmonic of light also as the square root of
earth's Minkowski 4-space, 695. By adding a "2" to 695,
making it "2695", the recipricol of the speed of light,
relates to 1/1439 (where the '1439' is the more exact cal-
culation of the aforementioned '144' with
1/1439 =.0006949), for which also the "1439" is the earth
mass harmonic (which is a more exact 143,888.1 minutes
of arc per geodyne second, or the speed of light), when
harmonically doubled, gives 287,776.20. Adding to this
number the recipricol of the square root of 287,776.20,
and multiplying 287,776.20 by 287,776.20**2, equals the
double harmonic of the speed of light recipricol, or
26953. Thus each "2C minutes" of geodyne is established
in harmonic resonance for all 1440 "sectors"
of the grid.

The earth mass harmonic, 143,888.1 minutes of arc per
geodyne second, when divided by 60 (minutes per 15 de-
grees), equals 35972.025 degrees, or 627.830284 pi radians.
In the FORTRAN Program, 2C minutes amount to
26.64594 pi radians, or 4.2408366 whole spins. Therefore,

(4.2408366)((33.9440 x 10**-4 cps) = .1439509 cps,
which is the harmonic resonance decompression frequency
related to the life force radius in the LOCAL geodyne.
This frequency must be correlated with the earth harmonic
resonance frequency, which is 627.830284/(2*pi)=99.922cps,
so that (.1439509 cps)(99.922 cps) = 14.38390 cps, which,
incidentally, very close to 2X Schumann resonance frequency.
This value represents the near and far field mutually
dependent harmonic resonant value for CONST in the above
program for the LOCAL geodyne. This CONST value for
the LOCAL geodyne represents a one second**2 area, or
4.638 km**2 of the earth's surface, or 1/86,400th (approx)
of the circumference (in arc length) for an instantaneous
diametric crossection of a decompressed monopole.

The internet has the capability for a localized mass LCF
enveloping for each plotted course in the local geodyne.
LCF's that trigger theta signal generation for both de-
parture and arrival locations are advance programmed
prior to translation through the local geodyne.

In order to implement THETA, we first 'container' a har-
monic: Since 1 second of arc = 1/15 second in real time,
and (pi)*D = (3.1415927)(12,756) = 40074.1564812 km.,
then (1/360)(1/240)(40074.1564812) = 4.638 km = 1 arc
second in earth distance. If we take, for instance,
463.8 km. as the transversable land mass between depar-
ture and arrival locations, then 100.00 arc seconds trans-
versal requires 100 programmed processes requiring
100 * (# of possible exchanges between occupants) =
# deltron exchanges, so for, e.g., 3 occupants,
(3*2*1)*100 = 600 deltron exchanges, requires a noise
background capable of cushioning 600 generated
*USARTS between local departure and arrival locations.

* Univeral Synchronous/Asynchronous Receiver/Transmitter.
The USART will perform the reception procedure and pro-
vide the data in parallel form and a Data Ready signal.
It will also accept data in parallel form, perform the
transmission procedure, and provide a Peripheral Ready
signal when it can handle more data. The "Ethernet"
being used for the remote signal reception and pro-
grammed transient noise filtered aetheric transmission.

The fluxgate modulator generates even harmonics (reso-
nances) to envelope the transport with a noise buffer.
The noise buffer can be programmed aetherically by meta-
programming with the attractors using allophonemics.
The attractors are spaced at 1/32 TONE frequencies on
both sides of the Schumann carrier, which varies from
point to point and time to time on the earth's surface.
The allophonemics are the key to unlocking deltronic
consciousness with Intermediate Frequencies by randomly
tweaking combinations of pink allophonemic pulses in
ratios of 1 part pink allophonemic: 3 parts pink noise
(22.0 Hz. + 40.0 Hz.) in the sidebands around the Inter-
mediate Frequency, until phase lock with the 'noise' is
accomplished. The pink allophonemic pulses consist of the
2 x 128 = 256 possible combinations of allophonemic pink
noise frequencies that are used to triangulate the phase
lock on the I.F. Allophonemic intonations (answers to
specific questions that are designed to mimic varying
types of behavioral response) are recorded for future
reference in the database IIR feedback (covered later),
and processed with pink noise before being synthesized
with the upper/lower sidebands. The result is a behavi-
orally ID'd gradient for each of the aforementioned 600
deltronic exchanges, requiring harmonic decompression
from a tuned-to-plus-and-minus-60-degree phased differen-
tial storage of selectable 1/16 tonal pink LRC noise net-
works (for 3 occupants). These are circuits that are used
to reprogram deltron consciousness during hypertransla-
tion through the earth's geodyne. Based on the speed of
the network, processing times are virtually instantane-
ous, meaning that the occupant(s) are unaware that repro-
gramming has occurred, at least for short (<2,000 km.),
line-of-sight distance-hops.

C**2 is a space time distortion, given C=SQRT[(B**2-A**2)]
These values of A, B, and C have nothing to do with those
mentioned in the above program - they represent Dirac
matrices. Notice that the value of "A" would have an ima-
ginary component (i) in the square root of velocity squared,
in order to make "C" positive. A covariance function is
required to solve for X, using some calculated values for
matrices A and B for different locations on the earth's
surface. This function may be stated simply as the rela-
tionship AX + XB = C, for average "ensemble" B, and
[A**T]*[X] + XA = C for instantaneous time T. What can
we say about the value of T? The pulse probe period of
oscillation defines either a harmonic or subharmonic of
the nuclear magneton's resonance frequency:

The bandwidth of operation depends upon the frequencies
of the Bi-II 7th shell electrons, which correspond to the
L_III,P_II,P_III shell(s) at 0.92413 angstroms at 13.4159
keV. The inelastic scattering threshold for resonance neu-
tron capture is 901 keV. Inelastic scattering means that
there is no recoil of the neutron; the pulse probe is pro-
grammable at a frequency and amplitude that is between the
values of neutron resonance capture (901 keV) and the neu-
tron separation energy (4604.635 keV). Above inelastic scat-
tering, which is above 901 keV, there is elastic scattering,
which involves the absorption (and emission) of virtual pho-
tons as electrons in order to replace the electrons that be-
come radiated as a result of the polarized pulse sequencing.
In addition to bandwidth, there are the ionization potentials
for Bismuth, which includes the wavenumber conversion of
1 eV = 8065.541 cm**-1 for the neutral atom to +6 ions in eV:
I=7.2856, II=16.69, III=25.56, IV=45.3, V=56.0, and VI=88.3.
Of course, the BI-II dipole includes twice the ions, and the
BI-IV quadrupole includes four times the ions. So when there
is ionic transfer, there is also absorption, and consequen-
tial emission of virtual photons taking place for each of
the ionic energy levels. Increasing a mass's "velocity" by
using resonant bombardment through the vacuum flux increas-
es its interaction rate with the virtual photon flux, caus-
ing time dilation (1/f), with accompanying stretched wave-
front on the local geodyne. The change of the interaction
rate with the virtual photon flux represents increase in
the masstime (or time dilation), increasing the overall
quadramagnetic synchronicity of the decompressing g-field.

Accepting that we can program the quadrupole probe frequency
according to the instantaneous decompression frequency of
the magnetic quadrupole, we have a value for instantaneous
time "T" in the above formula, that varies according to the
instantaneous geolocation (the 7 parts of gravity). A grav-
itational gradient of repulsion between the lines joining
the center of masses of the earth and source charge is rep-
resented by a spatial average, or r(x) line of potential
difference between neutral and charged states marked by the
radial boundary of the strong nuclear force (e.g., an ele-
vation above ground). The value for r(x), as well as each
one of A, B, and C in the above formula need to be identi-
fied theoretically with the covariance function that I have
given a few years ago:

http://server6.theimagehosting.com/image.php?img=eq1.ed9.JPG

Assuming that the probability current density function of a
process is P_I (x**n(t)), additional pole vector processes are
characterized by their joint current density functions. Using
control system theory, a statistical measure used to describe
the nth moment of a process is defined by equation 1 above.
The first moment, or n = 1, is the ensemble average for the
aforementioned AVERAGE current density B_AVERAGE, which
describes how the process behaves on the average. The second
moment, or n = 2, is the ensemble average squared, or the
mean square value, and is a measure of variability. Ensemble
averages are used in the covariance function. The covariance
function that is used in pole reduction subtracts out the
ensemble averages. It is defined by the following function:

http://images6.theimagehosting.com/eq2.jpg

where m_i is the ensemble average of x(t_i), and represents
an average of spherically symmetrical valence charges at
point x between times t1 and t2. One very interesting note
to make here is that as pole reductions increase, so does
the value of A in the above formula, creating the infamous
"Action at a distance" of *instantaneous* virtual photon
emission (and subsequent absorption), causing the
"imaginary" portion of charge, or mass, to be "exchanged"
at the same rate that virtual photons are emitted and
absorbed as electrons.

A mechanism has now been determined for how all partic-
les of matter are formed directly from the lattice space.
Proceeding one step further with the x value (e.g., the
interatomic distance for a FCC, or Face Centered Cubic
close packed atomic structure), we assume that r(x) is a
random function of x defined by a Gaussian probability dis-
tribution, and equate the average of r(x) over the LWF
(Long Wave Format) to the statistical average of all random
realizations (probabilities) of ionic current density:

http://images6.theimagehosting.com/eq3.jpg

For a representation of the gravimetric density of the r(x)
line between poles, an autocorrelation for random functions

http://images6.theimagehosting.com/eq4.jpg

is Fourier transformed into

http://images6.theimagehosting.com/eq5.jpg

where phi(k) represents the power density spectrum of the
random function. As can be seen in equation (4), the auto-
correlation is a spatial average of r(x)r(x'+x), which is
equal to the right side of equation (3). Now if we take
(P_r1, r2) [(roe_1), (roe_2) ; x] as the joint probability
that r(x)=roe_1 at any x and r(x) = roe_2 at a distance X
away from x, then the autocorrelation is given by:

http://images6.theimagehosting.com/eq6.jpg

We can relate the above susceptibility (X) in phi(X) to
the susceptibility for free octahedral ions in an external
gravimetric field due to Curie law, temperature independent
contribution, and diamagnetic contribution by examining
the atomic structure for multielectron atoms for electro-
static and magnetic spin orbit forces. Specifically, we
are interested in the interactions where the strong force
gravimetric, or P, is much greater than the sum of all
valence electrons, so that there is massive coupling
between state functions with similar angular momentum
quantum numbers but induced gravimetric perturbation
(resonance) for all (bosonic) spin state J particles.

A, B, and C are real matrices of dimensions m x m,
n x n, and m x n, respectively. Further, the range of
magnitudes for respective dilations can be included
into the Helmholtz equation for each oblative condition
(More on this later). A, B, and C are identified in or-
der to establish covariance under coordinate transform:
(alpha)**[(mue)(vue)] is an algebraic quantity in the
form of a Dirac matrix that defines the value of
(sigma)**[(mue)(vue)]. The components of this vector
are the four quantities are the instantaneous values
of C = 1; X = (sigma)_r; A = (sigma)_phi; and
B = (sigma)_theta. The (sigma)_i components are
represented as matrices:

1 = 1 0 , (sigma_r) = 0 1 , (sigma_phi) = 0 -i ,
0 1 1 0 i 0

and (sigma_theta) = 1 0
0 -1

Covariance is thus established for (sigma_r) that is
related to the above susceptibility "X"; A = (sigma_phi),
in circular coordinates, where 0 <= arctan(theta) <= pi),
(<= means less than or equal to) that is related to the
difference between each sequential instantaneous time
of nuclear decompression as a function of dilation
d(phi)/dt or delta phi; and B = (sigma_theta, in cylin-
drical coordinates, where also 0 <= arctan(theta) <= pi,
which is directly related to current density at each
instantaneous decompression frequency, as a function
of the quadrupole pulsed decompression sequence.

The shape of the Bi-IV nuclei implies that the nuclear
force is a non-central one, in fact, it must have the
shape of a prolate ellipsoid that is 50% longer than
it is wide (Rabi). This implies a non-central nuclear
force, which is also described by the sum of diagonal
elements that are symmetric with the quadrupole moment
tensor. The tensor character of these nuclear forces are
identically a second rank symmetric, vector, and scalar
that can be used to calculate the pulse programmed res-
onant field strength with the aforementioned value X,
WHILE INCREASING IT'S SUSCEPTIBILITY. The polar-
ization vector is parallel to the electric field when the di-
electric material polarizes isotropically, as in the cubic
crystal.

If we just look at the matrices and try to calculate the
value of C = AX + XB, we get: 1 = 1 + 1, which does not
make sense unless each of the USEABLE rotational fre-
quencies for disk and tube are taken into consideration.
These are defined as alternating half cycle harmonics of
each other, and plugged into the program that follows.
It is possible that nonsymmetries will overwrite the
values of A and B with real SCHUR forms and C with the
solution. Therefore, additional controls involving up to
seven other subroutines will overwrite either or all of
A, B, and/or C.

Thus for the range of oblateness, there are many values
of A for only one value of B, for each dilation of C.
There are also many other values of A for OTHER values
of B, for OTHER dilations of C. For a 1:1 mapping, this is
similar to the aforementioned AX + XB = C matrix equation,
with the exception that the "X" is now a right-handed and
left-handed attractor, each being diametrically orthogonal
in their similarity transformations.

SUBROUTINE EQUATN(A,U,M,NA,NU,B,V,N,NB,NV,C,NC,ASPE,
1EPSB,LIAR)
REAL
1A(NA,1),U(NU,1),B(NB,1),V(NV,1),C(NC,1),ASPE,BSPE,TEMP
INTEGER
1M,NA,NU,N,NB,NV,NC,LIAR,M1,MM1,N1,NM1,I,J,K
M1=M+1
MM1=M-1
N1=N+1
NM1=N-1
IF(ASPE.LT.0.)GO TO 35
DO 10 I=1,M
DO 10 J=1,M
TEMP=A(I,J)
A(I,J)=A(J,I)
A(J,I)=TEMP
10 CONTINUE
CALL ROCKON(A,M,NA)
CALL REVERSR(A,U,M,NA,NU)
IF(MM1.EQ.0)GO TO 25
DO 20 I=1,MM1
A(I+1,I)=A(I,M1)
20 CONTINUE
CALL SLEPIAN(A,U,M,NA,NU,ASPE,LIAR)
IF(LIAR.NE.0)RETURN
25 DO 30 I=1,M
DO 30 J=I,M
TEMP=A(I,J)
A(I,J)=A(J,I)
A(J,I)=TEMP
30 CONTINUE
35 IF(BSPE.LT.0.)GO TO 45
CALL ROCKON(B,N,NB)
CALL REVERSR(B,V,N,NB,NV)
IF(NM1.EQ.0)GO TO 45
DO 40 I=1,NM1
B(I+1,I)=B(I,N1)
40 CONTINUE
CALL SLEPIAN(B,V,N,NB,NV,BSPE,LIAR)
LIAR=-LIAR
IF(LIAR.NE.0)RETURN
45 DO 60 J=1,N
DO 50 I=1,M
A(I,M1)=0.
DO 50 K=1,M
A(I,M1)=A(I,M1)+U(K,I)*C(K,J)
50 CONTINUE
DO 60 I=1,M
C(I,J)=A(I,M1)
60 CONTINUE
DO 80 I=1,M
DO 70 J=1,N
B(N1,J)=0.
DO 70 K=1,N
B(N1,J)=B(N1,J)+C(I,K)*V(K,J)
70 CONTINUE
DO 80 J=1,N
C(I,J)=B(N1,J)
80 CONTINUE
CALL BOMBAT(A,B,C,M,NNA,NB,NC)
DO 100 J=1,N
DO 90 I=1,M
A(I,M1)=A(I,M1)+U(I,K)*C(K,J)
90 CONTINUE
DO 100 I=1,M
C(I,J)=A(I,M1)
100 CONTINUE
DO 120 I=1,M
DO 110 J=1,N
B(N1,J)=0.
DO 110 K=1,N
B(N1,J)=B(N1,J)+C(I,K)*V(J,K)
110 CONTINUE
DO 120 J=1,N
C(I,J)=B(N1,J)
120 CONTINUE
RETURN
END

The earth's "oblateness" does not vary significantly
for local translation, but for interstellar space,
further investigation reveals that any hypertranslative
distortion that propogates would require screening out
the SU(3) field from the U(1) and SU(2) fields.
Theory shows that the weak force that governs the SU(2)
symmetry between the electron and neutrino; it is the ba-
sis for outward/inward fractalization of the Schumann
Resonance system, drawing in deltronic activity from the
recipricol space reference frame for deltron programming.

When decompressing the valence nucleon within the relax-
ation parameter for the ions, the exchange mechanism pro-
vides a "series solution" for the covariant condition in
the second resonance mode. The second resonance mode
has attached to it a condition for resonance using pion ex-
change theory. A pion is a pi meson that has a mean life
of 28 ns and a mass about 270 times that of an electron.
It is the mode where the outermost neutron for a selected
dipole is in a resonant condition, where dipolar nucleons
are affected by beams of positively or negatively charged
electrons (e.g., the collision of a positron/antipositron
produces the W+ and W- bosons, in addition to the quark(+)
and quark(-) pair, along with a neutrino and pi meson:

e- e+ -> W- W+ -> q qbar µ_pi v

The path of frequency hops around the spectral edge fre-
quencies of deltron consciousness (i.e., 'container')
follow a pattern of converging auric cycloids, when applied
only to the gradients of Schumann resonance variables (as
opposed to divergence, that resides w/recognizable defects
in deltron (quon) resolution). To expand on an approach
that tends to resolve the issue of consciousness reso-
lution, scalar recursion offers a more practical approach
in that it involves parallel processing in hypergeometric
function using globally convergent eigenvalue assignments
to fractally map the path of frequency hops around the
zero point during hypertranslation. The zero point con-
sists of a zero time wave generator of 2 waves that are
approximately at 30Hz each, one of which is used to syn-
chronize the clock frequency while the other is used for
modulating a white noise generator. Human consciousness
follows the pattern of fractalized symmetry, in terms of
the sqrt(1/f) filtered output of pink noise. The theory
behind binaural beats is that if you apply slightly dif-
ferent 1/f sine waves to each ear, a aetheral synchronous
affect is created w/'pink noised' Theta waves. Converting
the amount of "space/time" through a 1/f pink noise filter
and using flash D/A converters, make the aetheric field
technology robust with most mini-computers, even FTL rel-
ativistic field rotations are possible using the output
logic of gallium arsenide. The disk/tube electro-current-
induction configuration focuses a controlled multi-planar
electromagnetic geometry into the surrounding 4-space.

How is it possible to map the boundaries of a defined range
of human consciousness when navigating hyperspace? A
closer look at the fractal nature of spacetime, using the in-
flation model of the Higgs field, shows that after the expan-
sion settled to a few hundred thousand years in time, a "scale
invariant lumpiness" that is "grainy" existed throughout the
cosmos. Consciousness is sort of a map of this graininess,
in terms of it being "equally jagged", no matter what the res-
olution of the observation. In terms of symmetry, the matter/
energy exchange can be represented as higher energy ex-
change between the cosmic ray wavelengths (10**-11 and
10**-13 cm) of boson "exchange", representing some sort
of "mirror matter" at work every time a boson gets ripped
from the spring that connects it to its partner - a virtual
copy appears out of the Dirac Sea to replace the original.
The frequency of oscillation for these "resonant" oscillations
come from neutrino pulses that communicate with zero point
energy levels all over Hyperspace in different multiverses. It
is baryonic matter that is able to generate cosmic background
Orgone radiation during the asymmetric creation of cosmo-
logical electrons.

In order to examine the hypermagnetic potentials of hyperon-
to-hyperon activity within the Bi209 atom, it must be under-
stood that maximum non-locality has a hypernuclear effect
on the hyperon-hyperon binding energy, meaning that there
is no information or data on scattering, which must then rely
on the most reliable information in terms of bosonic whole-spin
exchanges - a feature of the Bi209 atomic nucleii for the four
states of multi-strange systems: LL, XN, XL, and XX. Each of
these are modeled using singular meson exchange systems
with the SU(3) symmetry, in terms of the coupling constants,
which are the energy scattering constants of baryon-baryon-
meson phase transition potentials. These are electron-phonon
dimensionless quantities, usually represented by lambda, which
uses a "core vacancy" model that couples every pair of elec-
tronic states in the atom! Some specifications for the Bi209 di-
pole are listed at the following location:

http://server6.theimagehosting.com/image.php?img=Bi_dipole.jpg

Thus instead of diffraction, we have electron-phonon scattering,
given as a rate, or scattering time, t_t, and further characterised
by lambda, the electron-phonon coupling constant. For the
phonon/electron transition states, we have Hyperon mass levels
in MeV per phasor for Hyperon, Sigma**(+), Sigma**(0), and
Sigma**(-) that are in the 1000 MeV range. This range of elec-
tromagnetic activity is the plasma state of Bi209, for a range of
temperature and frequency states that obey Bose Einstein stat-
istics. The average number of phonons increases exponentially
with increasing temperature, but is inversely related to increasing
frequency, or w_k, where the subscript "k" is also the "k" in the
n_kth excitation state, also for a given energy E_k. In order to
obtain a value for the sum over all frequencies w_k, each specific
frequency mode n_k must be summed for the total vibrational
energy, or Sigma_k (E_k). Some of the scattering nuclear ampli-
tude (not electromagnetic) values for Hyperon activity are listed as
1115.684, 1189.37, 1192.55, and 1197.436 MeV, respectively.
For the magnetic vector's (coupling constant) / sqrt (4p) = 0.4447,
the direct and exchange contributions are given in eV for the
magnetic vector's (coupling constant) / sqrt (4p) = 0.3647, the
direct and exchange contributions, are also given in eV.
The direct and exchange mechanisms described above are re-
lated to temperature (r) and frequency (w) dependencies of
vibrational energy.

Light and strange baryon spectra calculated in a semirelativistic
framework demonstrates that the same short-range part of
Goldstone boson exchange also induces strong short-range re-
pulsion in the NN (Nucleon-Nucleon) system when the latter is
treated as "6Q" system. (The "6Q" represents a stable Color
Sextet Quark particle with mass m > 84 GeV). Positronium's high
level charge (in the TeV ranges) represent the lowest dimen-
sional level interactions with four Fermions, particularly the
[Hyperon**(-)]_LL(eeqq) and [Hyperon**(+)]_LL(eeqq), where
the (ee) represents the (ortho-) and (para-) parts of positronium,
depending upon the (+) or (-) charge. The hyperon may be re-
garded as a square root of 2 pion, or sqrt(2)p particle,
(with g**2/4(pi) = 1) in the Hyperon Interaction Lagrangian:

http://server6.theimagehosting.com/image.php?img=lagrangian.JPG

Thus all the main ingredients of the NN interaction are implied
by the chiral constituent quark model since the long- and inter-
mediate- range attraction appears due to pion and correlated
two-pion exchanges between quarks belonging to "different
nucleons", i.e. applied to diamagnetic Bismuth, or Bi II. Thus
a stable dibaryon relationship can be manufactured for short
term Bi II diamagnetism for the long wave format distribution.

The frequency applied depends upon the electron scattering
time, not to be confused with umklapp scattering, which is pro-
portionally dependent upon + wave number (phase transition)
and the square of the phonon amplitude, for the hyperon ex-
changes. Short wavelength phonons contribute to the non-zero
structure of vibrational spectra only for the longitudinal modes
of the Bi209 (face centered cubic), so that charge q differs
from the lattice wave number, for phonon-electron interaction.
Thus the electromagnetic potential increases or decreases ac-
cording to the local time dialation in the crystal. The wave
number and temperature dependence for the Bi209 valence
electrons cause augmentation of the coupling constant of the
Bi209 lattice, for the face centered cubic (FCC), or diamond
shape crystal. How the electron scattering time and umklapp
scattering processes relate to each other depends upon the
phonon-electron interaction in the Bi209 dielectric crystal,
and how the response time is of the same order of magnitude
as the relaxation time (using the Umklapp process, which
defines the characteristic or "relaxation" time for momentum,
that marks the start point of non-conservation in phonon
collisions, for the chosen grain boundary. In this case it is
the face centered cubic, or diamond lattice).

http://server6.theimagehosting.com/image.php?img=s-portal.JPG

The formulation of atomic bond orbitals for crystalline structures
that characterizes the total scattering crossection and absorption
crossection for the Bi209 FCC crystal is constructed using the
wave number q +- Q for the incident or scattered photon. In this
instance, a spherically symmetric potential V(r) is identified for
scattering thermal positrons with phase-shifted asymptotic be-
havior using the partial wave analysis for the atomic states
of Bi209. The spherically symmetric square well (attractive)
potential between an isolated beam of positrons and the Bi
nucleus induces an beta absorption of electrons, which dra-
matically increases the relaxation time, total scattering cros-
section, and absorption crossection.

The binding energy per Nucleon for the outermost ground state
affects the Nuclear Gravitational Constant in such a way that is
treated as an "impurity" that affects the Gaussian Magnetic Field
relativistically, along with a host of other terms that are used in
relativistic units, such as the longitudinal, transverse and off-
diagonal conductivities, special relativity parameters, density
parameters, transport coefficients, and the electron screening
wave number. These terms need to be defined and discussed,
as well as the implementation of the TR209 Program that calcu-
lates the transport coefficients for specific ionic mass levels
of charge and density, w.r.t. ion sphere radius, charge, coup-
ling parameters, response time, relaxation time, Umklapp
process, and thermal conductivity.

The SU(4) symmetry can thus be implemented for the dipole
representation of bosonic whole spin exchanges with the two-
fold degenerate rotation group for the cubic symmetric field.
Symmetries of the crystal structure of the cube for the Bi-II
crystal have representations and characters based upon
various symmetrical configurations the atoms take while being
exposed to fractal pulse polarized positronium. The config-
uration contains 24 elements in five classes, all isomorphic to
the SU(4) symmetry. Each of these classes have specified
rotations in radians for each x, y, and z axes. For the BCC
cubic structure, the class C3 is used, which consists of rota-
tions through + 2p/3 radians about each of the four axes (that
radiate in the diamond like structure to one of the sides of the
cube). Further, there are characters that correspond to the
rotations involving a trace for the particular + 2p/3 matrix,
which uses an Lth (Lorentzian) representation in a dimen-
sional transformation to arrive at the condition for bosonic
whole spin exchanges: The condition where the Lorentz group
representation, L=2, implies an irreducible representation of
symmetry contained within a reducible representation.

Individual consciousness are maps of original, mirrored
maps. Pade convergence theory becomes the basis for
mapping consciousness. FRACTAL ENGINEERS ARE
MORE CONCERNED WITH SPECIFICALLY SHARED
OUTPUT THAN CONTROLLED SYSTEM BEHAVIOR:
HUMANS ARE NOT ACTION/REACTION MACHINES,
BUT **ENGINES** OF FRACTAL CONSCIOUSNESS:

Pade convergence regions are bordered by strange attrac-
tors (sidelobes, basins), or fractalized boundaries in leaflike
intervals, the thickness of the interval being determined
by the degrees of numerator and denominator for all real
primes in the Fibonacci sequence. As the resolution increases
towards the golden ratio, so does the spectral diversity of
the components reveal themselves in self-similar fashion:
The Julia sets are sidelobe representations of each quadratic
phase transform in the power series. There are power series
expansions that use higher order matrices as the phase res-
olution increases towards the golden ratio, e.g.,
1 + (377 / 610) is a power series of k & m, with the 'k' num-
erator equaling a power series expansion into 377 terms, and
the 'm' denominator equaling a power series expansion into
610 terms! The expression that calculates the power series
expansion obtains a region of convergence using long division
in order to calculate the longwave format (that includes the
infinite succession of golden ratio sequences). The attractor
basins seem to get larger or sharper with either (1) increased
gain or (2) improved sensitivity. The borders of the basins
represent the hypergeometric limits to the quaternion summa-
tions and divisions of Julia fractals: they define the instan-
taneous limits of the summations of the spectral edge power
series of quaternions used to define each numerator and de-
nominator in the golden ratio sequence. It is along the bor-
ders of both basin lobes that both the lower and upper side-
bands for either gain or sensitivity is established. Borders
are the Lambert W's fractalized boundaries in terms of the
preferred BRANCH CUTS (-1-I, +1+I) on real values of z in
W(z*e**z) = W, that the Lambert W is created inversely, that
is (-oo,-1/e), where -oo = minus infinity. The result being
z=W(w) with w in (-oo,-1/e], where "z" becomes a REFLECTOR
of the definition of "W" itself! When W ranges from
(-oo,-1/e), the value of "z" ranges from [0,pi]. When "z"
ranges from [Pi, 2*Pi], the "image" of (-oo,-1/e), or
(+oo,+1/e) results, being "W". The representation of values
for radii of decompression in "z" become -r*cot(r)+r*I, where
the value of "r" represents the instantaneous radius of
decompression range from 0 to 2(pi) for both positive and
negative FRACTAL ATTRACTOR basins. The Lambert "W"
becomes the theoretically based "driver" for establishing
the convergence of deltron consciousness WITHIN the
basins of ATTRACTORS that are generated by the decom-
pressing quadrupole when:

Real(z)>-Im(z)*cot(Im(z)) & |Im(z)|<Pi, then W(z*e**z)=z.

This function expressed by a power series converges inside
and on the boundary but is not external to, and through the
power series expansion, the analytic function is expres-
sed by continued fractions having fractal regions of con-
vergence.

Multiplying memory span by mental speed (bits processed per
unit time) and using the entropy formula for bosons, we ob-
tain similar results. If we understand span as the quantum
number n of a harmonic oscillator, we obtain this result
from an EEG. The metric of brain waves can always be
understood as a superposition of n harmonics times 2 (phi),
where half of the fundamental is the golden mean
phi = (1.618) as the point of resonance. Such wave packets
scaled in powers of the golden mean have to be under-
stood as numbers with directions, where bifurcations occur
at edges of chaos, i.e. 2(phi) = 3+(phi_m)**3, where the
value of "phi_m" is a fraction of "phi". 95% of the brain's
power spectrum is contained within these spectral edge
frequencies, and it is this power spectrum which hyper-
translates tachyonically that we are dealing with. Think
of PHI in the aforementioned expression for the dilation
function (d(phi)/dt or delta phi) as it relates to these
metrics in terms of (1/F)df * (# cycles/angstrom) = sec-
onds per angstrom (geodyne), and there are distinct
patterns of THETA being absorbed and reprocessed as a re-
sult of the gravimetric field effect through the decom-
pression of nuclear magnetic resonance that is induced
through the quadrupole pulsed positronium laser.

Using signal analysis, we can state that there is a trans-
fer function consisting of an input signal, or controller,
which we define by the quadrupole pulsed positronium pulse
beam, an actuator, which we may designate as being the
susceptibility (X), and the plant (process), for which we
may designate as being the rate of fringfield decompres-
sion, or (1/F)df * (# cycles/angstrom) = seconds per ang-
strom (geodyne). The overall transfer function is given by
G(s) = output kinetic / input kinetic = G_1(s)G_2(s)G_3(s)
where each individual transfer function is represented as
a ratio of polynomials or rational function in s, where s
is a complex frequency represented as G(s) =

K [(s-z_1)(s-z_2)...(s-z_m) / (s-p_1)(s-p_2)...(s-p_m)]

where "K" represents some ratio of pole-to-zero decom-
pression over time, or d(phi)/dt, given, i.e., a pulse-
programmed sequence of decompression for navigation, and
where the subscripts p and z correspond to poles and zeros
that are defined by the ranges of values for the fractal-
ized basins on both sides of the imaginary axis (zeros),
and where the basins intersect the axis (poles). Each one
of the (s's) in the above expression might represent either
a zero state difference equation or a pole state difference
equation, e.g., (s-z_1) might represent the following:

y_(k+3) + (0.3)y_(k+2) - y_(k+1) = 5x_(k+1) + x_k.

Representing a zero state difference equation that trans-
forms into the frequency domain equation:

(z**3 + 0.3z**2 - z - 0.05)Y(z) = (5z + 1)X(z), then
solving for Y(z), we get:

Y(z) = (5z+1) / (z**3 + 0.3z**2 - z - 0.05)

Partial fraction expansion can be used to find the output
y_k, in terms of the inputs x_k, for each of the zero and/
or 2 pole states. Consciousness can be mapped according
to one of the 3 rational functions in "s".

The zeros represent the set of frequencies at which the
transfer function approaches zero, and the poles repre-
sent the set of frequencies at which the transfer func-
tion "blows up". As long as there are NO COMMON
FACTORS among numerator and denominator, the numer-
ator roots are finite zeros, and the denominator roots are
finite poles. Since the Laplace transform of a signal is
not a rational function of s, or complex frequency, we
can define the aforementioned variable z as z = e**st,
where the value [W(z*e**z) = W] becomes redefined as a
frequency domain "tower of power" for the Lambert W,
when all s-transfer functions of W converge to

[e**(t_k/e**t_k)]**[e**(t_k/e**t_k)]**[e**(t_k/e**t_k)]...

= e**t_k. This is the basis for having an "attractor" in signal
analysis, i.e., all values for f(z) < 1 are when | t | < 1.
There is some truth to "death swallowed up in victory"
when any prime wavelength subsumed by all attractors
becomes the output for pulsing the fringefield. If we ex-
amine the value of t in t_k=e**(2*k*Pi/n*i) as a complex n-th
root of unity, with k in {0,1,2,...n-1}, the fixed point condition
of "t" during resonance |f'(c_0)|<1, where

|f'(c_0)| =| t * e**(-t) * e**(Log(c)) * e**t | =

| t*e**(-t) * e**t *e**(-t) * e**t | = | t*e**(-t) * e**t | = | t | <
1.

FAILS BADLY WITH THE FIXED POINT CONDITION t**n = 1.
In fact, we have a DOUBLE-BULB FRACTAL where t**n = 1
concerning the periphery of the bulb, where the "n" roots of
unity are mapped by h(z)=e**(z*e**-z), where -1 maps onto
(1/e)**e and +1 maps onto e**(1/e), thus defining the range
of values for the double bulb. The double bulb mapping im-
plies that the fixed points e**t_k of the functions
f_k (z) are unstable, where f_k(z)=c_k(z)=e**(t_k/e**t_k),
i.e., e**(t_k/e**t_k) =

(cos(z) + (cos(2*k*Pi/n) + i*sin(2*k*Pi/n)) / (sin(2*k*Pi/n) +
i*cos(2*k*Pi/n)), where t_k = e**(2*k*Pi/n*i) and
k is the aforementioned fixed point condition {0,1,2,...n-1}.
This instability represents a bifurcation in the fractal
basin at the edge of chaos, where there might be an infinite
concentration of "zeros", depending, of course, on the
VARIABILITY OF GAIN AND/OR RESOLUTION with the
spectral emissives. This is the area of the complex plane in-
side the bulb, where the infinite exponential tower +oo(Z)
converges. If one were able to include the values of t <= 1
and take into account the fact that there are "branch cuts"
(which are not really "cuts" insofar as pluri-subharmonics
are concerned, but continuous time/reverse-time domains),
then the "tower" shape of a 3-D helicoid represents the
"torus screw", or more appropriately "spin" in "torus screw"
(spin) theory, and the value of "t=1 or -1" represents a single
"turn of the screw" spaced at Planck lengths,
or 0.5 x 10**-43 sec.

What about reversed time? Several diagrams in some of the
ARRL books for Radio Amateurs (Spread Spectrum Communi-
cations Theory) show the "zero frequency", DC, as being
CENTERED between the upper and lower sidebands, ergo
negative frequency being the recipricol of time, -f=1/-t, for
TIME REVERSAL below 0 Hz.

The mathematics of phase conjugate waves uses theory of
reflection. Some elementary functions f(z) possess
f(-z)=-[f(z)], and others do not. Examples of those that *do* are
the functions z, (z**2)+1, e**z, and sin(z). When z is replaced
by its conjugate, the values of each of these functions changes
to the conjugate of the original value. The function e**z is the
one type of reflective phase conjugate wave that we have been
referencing in terms of its sin and cosine components.
Moving one step further, we can expand (z**2)+1 into
(z_n + i_n)(z_n - i_n), making i_n the value of bridging discrete
levels of charge for each value of "n" in a decompression se-
quence, w/ "z" representing the magnitude of the phase con-
jugated scalar. More on this at a later time.

For visualizing a reverse wave, a true mathematical rep-
resentation of this would be not as a SPATIAL represent-
tation of photon/mass absorption and emission mechanism -
but SPATIOTEMPORAL, in the form of the aforementioned
*imaginary number* on the y-axis, representing the "nega-
tive frequency", or "lower sideband" DC carrier wave. An
example of this is the holomorphic differential, w, being
the total differential of a holomorphic function in a
*neighbourhood of each point of a mappable surface S*, in
this case being a Riemann surface of genus 2 (e.g., torus)
where w = f(dz), dz=dx+i(dy), and f is a holomorphic func-
tion in z. The SU(1) Kahler invariant form (Schlichenmaier),

w = [2i/(1 - [(z)(z_bar)]**2]d(z)d(z_bar)

represents a Riemann surface M taken as *quotient space*,
meaning that the M space is the result of two surfaces
that are being divided from one another, with the condition,
z, as an element of the Riemann sphere, |z| < 1/G

with "G" representing a Fuchsian subgroup (upper half plane
resulting in the hyperbolic function of a projective
special linear group. The linear group is isomorphic to the
group of all orientation-preserving isometries within the
boundaries of the hyperbolic function).

A linear fractional transformation defined by a matrix from
PSL(2,C), the projective linear group, will preserve the
Riemann sphere, but will send the upper-half plane H to
some open disk named "delta". Such a transformation will
send a discrete subgroup of PSL(2,R), real numbers, to a
discrete subgroup of the Riemann sphere, PSL(2,C),
preserving "delta". (Fuchsian subgroup)

Deltronic translations for the discrete subgroup PSL(2,R)
include tori, producing worldlines for tachyonic systems
and Witten "bubble of nothing" decays. (Silverstein).

In a genus-2 Riemann surface, there are 2**2g spin struc-
tures, corresponding, roughly speaking, to the assignment
of periodic or antiperiodic boundary conditions for the
Fermions along each generator of the Homology group
H_1(sigma). These spin structures are classified into two
groups; a spin structure is even if the number of zero
modes of the chiral Dirac operator is even and it is odd
otherwise. In the case of the torus, for example, we have
four spin structures, corresponding to (P,P),(P,A),(A,P),
and (A,A), with P(A) indicating periodic (antiperiodic)
boundary conditions along the homology basis (a,b). With
the flat metric on the torus, we can see that (P,P) is the
only odd spin structure. The other three are even. (ref.
String Theory and Quantum Gravity, L. Alvarez-Gaume' and
M. A. Vdzquez-Mozo)

As the understanding goes, the odd spin structure (P,P)
is the only structure with gauge bosonic activity between
multiverses. Likewise, the same tori structure represents
the electron: the rotational structure for the inertial
mass that includes gravitons acting on a toroidal energy
flux is a favorite representation in the "torus of time"
scenario. The torus is a genus 2 "mappable surface" that
uses "holomorphic functions" such as the SU(1) Kahler metric
(invariant). These systems describe a microcosm of the "grav-
ity wave phenomenon presently being studied.

Albert C. Crehore published "New Electrodynamics" in 1950.
In this book he described how the motion of protons in the
nucleus would produce gravitational field effects. Gravit-
ational field effects such as counter-bary are used in
the mainstream effort to develop non-aerodynamic non-rocket
flight systems that usually referred to as "anti-gravita-
tional". By making use of the Crehore Paradigm it is pos-
sible to derive a method of producing counter-bary. It's
most likely Crehore had no knowledge of Brown's 1928 British
patent for a gravitator device that would have been a macro-
scopic analog of a Crehore atom. (See ref. quote)

Today, the counter-bary method can be represented mathema-
tically using an orthogonal pair (upper and lower Hessenburg)
matrices that represent left and right handed operators, or
"partner symmetries". Partner symmetries, or Lax pairs, are
used for obtaining non-invariant solutions of partial differ-
ential equations, using the Monge-Ampere equation that, for
control theory, governs the Kahler metrics of scalar wave
technology.

The relevant Monge Ampere equations have been described
for a non-linear plane of a moving threadline. The "threadline"
represents a serialized (thread) decompression (kinetic) rou-
tine for the rotating/counterrotating disk/tube arrangement
involving geometric and material non-linearities, i.e., shock
wave-fronts propogate at v>c for T=(1/-f), longitudinally, and
<,= c for T=(1/f), transversely. The interdependency for Lax
pairs allows, in principle, 3 of 4 longitudinal/transverse
pairs to be phase conjugate mirrors at a single pulsetime dur-
ing some pulse programmed, marched time series. Three out
of four mirrors are used because the fourth phase conjugate
wave is used as the pilot wave, and not "mirror" for the rest
of the single 4-step in the series, being the aforementioned
red-shifted and blue-shifted sum of shared space resonances
between the two negative intrinsic charge conjugation parity
photons of positronium and two other "dark" photons of posi-
tive intrinsic charge conjugation parity. The dispersion re-
lation (a.k.a. mass shell) w = 2*(pi)*(nue) = c|k| for far
field gravity waves is violated in the near field for freq-
uency "nue" and wave 3-vector k = p/h, where k = Newtonian
g-constant = 6.670*10**-8 dyn.cm**2/g, p = phasor (part of
phase space (p,iq), where p = momentum component of phasor
and iq = imaginary instantaneous charge component of phasor,
where p**2=m**2, which consists of one half of a 4-momentum
"p" that includes energy as part of its timelike component,
nue = wavelength, w = frequency = f, with 2nf = angular
(phased) w_ph, n = # rotations, h = Planck's constant, and
c = speed of light in vacuum.

Not only by programming the timing of the pulse probe, but by
programming the counter-baries with the counterrotating,
spiral shaped magnetic transmitter coils at their rotational
frequencies, an "off-resonance decompression" of the g-field
shock wave can be realized for both horizontal and vertical
decompressions. FTL propogation is measured by mapping the
region of time that becomes enclosed in the EMP area (total
space-time) using the formula t_map = R**(1/3) / (l_p)**(2/3)
where R = region radii and l_p = Planck length. Each clock
"tick" represents how distances are gauged by transmitting a
signal to the "fringe" and timing how long that signal takes
to arrive back to the receiver.

The level of precision for measuring clock "ticks" is limit-
ed to 10**-15 meters, therefore, at this point, the measuring
instruments are just on the verge of becoming a black "hole".
The tuned and polarized probe beam focused into the crystal-
ographic plane of polarization, and resultant g-field propo-
gation, gives a longitudinal & time polarized observable/
scalar wave-paired photon, on the fourth Minkowski axis,
between lattice points for each standing wave in the
crystal lattice. Resonance aether anti-gravitons are produced
when the probe beam "pumps" the polarized crystal of its
electron mass energy, creating a repulsive field effect, and
decompressing the resonance into the local EMF.

Gain and sensitivity are inversely related. Gain can also
be related to capacitance, since it is capacitance amplified
that produces signal strength. The limit of capacitance de-
pends upon the level of zero that is selected from the
Riemann horizon of primes. The higher the level of prime in
the imaginary direction, the greater the spectral resolution
(fidelity) of real number primes in the direction of the
real number axis. Four dimensional space stretches at a rate
proportional to the increase in spectral resolution. The
desired spectral resolution depends on how the noise buffer
becomes programmed aetherically (by metaprogramming
with the attractors using the aforementioned allophonemics).

The 3-axis coils pulse around the resonant frequency of the
resonate quadrupole, using the aetheric entrainment process
for each x, y, and z disk/tube USB, LSB, and carrier fre-
quency. As the standing wave increases in amplitude, the
rotating magnetic field induces a high intensity electro-
magnetic field around the craft for teleportation. The
phase between each disk/tube can be adjusted so that in-
duced magnetic field rotation surrounds the object.
This phasing of pulse sequences follows the pattern estab-
lished by pulsing (in the Fabonacci sequence) each of the
dipoles of disk/tube in order to produce a cross vector of
force, electromagnetic, and magnetic function for rotating
the magnetic field. A rotating dipole will torque the time
vector when the gravity cross vector function is added to
the pulsing sequence. The idea is to resonate each of the
disk/tube so that the periodic waves have a progressively
fixed distribution of the same frequency and wavelength.
The interference pattern(s) then become additive depending
upon the pulse sequence between the disk/tube. An induced
resonance creates the magnetic hypersphere, separating the
object from the current spacetime ***. Precaution should
be taken to insulate the object with an inner set of
Helmholtz coils in order to avoid bremsstrahlung. Helm-
holtz coils are designed to pick up fluctuations of the
electromagnetic field surrounding an individual. Heart-
beat causes these fluctuations and sensing electrodes can
see these fluctuations and filter out any outside noise
that becomes generated through the system. A filter bank
program that is designed specifically for this application
would be an IIR (Infinite Impulse Response) low-pass type
shaping type. The program inputs for DELTRON represent
the quadratic equation coefficients that approximate the
LCF's (and corresponding UCF's) of, for instance, a
3-group ALPHA and THETA consciousness map. For
months-long excursions into the solar system and beyond
at FTL velocities, all passengers require an interface of
recursive filtering shaped by the RECIPRICOL WHITE
GAUSSIAN NOISE MEAN in terms of the covariance
between passengers, to set up the four-space
for hypertranslation.

The disk/tube consists of an infinite possible number of
ghost particle projections based upon spectral resolution
of emissives. (involuted projections are made from the
highest possible predetermined zero on the Riemannian
ley line on the imaginary axis in order to determine the
highest subset of lightcones that have minimal distortion.
This is a self-limiting process). Spectral distortion
is minimized by an ever-sharpening razor (sliver) of
phase shifted spectral emissives. Magnetic field edge-
smoothing of these emissives is accomplished by modula-
ting the disk/tube with white noise.

********************************************************

MODULATING THE DISK/TUBE WITH WHITE NOISE

********************************************************

Seven is the number of perfection. God created the earth
in seven days. It takes seven years for every blood cell
in the human body to regenerate itself. The theomatic
value for the 144 Thousand (Revelation 14:1) is 144 x 7,
or the seventh harmonic of 144. Recall that the life force
radius is equal to 144. "Name of the holy child Jesus"
(Acts 4:30) is a multiple of 7, or 3108, or 444 x 7.
We have listed the seven parts of gravity elsewhere in
this thread. The seven places in Pennsylvania called
"seven" comprise the crown of the Eagle through which an
arrow pointed towards the seven sisters of the Pleiades
marks a corrected precessional axis. Gravity's frequency
signature is a spirally infolded ratio for both magnetic
and electronic (mass/light) in the bloodstream comprising
the ZERO TIME of collective mind/emotion, of those who
live, breathe, and move with the harmonic by the power of
the cosmic aetheral blood, and by whom through which have
the ability, through the cosmic aether, to react as a
phased recoagulant "in time" for the *self-centering of
an imprint in the hologram of the ONE mind in ZERO TIME.

The minimum number of colors that a torus can have, with-
out intersecting color regions touching each other, are
7 color regions, with 7*6*5*4*3*2*1 possible QCD magnetic
color forces being screened out between 10**-11 and
10**-13 cm (cosmic ray) wavelengths. The use of a port-
able wave compressor allows nanometer sized wavelengths
to be compressed into micro-nanometer. This corresponds to
a frequency of approximately 300 / # MHz = 10**-11 meters
-> 30,000,000,000,000 Hz, or 30 THz. White noise will
always act as the screen between real space and imaginary
space, as each of the three-quark triplet is non-relativ-
istic, and is represented by three separate charged elec-
tromagnetic frequency polarized gases (lasers) with com-
bined phase velocities that are pulsed when combined to
form a white interference pattern. The white interfer-
ence pattern can then be used to project the signal into
the field space.

Since the gravitational force constant (Newton's G) may
not be constant at molecular distances, other compact
dimensions (4,5,6) may hide the strength of the gravitational
force. At the tiny distances approaching the compact dimen-
sions, Newton's inverse-square law of gravity would replace
the spatial dimensions as follows:

For 4-d, one hidden dimension 1/R**3 replaces 1/R**2 for
5-d, two hidden dimensions 1/R**4 replaces 1/R**2 for 6-d,
and three hidden dimensions 1/R**5 replaces 1/R**2 for 7-d.
What is the difference, performance wise, between these
dimensions? 4-d hypervelocities represent earthbound
transport, 5-d hypervelocities represent spacebound trans-
port, and 6-d transport represents parallel spacebound
transport. All of these hypervelocities also represent the
additional uncompactifications between 1 and 3 hidden
dimensions, each an addition to the strength of probe pulse
gain with increasing resolution of polarization (crystal
integrity).

Electrons and positrons can be chosen as one of *two*
types of massbound particles (that also include protons
and antiprotons). The electron is preferred because the
rotational structure for the inertial mass that includes
gravitons acting on a toroidal energy flux - which is a
favorite representation in the "torus of time" scenario.
The torus consist of a color-coded genus 2 "mappable
surface" that uses "holomorphic functions" such as the
SU(1) Kahler metric (invariant). The aether therefore can
act as a crystal, assimilating the near-field lattice, in
which gravitons propogate along "edges" of the lattice at
over 400 times the speed of light.

The crystal energy exchange is electronic/positronic/
photonic. Additional transient photonic "standing waves"
are generated when the phase conjugate pumping of
"reflection waves" increase photonic emission, as well
as reabsorption, with a resulting increase in the mass
of the electron auger "fringefield".

The pulsing sequence requires a "relaxation time" for
the crystal to return to its normal state. This time
period is far greater than even a few hundred Terahertz
pulses in length. The absorbed and emitted auger
electron will depend upon extended Femtosecond
(10**-15 sec) pulsing (up to 1000 pulses in the THz
range of the probe beam so that ionic transfer occurs
for the neutral atom for up to +6 ions for the
single crystal.

***

"The American people need to break down the wall of
elite corporate and bureaucratic protectionism, of
both foreign and domestic energy market monopolization,
and through research and development of REVOLUTIONARY
ENERGY TECHNOLOGY, LEARN TO DISCERN WHO THE
REPROBATE MINDS *ARE* THAT WALK IN BLIND
LOCKSTEP to the marching orders of OILPACS, and
BEGIN TO OVERCOME AND TAKE BACK WHAT IS
RIGHTFULLY THEIRS."

- anonymous

DISCLAIMER

The supernatural element apart from consciousness is
wholly a faith based phenomenon. Any conceivable scientific
construct made by humans cannot bridge this gap with obser-
vational data. Fractal Engineering is only an approximation of
Deltron Consciousness in terms of predicting human behavior.

COPYRIGHT (2007) **SYGNET PUBLICATIONS**

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