| Patrick Ashley Meuser\-Bianca\ 2006-10-25, 4:20 pm |
| This may sound outlandish, but the a+b=-d equation works as the data, d is
subtracted into the amount, x as the components of the original epsilon
equation stand true.
PAL,
Patrick Ashley Meuser"-Bianca"
Cyberneticist
"Patrick Ashley Meuser"-Bianca"" <pmeuser@cogeco.ca> wrote in message
news:c0O%g.173081$sS1.64022@read1.cgocable.net...
> 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
> news:I5J%g.122198$ED.120333@read2.cgocable.net...
>
>
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