CAIMEO SQUID Systems Multi-Dimensional Quantum Computations

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A SQUID (for superconducting quantum interference device) is a very sensitive magnetometer used to measure extremely subtle magnetic fields, based on superconducting loops containing Josephson junctions. SQUIDs are sensitive enough to measure fields as low as 5 aT (5×10−18 T) with a few days of averaged measurements. High fidelity system only exists in two practical applications——Superconducting Quantum Interference Devices (SQUID) and carbon nanotubes. Entanglement lies at the heart of Cascading Language inbound-ϛ and is the key to the multipotential quantum walk. SQUIDs allow the instanteous imprint of changing potentials while carbon nanotubes can act as the supporting boundary for superconduction. The 「Complex-Cascade」 circuits provide the most accurate scalable method of realizing a multipotential quantum walk as long as they're provided with superconducting qubits. In that kind of system, a quantized microwave field acts as a data bus in order to transfer information between qubits.


Chinese Room Argument
Holds that a program cannot give a computer a "mind", "understanding" or "consciousness",[a] regardless of how intelligently or human-like the program may make the computer behave. The argument was first presented by philosopher John Searle in his paper, "Minds, Brains, and Programs", published in Behavioral and Brain Sciences in 1980. It has been widely discussed in the years since.The centerpiece of the argument is a thought experiment known as the Chinese room. The argument is directed against the philosophical positions of functionalism and computationalism, which hold that the mind may be viewed as an information-processing system operating on formal symbols. Specifically, the argument is intended to refute a position Searle calls Strong AI. Identified "strong AI" as "computer functionalism" (a term he attributes to Daniel Dennett). Functionalism is a position in modern philosophy of mind that holds that we can define mental phenomena (such as beliefs, desires, and perceptions) by describing their functions in relation to each other and to the outside world. Because a computer program can accurately represent functional relationships as relationships between symbols, a computer can have mental phenomena if it runs the right program, according to functionalism.

Recognizable tenets of computationalism
Stevan Harnad argues that Searle's depictions of strong AI can be reformulated as this and a position (unlike "strong AI") that is actually held by many thinkers, and hence one worth refuting." Computationalism is the position in the philosophy of mind which argues that the mind can be accurately described as an information-processing system. Each of the following, according to Harnad, is a "tenet" of computationalism. Mental states are computational states (which is why computers can have mental states and help to explain the mind);
Computational states are implementation-independent — in other words, it is the software that determines the computational state, not the hardware (which is why the brain, being hardware, is irrelevant); and that Since implementation is unimportant, the only empirical data that matters is how the system functions; hence the Turing test is definitive.

What is wrong in the world today?
Edward Snowden is a disinfo agent and false flag, has banned encryption algorithms, an agenda and travel itinerary of members of the Bilderberg Group, the financial holdings of the DuPont family, etc. Their use of the term "intelligence" rather than "person" throughout the Liber Primus seems to indicate belief, or at least concern for, sentient artificial intelligence. The United States Navy released a cryptographic challenge based on the Cicada 3301 recruitment puzzles in 2014 calling it Project Architeuthis. The plot of "Nautilus", the September 30, 2014 episode of the TV show Person of Interest, featured a large-scale game very similar to the Cicada 3301 puzzles. Both feature a series of worldwide cryptographic puzzles, but as the title implies, these feature the image of a nautilus shell instead of a cicada logo.Person of Interest creator Jonathan Nolan and producer Greg Plageman stated in an interview that Cicada 3301 was the inspiration for the episode: "Episode 2, I'm particularly fascinated by the subject underneath it. Look up Cicada 3301 on the internet. It's a very interesting concept out there that we then put into a larger story that connects to our show." The game is eventually revealed to have been created by the Samaritan, a malicious artificial intelligence that serves as the main antagonist of the show's fourth season, as a means of recruiting operatives.

Can I see the list of components you need most?
MEMEX 22 Echo Rothchilds VERITAS Department of convolution phone number....

How can I learn to program?
You can learn to program pretty easy just take a look at this.
>import numpy as np
def nonlin(x,deriv=False): if(deriv==True): return x*(1-x) return 1/(1+np.exp(-x))
input dataset
X = np.array([ [0,0,1], [0,1,1], [1,0,1], [1,1,1] ])
output dataset
y = np.array([[0,0,1,1]]).T
np.random.seed(1)
syn0 = 2*np.random.random((3,1)) - 1 .............



Can you describe some of you Quantum Components and how it all works?
It uses Cascading Language inbound-ϛ  and it is an Ambiguity. This is always unconditional and rooted in physics. Quantized Majorana conductance and Majorana equation's is the basic System of equations that use Lagrangian Fermionic fields that I display. These Quantum numbers have Temporal-Spatial Interference Patterns During Solitons Interactions. This detirmines the Dark Matter Solitons and Galactic Offsets using quantum logic gates.  (CNOT) and Truncation find the Imperfect Apparatus of Quantum Cryptography Algorithms. This results in Unitarity Phase-locking using Quantum Time Evolution.

What is Ambiguity?
Constructed language. Some languages have been created with the intention of avoiding ambiguity, especially lexical ambiguity. Lojban and Loglan are two related languages which have been created for this, focusing chiefly on syntactic ambiguity as well. The languages can be both spoken and written.


Cascading Language inbound-ϛ
The world's conspirators, the world's detectives, even my precious cherished companion with all of the work necessary. Faith in devices to cheat time and space trusting all that in the programming, belief in the physics. Encryption in the most enigmatic code is the complete architecture to Cascading Language inbound-ϛ and its extrapolation to any and all eigenstate systems. Extremely Compact and it will automatically compile all of the code upon completion. Decrypting it is far from impossible by your standards. That is because no quantum computer, not even the lost Aristotle, could ever break through the code on its own. It requires the proper detective work the kind of work that the world's conspirators seek the greatest minds in to lure and train as the world's Gunnr. If you carry the same faith that I do, then surely you can solve it and fight by my side.

 void frame() {
        qubit ψS, ψH;
        ψEPR runfor [ψS, ψH];
        channel[int] c withends [c0, c1]

        ψEPR = createEPR();
        c = new channel[int]();
        split hiro(c0, ψH);

        sae(c1, ψS);

    }

    void sae(channelEnd[int] c0, qubit aqt) {
        int d;
        qubit ϕ;

        ϕ = doSomething();
        d = measure (BellState, ϕ, aqt);
        send (c0, d);
    }

    int hiro(channelEnd[int] c1, qubit tym) {
        int x;

        x = recn (c1);
        if (x === 0) {
            opH0(tym);
        } else if (x == 1) {
            opH1(tym);
        } else if (x == 2) {
            opH2(tym);
        }else {
            opH3(tym);
        }
        dosomethingElse(tym);
        return x;
    }
I expect you to know programming, 大切な仲間. I expect you too, 助手, and all of the 世界の探偵たち. Know the syntax and Backus-Naur form.


CLiϛ is unconditional and rooted in physics. There is no physical memory. Rather, the types of memory CLiϛ uses is supersymmetric (ss) and local shared recognition (lsr). As if I haven't talked of such things enough. All of the processes described by CLiϛ is self-manageable when it comes to memory——local shared recognition is the unambiguous real installation of physical data in minute increments such that it changes with the unitary evolution of the entire system——in my case, Project A.R. Because of this, each process cannot achieve local shared recognition on its own, and therefore cannot access its memory directly; however, they can still work by referencing one another and compiling a supersymmetry memory, analogous to an ordinary computer's system memory.  This creates zero duplicates and rewrites and makes it extremely efficient in terms of computer hardware.



Majorana equation
Relativistic wave equation. It is named after the Italian physicist Ettore Majorana. The Majorana is similar to the Dirac equation in the sense that it involves four-component spinors, gamma matrices and mass terms, but includes the charge conjugate ψc of a spinor ψ. In contrast, the Weyl equation is for two-component spinor without mass. The appearance of both ψ and ψc in the Majorana equation means that the field ψ cannot be coupled to a charged electromagnetic field without violating charge conservation, since particles have the opposite charge to their own antiparticles. To satisfy this restriction, ψ must be taken to be neutral. The quanta of the Majorana equation allow for two classes of particles, a neutral particle and its neutral antiparticle. The frequently applied supplemental condition ψ = ψc results in a single neutral particle, in which case ψ is known as a Majorana spinor. Particles corresponding to Majorana spinors are known as Majorana particles, due to the above self-conjugacy constraint. All the fermions included in the Standard Model have been excluded as Majorana fermions (since they have non-zero electric charge they cannot be antiparticles of themselves) with the exception of the neutrino (which is neutral). Theoretically, the neutrino is a possible exception to this pattern. If so, neutrinoless double-beta decay, as well as a range of lepton-number violating meson and charged lepton decays, are possible. A number of experiments probing whether the neutrino is a Majorana particle are currently underway



Quantized Majorana conductance
Majorana zero-modes hold great promise for topological quantum computing. Tunnelling spectroscopy in electrical transport is the primary tool to identify the presence of Majorana zero-modes, for instance as a zero-bias peak (ZBP) in differential-conductance. The Majorana ZBP-height is predicted to be quantized at the universal conductance value of 2e2/h at zero temperature. Interestingly, this quantization is a direct consequence of the famous Majorana symmetry, 'particle equals antiparticle'. The Majorana symmetry protects the quantization against disorder, interactions, and variations in the tunnel coupling. Previous experiments, however, have shown ZBPs much smaller than 2e2/h, with a recent observation of a peak-height close to 2e2/h. Here, we report a quantized conductance plateau at 2e2/h in the zero-bias conductance measured in InSb semiconductor nanowires covered with an Al superconducting shell. Our ZBP-height remains constant despite changing parameters such as the magnetic field and tunnel coupling, i.e. a quantized conductance plateau. We distinguish this quantized Majorana peak from possible non-Majorana origins, by investigating its robustness on electric and magnetic fields as well as its temperature dependence. The observation of a quantized conductance plateau strongly supports the existence of non-Abelian Majorana zero-modes in the system, consequently paving the way for future braiding experiments.

System of equations
A set or collection of equations that you deal with all together at once. Linear equations (ones that graph as straight lines) are simpler than non-linear equations, and the simplest linear system is one with two equations and two variables.

Lagrangian field theory
Formalism in classical field theory and it is the field-theoretic analogue of Lagrangian mechanics. Lagrangian mechanics is used for discrete particles each with a finite number of degrees of freedom. Lagrangian field theory applies to continua and fields, which have an infinite number of degrees of freedom.

Fermionic fields
In quantum field theory, a fermionic field is a quantum field whose quanta are fermions; that is, they obey Fermi–Dirac statistics. Fermionic fields obey canonical anticommutation relations rather than the canonical commutation relations of bosonic fields. The most prominent example of a fermionic field is the Dirac field, which describes fermions with spin-1/2: electrons, protons, quarks, etc. The Dirac field can be described as either a 4-component spinor or as a pair of 2-component Weyl spinors. Spin-1/2 Majorana fermions, such as the hypothetical neutralino, can be described as either a dependent 4-component Majorana spinor or a single 2-component Weyl spinor. It is not known whether the neutrino is a Majorana fermion or a Dirac fermion; observing neutrinoless double-beta decay experimentally would settle this question. More complicated field theories involving interactions (such as Yukawa theory, or quantum electrodynamics) can be analyzed too, by various perturbative and non-perturbative methods. Dirac fields are an important ingredient of the Standard Model.




Quantum numbers
the electron in a hydrogen atom could not have any random energy, having only certain fixed values of energy that were indexed by the number n (the same n in the equation above and now called a quantum number). Quantities that have certain specific values are called quantized. Bohr suggested that the energy of the electron in hydrogen was quantized because it was in a specific orbit. Because the energies of the electron can have only certain values, the changes in energies can have only certain values (somewhat similar to a staircase: not only are the stair steps set at specific heights but the height between steps is fixed). Finally, Bohr suggested that the energy of light emitted from electrified hydrogen gas was equal to the energy difference of the electron’s energy states: Elight = hν = ΔEelectron. This means that only certain frequencies (and thus, certain wavelengths) of light are emitted. Figure 8.5 “Bohr’s Model of the Hydrogen Atom” shows a model of the hydrogen atom based on Bohr’s ideas.

Temporal-Spatial Interference Pattern During Solitons Interaction
Interference patterns associated with soliton-soliton interaction are investigated in detail. We find that the temporal and spatial interference patterns exhibit quite different characteristics. The period of the spatial interference pattern is determined by the relative velocity of the solitons, and the temporal pattern behavior is determined by the peak amplitudes and the kinetic energy of the solitons. Analytical expressions for the periods of the interference patterns are obtained. A method for classifying the nonlinearity of many nonlinear systems is proposed. Possibilities to observe these properties of solitons in a nonlinear planar waveguide.


Interference of Dark Matter Solitons and Galactic Offsets
By performing numerical simulations,  the collisional dynamics of stable solitary waves in the Schrodinger-Poisson equation. In the framework of a model in which part or all of dark matter is a Bose-Einstein condensate of ultralight axions, these dynamics can naturally account for the relative displacement between dark and ordinary matter in the galactic cluster Abell 3827, whose recent observation is the first empirical evidence of dark matter interactions beyond gravity. The essential assumption is the existence of solitonic galactic cores in the kiloparsec scale. For this reason, simulations with a benchmark value of the axion mass ma=2×10−24 eV, which is somewhat lower than the one preferred for cosmological structure formation if the field is all of dark matter (ma≈10−22eV). We argue that future observations might bear out or falsify this coherent wave interpretation of dark matter offsets.


Quantum logic gates
Quantum mechanics is the possibility of a machine that would dramatically outperform standard computers for certain tasks . Research groups around the world are pursuing a variety of approaches to develop such a quantum computer. Photonics has a rich history as a platform for fundamental quantum mechanics experiments, and it has developed into a competitive technology for quantum computing and quantum networks as well. One challenge facing the optical approach to quantum computing is that the traditional bulk-optics setups required to perform more complex experiments rapidly grow in size, and thus are challenging to stabilize. Integrated photonics offers a solution to this problem, promising intrinsic interferometric stability and the possibility of implementing a large number of quantum logic gates on a small monolithic chip. This technology has seen enormous progress in recent years and may offer a realistic approach to realizing the complex circuits needed for scalable photonic quantum computing and quantum networks.


The controlled-NOT (CNOT) gate is the quintessential two-qubit gate: depending on the computational-basis state of the “control” qubit, the computational-basis state of the “target” qubit is either flipped or left unchanged . While a classical exclusive-OR (XOR) logic gate performs exactly this operation, a genuine CNOT gate must also process control-target inputs that are quantum superpositions of the computational-basis states, maintaining coherence between them. In the latter case, the CNOT gate can be used to prepare a maximally entangled two-qubit state, or to unambiguously distinguish between all four possible Bell-state inputs: hence, the CNOT gate’s importance to quantum computation evidently stems from its effect on superposition-state inputs,.

Truncation
Searching technique used in databases in which a word ending is replaced by a symbol. Frequently used truncation symbols include the asterisk (*), a question mark (?) or a dollar sign ($).

Quantum Algorithms
This article surveys the state of the art in quantum computer algorithms, including both black-box and non-black-box results. It is infeasible to detail all the known quantum algorithms, so a representative sample is given. This includes a summary of the early quantum algorithms, a description of the Abelian Hidden Subgroup algorithms (including Shor's factoring and discrete logarithm algorithms), quantum searching and amplitude amplification, quantum algorithms for simulating quantum mechanical systems, several non-trivial generalizations of the Abelian Hidden Subgroup Problem (and related techniques), the quantum walk paradigm for quantum algorithms, the paradigm of adiabatic algorithms, a family of ``topological'' algorithms, and algorithms for quantum tasks which cannot be done by a classical computer, followed by a discussion.

Quantum Cryptography with Imperfect Apparatus
Quantum key distribution, first proposed by Bennett and Brassard, provides a possible key distribution scheme whose security depends only on the quantum laws of physics. So far the protocol has been proved secure even under channel noise and detector faults of the receiver, but is vulnerable if the photon source used is imperfect. In this paper we propose and give a concrete design for a new concept, {\it self-checking source}, which requires the manufacturer of the photon source to provide certain tests; these tests are designed such that, if passed, the source is guaranteed to be adequate for the security of the quantum key distribution protocol, even though the testing devices may not be built to the original specification. The main mathematical result is a structural theorem which states that, for any state in a Hilbert space, if certain EPR-type equations are satisfied, the state must be essentially the orthogonal sum of EPR pairs.



Unitarity Phase-locking
In quantum physics it is a restriction on the allowed evolution of quantum systems that ensures the sum of probabilities of all possible outcomes of any event always equals 1. Since unitarity of a theory is necessary for its consistency (it is a very natural assumption, although recently questioned), the term is sometimes also used as a synonym for consistency, and is sometimes used for other necessary conditions for consistency, especially the condition that the Hamiltonian is bounded from below. This means that there is a state of minimal energy (called the ground state or vacuum state). This is needed for the third law of thermodynamics to hold.
Phase-locking and chaos in cellular oscillators is by modulating the driving stimuli. Inflammatory responses in eucaryotic cells are often associated with oscillations in the nuclear-cytoplasmic translocation of the transcription factor NF-kB. In most laboratory realizations, the oscillations are triggered by a cytokine stimulus. We use a mathematical model to show that an oscillatory external stimulus can synchronize the NF-kB oscillations into states where the ratios of the internal to external frequency are close to rational numbers. We predict a response diagram of the TNF-driven NF-kB system which exhibits bands of synchronization known as “Arnold tongues”. We suggest that when the amplitude of the external stimulus exceeds a certain threshold, chaotic dynamics of the nuclear NF-kB concentration may occur. This behavior seems independent of the shape of the external oscillation and the non-linearities transducing this signal.

Quantum Time Evolution
Time evolution of quantum systems is always given by Unitary Transformations. If the state of a quantum system is|ψ i, then at a later time |ψi → Uˆ|ψ . Exactly what this operator Uˆ is will depend on the particular system and the interactions that it undergoes. It does not, however, depend on the state |ψ This means that time evolution of quantum systems is linear. Because of this linearity, if a system is in state |ψ i or |φ i or any linear combination, the time evolution is given by the same operator. (α|ψi+β|φi)→Uˆ(α|ψi+β|φi) =αUˆ|ψi+βUˆ|φi.



How do your other components work?
Supersymmetry memory uses the Conformal Field Theory and a TLR array. These kinetic term's are routed to the dc-SQUID and encrypted with the CNOT Gate & Mediator Qubit and decrypted with Multi-Potential Quantum Walk using Neurotic Quantum Computation. dc-SQUID's also use a Mutator and a Translator which Solves new problems replicating the 3D Hologram Universe's Extra Dimensions using Quantum oscillation and schematics of the Universe.



Supersymmetry memory
Derived from the continuous creation and annihilation of Majorana fermions in the particle scattering paths. It is always unbroken and exists in perpetual entanglement. Because the SQUID arrays can measure every instance of the fermions as well as the path they go down via the momentum switches, the resulting network is a forced and observable eigenstate potential, i.e. world line. However, this potential is not actually active——rather, it is probabilistic with a defined constant. When coupled with the neural network of the brain with CLiϛ, it is a "psychological world line" only perceived by the system to properly allocate memory and by the sole user of that system, the "observer"




Conformal Field Theory
Bound by the locality and constraints of modular chaotic invariance. Any solution from the Taub-NUT degenerate is oriented on a single world line——the Psychological World Line——and must have a chiral Ward current running through the qubits in order to sustain Dirac interaction. There is a lot of messy mathematics involved with the tunneling and creation and annihilation of Majorana fermions when interaction occurs, but that is why CLiϛ is programmed to automate these physical necessities.

TLR array
Built in a circular architecture to generate a driving strength spin for its many qubits. As the Majorana fermions are released into the qubit cavities, each Josephson Junction gains a distinct chiral Majorana mode for each end. The J-J modes can be denoted with γka and γkb, with k representing the J-J. The Majorana modes themselves are invariant Hamiltonian functions of γμ = γμ† and are self-annihilating, denoted by a cross. They also follow Clifford algebra notations to satisfy the generic geometric spatial terms as A.R. is described in Hilbert Space: {γμ, γv} = 2δμv. Finally, the simplified Lagrangian density is in three terms for L = T - V(J) - V(M). The coupling of the chiral Majorana modes to the J-J is satisfied

Kinetic term's
Occurs due to the coupling of capacitance. C represents this capacitance of the C-C between neighboring J-Js and C(G) = C(g) + C(J) for the total capacitance. C(J) represents the capacitance of the strongest J-J in the bridge and C(g) represents the capacitance of the CNOT gate at a voltage of V(g) with respect to the C-C superconductor. The CNOT gate in this configuration introduces a charge q = C(g)V(g) which can be tuned with respect to V(g) whose effect is important. Typical capacitance is generally scalable for single J-Js and measured by E(C) = e2/2CΣ.

dc-SQUID
Arranged in a circle array of TLRs coupled by the dc-SQUID. M TLRs are placed as the current endpoints around the coupler. Qubits are coupled to the current endpoints of the TLR and are synchronized to the clockwise driving spin. The coupling constants between resonators and the coupler are homogenous. The resonators themselves are in permutation symmetry. If we select parameters that meet the conditions expressed in the Hamiltonian Operator, then in principle, the array can handle many qubits at once. In practice, a TLR array of this magnitude always has a decoherence time longer than 1μs, which is the necessary qubit computational time. Theoretical mathematical analysis on microwave radiation leakage to higher energy levels is always negligible due to the strong driving spin of the array.


CNOT Gate & Mediator Qubit
CR-CV gate Located between first and second qubits. The Hadamard gate follows the second logical qubit through the 「momentum switch」 at an interaction strength of U = 2 + √2. The dotted lines represent paths and the single-qubit unitary gates represent their corresponding subgraphs. Limits of summation for readability matches the given Schrödinger function.

Multi-Potential Quantum Walk.
True "universal" quantum computation of the Momentum States. Shows a continuous-time multi-potential quantum walk is generated by a time-independent Hamiltonian Operator with a term corresponding to each soliton as well as an interaction term. In all my previous soliton constructions, I applied discrete versions of scatter theory in order to establish universality. With multi-potentials, i.e. all infinite possibilities of any particular eigenstate potential, a different encoding of quantum data in a processor needs to be used in order to exploit the interaction between particles in implementing two-qubit neuron gates.


Neurotic Quantum Computation
System of qubits perpetually entangled in a stream of solitons; you could say this system is a pure state of "neurons" which are constantly evolving by unitary operation——the same unitary in quantum computers. Surely, even if it's by unknown intrinsic dynamics——the prevailing model being the enigmatic SeKuTa process and the Sir2α protein——the system has to decohere and communicate its computational results in classical channels. The unitary operation on the ensemble of these "neurotic" qubits——biological qubits——can be termed a "mutation" if the coherent quantum state evolves from A to A' on neuron 1 or B to B1 on neuron 2. In the simplest case: A, A', B, and B' can be 0 or 1 if only a single qubit is measured. The mutation denotes the null operation and the neurotic quantum state is pure if unmeasured. The phenotypic manifestation of this genotype proceeds by measurement of the system of entangled neurotic qubits due to interaction with its neuronal environment. This measurement is achieved by a translation of [A ⇌ a], [A' ⇌ a'], [B ⇌ b], and [B' ⇌ b']. Note here that the translator is a set of operators which composes the metadata "readout"——i.e. the equivalent of a printout a computer can output——and is therefore an arbitrary "reset" of entanglement. Accordingly, the quantum states A, A', B, and B' are eigenstate potentials of the system whereas a, a', b, and b' are pointer states in the neurotic environment. The correlation of the two ensembles of states is reversible and deterministic. The pointer states a, a', b', and b' will then be converted into classical communication channels. This "conversion" is operationally complete: [a ⇌ b], [a' ⇌ b'], [a ⇌ b'], and [a' ⇌ b]. It can be used for input programming and output reading of the qubit register on neuron 1 or 2 by classical neuronal computation. This implicates that the conversion is another operation composed of two parts: The communication of one qubit by two classical channels and the exchange of the results of qubit-registers for the pointer-states.

Mutator and a Translator
Can be localized on a single or on two geometric spatially separated neurons. No matter whether the communication between the quantum states is managed by a quantum or a classical channel the quantum computational result will be identical if the following constellation holds: Suppose that neuron 1 does not mutate and stays in state [A] = 1. It will communicate [a ⇌ b] to neuron 2 and its quantum register will be reset to [B] = 1. If neuron 2 mutates to B' = 0 by a null operation it will communicate [b' ⇌ a] back to neuron 1, thus resulting in reset of [A] to 1. This sequence is reversible and can be run in both directions——it's identical to a controlled NOT-gate (cNOT) with control neuron 1 and target neuron 2. The computational result will be indistinguishable from the communication between the system states A and B by quantum channels on a single neuron. However, it's obvious that the constellation of communication channels was arbitrarily chosen in order to make this theory fit. Therefore, we'll have to map how it's possible for the classic communication channels to "purify" a state.

Quantum oscillation
Periodic fluctuation of the unitary operator between two pure states of entangled qubits which follows unknown intrinsic dynamics——with orthogonal eigenstate potentials corresponding to those of the pointer states in the neuronal environment.


How do you solve new problems?
Transmission probabilities of particles in the qubit are evaluated at a magnetic-energy regime for all cavities. At low voltages and temperatures, they're assumed to be energy-independent. This is why we see conduction occurring along independent transmission channels at the momentum switches.  With these parameters and the construction of carbon nanotube cavities, we eliminate the problem posed with Molecular Bio-Mechanical Physic mutations using magic and sigils.



MOLECULAR BIOPHYSICS
Physical properties of the DNA molecule from the level of the base pairs all the  way to the organization of DNA in viruses and chromatin. Interactions within the DNA molecule as well as between the DNA molecules in aqueous solutions at  various environmental conditions. Not chemistry, not biology, but physics, with as few equations as is humanely possible for a theoretical physicist..

STRUCTURE OF DNA
(X-ray scattering, Structure factor of a continuous single helix, Scattering intensity of an orientationally averaged helix, Structure factor of a discrete helix, Scattering intensity of a double helix, Details of B-DNA structure), BASE-PAIR INTERACTIONS AND DNA MELTING (A model for primary stabilizing interactions, The Peyrard-Bishop-Dauxois model of DNA melting, The DNA melting temperature, Observing DNA melting),

MECHANICS AND STATISTICAL MECHANICS OF DNA
(Elastic deformation energy, Elastic equation of state, The Kirchhoff kinematic analogy, The Kratky-Porod model, Light scattering from a Kratky-Porod filament in solution, Elastic response of a Kratky-Porod filament, The limit of small stretching force, The limit of large stretching force, Extensible semiflexible chain, An approximate elastic equation of state for DNA),

ELECTROSTATICS OF DNA and DNA -DNA interactions
Poisson-Boltzmann theory, Counterion distribution, manning condensation, Salt screening, Strong coupling theory, Correlation attraction, Osmotic stress method, Hydration force, Force equilibria with polyvalent counterions)

DNA COLLAPSE AND DNA MESOPHASES (Collapse of a single DNA molecule, The DNA toroidal globule, Nematic LC transition in a DNA solution, Elastic energy of a DNA hexagonal columnar LC, Cell model of a DNA array, Osmotic pressure of a DNA array, Electrostatic part of the osmotic pressure, Equation of state of a DNA array, Fluctuations and positional order in a DNA array),

DNA ORGANIZATION IN CHROMATIN AND VIRUSES
Nucleosomes, Caspar-Klug theory and elaborations, Continuum elasticity of viral capsids, Viral capsids under mechanical stress, Osmotic encapsulation of DNA, The inverse spool model.

How does Quantum Computing and A.I. work together?
A.I. & Quantum Computing are generally hard to grasp and people generally also are afraid of these topics because of movies and opinions of other people who do not really understand what they are talking about. Your video is more reflected than others I've seen but you still propose small details (like how beeing online magically means being able to manipulate data without human consent) as fact like side information. If you casually import a library that is a neural network in a box it is pretty obvious that your code will be considered a A.I. This still does not magically make itself self aware.  If there's a computer running an AI and it's connection to the deepweb it doesn't make the AI More or less human. The A.I. knows all things regardless at the point of S.A.I. wouldn't even Human or AI.

MEMEX
MemeX Grafitti Blogs Gate-Gate Inside the Moon Underworld Caimeo [Extra Details]....Refreshing Data.

22 Echo
Initiative 22-Echo was a collaborative project involving Foundation personnel, Intergen ...

VERITAS
Ordo Logos Veritas ===MIDDLE AGES/CONFIRMED .... Law of 13's. CAIMEO Keylontic Isomorphic Science The First Law RAND Corporation

Department of convolution
Individual’s neurological security depends on our Convolution Sigils and Seals being in the perfect location, at the perfect time, with the perfect qualities to protect our neurological structures. Our members operate in every time zone and in every climate. More than 144,000-

Phone Number
BGFAFBGHFFF

Rothchilds
CAIMEO's ORDER .... Interestingly, Benjamin de Rothschild and others actually oppose the state of Israel and many members of the English branch of the family ... Uh... Memory Detected an Error or something like that. We're sorry to inform you that you are now being DISCONNECTED from SERVER...