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Author Re: Epsilon Equivalence
Patrick Ashley Meuser\-Bianca\

2006-10-25, 4:20 pm

The equations for the hyper-toroidal cylinder assemblage, noticed, is
slightly tempered by the ability to test for life and sentience. This means
that epsilon equivalence between super cold neutronium extracted from
black-holes exists, but is not addressed by any of the designs advance to
such note in fort night for cross-linear development in rational systems of
casual interplay as the deficiet analysis of a common state exists as the
formal parameters for a definite displacement in th cipher of such
contraptions that prove notable rights in the cyberspace of implants that
can cure much in the soil, but as for human brain chemistry, not anytime
soon unless there was a way to convert the fine constant of the
semi-conductors to support such assemblage in terms of its net divergence as
a closed system, and mutanegnic to the properties of the magneton plasma in
a sphere. It boils down to the fact that no useful energy is produced from
this device unless an addressable cybernetics exists, and is nominated for
inclusion by the Internet community as a wider array of protocols should
suffice. The toroid is constructed as a body whose points are defined in a
Hilbert space as follows:

i*f(a+g':a)+j*f(b+ga)+k*f(c+g'b)=sec(phi)/tan(theta)+delta^csc(g(d)) [1]

dg(2a)/df=dg(3a)/du dv/dx df(2a)/dx [2]

U=G r^2 dx/I [4]

X_1=U(1-2pi C)<=>X_2=I(1-sqrt(2pi L)) [5]

isin(phi)^2+jcos(-delta)^2=1 [6]

G(m(delta+1)+f(g'(x))/d^3)=R [7]

R->0; R<-1 => f(u)+g(x)+delta [8]

f'(delta)+g(phi)=log_2 L + tan(theta)C [9]

X_LC=1/1-sqrt(LC) [10]

X_phi=isin(a)+jcos(b)+kd-1 [11]

X_theta=-icos(u)+jsin(x)+kdelta [12]

mX_phi=2^X_theta+log_2 m [13]

X_LC=G(-kz^m_1+kz^-m_2)/r^2 [14]

X_1=F_2-F_1 [15]

X_2=F_2-F_1 [16]

l=X_2/X_1

Which proves transposition to normal energy. This permeates as the
conductivity of the toroid is given by unitary transform by the fine
constant:

P=1/(micro nu)^1/3+sqrt(1/micro nu) [17]

ddelta=alpha(micro-nu) [18]

This allows us to abstract any seed for a suitable source as the following
relationships also take place as to yield the ignition code for sodium oxide
over time:

iterate[n=x..m] alpha^m+ddelta_n [19]

sum[n=1..3] sum[m=1..16] f(n)g'(m)=iterate[m=0..R] alpha^m+phi_m+ddelta_n
[20]

R=||X_LC|| [21]

We should be able to find so much reactance in the inductance L, and
capacitace C, of x quantity of mass m, in bits delta, by the algular moments
of the rotation given by the following differential:

sum[t=0..m] f'(g(x)t)=dt [22]

Which is the sodium element 3 and oxygen element 16 table of elemental
values by which the following co-cycloid induction would hold the following
set by mangeton conduction for example:

R=|1..0,0..1,-1..1> (*) <0..n, -1..0, 0..1> => {Na, Eu, La, Ir, Fe, Co,
W,H^1, H^2, H^3, O}:n [23]

By:

X_LC=epsilon dt [24]


Gives us:

X_LC={Na, Eu, La, Ir, Fe, Co, W,H^1, H^2, H^3, O}:Rn^m / 1+t^2 [25]

R=not X_LC givens the assemblage to the third index starting from zero in
the range, Iridium which encases the toroid, as an equivalent number of bits
on the order of 10^-52 s for so many bits. Non-linearities exist. These
are assessed for translation by fusion in the toroid as the preceding
equation approaches the Ryderg constant or any other at signficant binary
resolution as the result of the above ket element where R is equal to the
spin and charge, s, and w of the neutron and proton charge of [25] offset in
time to the right assemblage:

R=G h-bar/c + (w+s)^-1 [26]

The toroid would pick up super gravimetric transmissions in a tachyon plasma
generated by the transposition of states of hydrogen for each neutron:

For-each n there-exist m such that:
interate[m=0..inifinity]=product[m=0..infinity] [27]

that(x)=dx/df du/dg + ndr/dd - g'(delta*m) [28]

f(x)::=Na [29]

f'(a):=La [30

g'(b)::=Eu [31]

g(u):=W [32]

g'(bu)= Co[33]

U(Ir+Fe)::=not 1/I or qd [34]

qU/X_LC = Gamma* epsilon [35]

X_LC/qI= u*epsilon [36]

X_1= mH^2 [37]

X_2=(x-m)He^3 [38]

X_3=Hg+n gradient^t v-bar [39]

Gamma* is the weight of an electron. U exist in the epsilon, let the grade
be u, as the rotation given by k in linear time as the universal key:

u_n=n pi*kz^m/sqrt(pi-3) [40]

epsilon==1/sqrt(pi-3), epsilon=xi [41]

DR^=(F_1+F_2)/(Ir-Fe) [42]

idx/dt_1+jdy/dt_2+kdz/dt_3+I=Rq_z^1/3 U/r^2+delta-x [43]

delta-x-delta<=dx [44]

l represents the irridium thickness, r the cylinder, d the distance of the
toroid, I the current in the separation, q the charge, m the mass, x the
amountI of materials, n the charge cycle of the rotation, u, of the width of
the toroid cross section U. I believe that this is what the media of
universal translation would predict as well, by Spinor-Hilbert translation.
http://groups.yahoo.com/group/cyberneticsNow

Patrick Ashley Meuser"-Bianca"
Cyberneticist

"Patrick Ashley Meuser"-Bianca"" <pmeuser@cogeco.ca> wrote in message
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> Prodigy: The Life, musicology. The reference was QTD on broadband.
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> "Patrick Ashley Meuser"-Bianca"" <pmeuser@cogeco.ca> wrote in message
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