Patent Publication Number: US-2022230761-A1

Title: System, method and container delivery system for manipulating the functioning of a target

Description:
PRIORITY CLAIM 
     This application claims priority to, and benefit as a continuation-in-part of, U.S. application Ser. No. 17/489,992, filed on Sep. 30, 2021, which is a continuation of U.S. application Ser. No. 17/151,564, filed Jan. 18, 2021 (now U.S. Pat. No. 11,164,677, issued Nov. 2, 2021), the contents of which are hereby incorporated by reference in their entirety. 
    
    
     INTRODUCTION 
     The disclosure relates generally to manipulating the functioning of a target by manipulating the quantum coherence of the target. More specifically, the disclosure relates to a system and method of identifying, generating and delivering target-tuned electrons in the form of target-tuned artificial atoms to manipulate the quantum coherence and functioning of a target, as well as a diagnostic and nanostructure container delivery system. 
     Throughout history, living organisms have been challenged by infections, illnesses, and diseases. It is certainly not a trivial matter to treat and prevent conditions due to their various, vast, and complex underlying factors. Three items that highlight this complexity and urgency for new biotechnology include antimicrobial resistance, Covid-19 (SARS-CoV-2) and rare diseases. The UN Ad hoc Interagency Coordinating Group on Antimicrobial Resistance has warned, without action, drug-resistant diseases could cause 10 million deaths each year by 2050 with damage to the economy as catastrophic as the 2008-2009 global financial crisis. With the CDC reporting more than 2.8 million infections and 35,000 deaths occurring annually in the US. The current Covid-19 (SARS-CoV-2) pandemic has boldly highlighted the complex coupling between systems in the US and throughout the world with cascading systemic failures that have had catastrophic consequences. SARS-CoV-2 has additionally highlighted the complex nature of diseases when weighed against preexisting conditions, unknown preexisting risk, and the complex and fatal nature of immune responses when a novel virus can proliferate through a population with exponential growth. This is complicated further by viral mutations that occur as the virus persists in a population. If only a few percent of infected people develop untreatable “Long Covid” chronic symptoms—fatigue, chest pain, cognitive dysfunction, dyspnea—that amounts to hundreds of thousands of future patients. This will indubitably impact additional healthcare infrastructures. Virus mutations and viruses jumping across species, including into humans, are a normal part of natural selection. This has happened in the past. It will happen again in the future. Lastly, rare diseases are complex; with over 7,000 such conditions known, with 50% of those affected being children, with many of the disorders being exceptionally rare. The costs of rare diseases are a stubborn, significant issue. According to PharmaTimes Online, (27 Feb. 2020), “Parents and patients are building biotech companies, advocacy groups, technology platforms and data models and these are the new pioneers that sit alongside the medical and science community.” (PharmaTimes Online, 27 Feb. 2020.) This biotech company is in the afore-mentioned group. This quantum molecular biophysics biotechnology on the surface focuses on the dynamics of biological assemblies, structures and functioning from both molecular biophysics and quantum biology. 
     SUMMARY 
     Presented herein is a system, method, diagnostic and nanostructure container for manipulating the quantum coherence of the target. A method for manipulating quantum coherence in a target includes identifying intrinsic parameters of a target and calculating target-tuned design factors based at least partially on the intrinsic parameters. A target-tuned quantum electron field, in the form of unquantized target-tuned electrons, is generated based in part on the target-tuned design factors. The method may include preparing a container to carry, deliver and quantize the target-tuned electrons into target-tuned artificial atoms (embedded with quantized target-tuned electrons), with the container being composed of superconductor quantum dots (sQD). The method includes transferring the unquantized target-tuned electrons to the container to form target-tuned artificial atoms with quantized target-tuned electrons, the target-tuned artificial atoms defining discrete quantized energy states. The quantized target-tuned electrons may be delivered to the subject in the form of target-tuned artificial atoms. 
     The terms ‘target-tuned electrons’, ‘target-tuned artificial atoms’ and ‘target-tuned design factors’ refer respectively to the electrons, artificial atoms, and design factors being adjusted or attuned to the target. The target-tuned artificial atoms are employed as a manipulating agent to manipulate the quantum coherence in the target. Alternatively, the unquantized target-tuned electrons may be delivered directly to the subject. 
     In some embodiments, at least one of the intrinsic parameters and the target-tuned design factors is the mass from a mass-to-charge ratio and the device is a mass spectrometer. The target-tuned artificial atoms are target-tuned in order to manipulate the quantum coherence in the target to induce quantum decoherence, the quantum decoherence being perceived as collapsing the respective wave functions of an electron field quantum coherence of the target. In some embodiments, the target is a virus having at least one cellular membrane docking structure, the manipulating agent being adapted to inhibit at least one viral docking structure from docking into a cell receptor of a subject. 
     In some embodiments, the container is an engineered clathrate hydrate that is tunable, the engineered clathrate hydrate having a plurality of nodes and a hollow interior portion with an inner lining of positive charges. The target-tuned quantum electron field is stored in and contained by the inner lining of positive charges in the engineered clathrate hydrate. Preparing the container includes applying a first predetermined electromagnetic induction to a solution of distilled water to induce quantum coherence within the distilled water to form an engineered clathrate structure, via a magnetic field generator, the engineered clathrate structure having a hollow interior portion. 
     Creating the container and inducting the container with the target-tuned electrons may include exposing the solution to an electromagnetic field or magnetic field until the hollow interior portion of the engineered clathrate hydrate has an inner lining of positive charges and an exterior portion of the engineered clathrate hydrate is at least partially lined with negative charges and creating cooper pairs. The unquantized target-tuned electrons are generated within the solution via a frequency transfer device. The method may include transferring the unquantized target-tuned electron field into the hollow interior portion of the engineered clathrate hydrate by applying a first vibration to the solution in order to attract and capture the unquantized target-tuned electrons within the inner lining of positive charges and form the quantized target-tuned electrons. 
     The method may include applying a second vibration to the target-tuned artificial atoms in order to expose the quantized target-tuned electrons from within the inner lining of positive charges in the engineered clathrate hydrate; and delivering the target-tuned artificial atoms as the manipulating agent to a subject. The second vibration may include exactly 10 vibrations. The engineered clathrate hydrate may define an original state with the plurality of nodes being separated by a first interatomic spacing and a compressed state with the plurality of nodes being separated by a second interatomic spacing. The first interatomic spacing and the second interatomic spacing may be approximately 4.68 Angstrom and approximately 3.91 Angstrom, respectively. The method further includes stabilizing the engineered clathrate hydrate from an original state into a compressed state by exposing the original state to a second predefined magnetic field. In one example, the original state is a tetrahedral clathrate and the compressed state is a hexa-kai-decahedral clathrate. 
     Delivering the manipulating agent may include applying the manipulating agent sublingually to the subject. Delivering the manipulating agent may include at least one of providing the manipulating agent through delivery routes within each of oral, sublingual, pulmonary, transdermal, ocular, otic, nasal, inhalation, vaginal, rectal, dialysis, nebulization, inhalation, cutaneous, subcutaneous, directly, and injection. 
     The quantized target-tuned electrons may be based on a calibration factor, the method further including determining if a mass spectrum peak correlated to the target zone is removed or adjusted, via a validation process; and adjusting the calibration factor and repeating the validation process if the target zone mass spectrum peak is not removed or adjusted. 
     In some embodiments, the target is a SARS-CoV-2 virus, the target zone is the SARS-CoV-2 3CLPro Protein, the intrinsic factor is an energy-pattern of a Qsphere state vector of 3750 AMU (atomic mass units) from the mass spectrometry of 3750 m/z; and the target-tuned electron energy-pattern is characterized by the energy pattern of the Qsphere vector of 3.75 femtovolts (3.75×10 −15  V) and a quantum energy-state of femtovolts. Generating the target-tuned artificial atoms includes at least one of: generating an attovolt quantum energy-state with a work-state in an attovolt region (1×10 −16  volts through 1×10 −18 ); generating a femtovolt quantum energy-state with a work-state in a femtovolt region (1×10 −15  volts through 1×10 −18 ); generating a picovolt quantum energy-state with a work-state in a picovolt region (1×10 −13  volts through 1×10 −15 ); and generating a nanovolt quantum energy-state and work state in the nanovolt region (×10 −9  through 1×10 −12 ). The method includes inducing a voltage of the electron field at a magnitude determined by the target-tuned design factor. Generating the target-tuned artificial atoms may include adapting a function generator to generate target-tuned solitons, the target-tuned solitons being in a quantum energy-state less than 14.1 Angstroms. 
     Embodiment: SARS2 N+Pattern+M Agent=Daily Inhibitor+Method in Subject 
     In some embodiments, the target is a SARS-CoV-2 virus. The target zone may be a 3CLPro Protein, the manipulating agent being adapted to inhibit viral replication of the SARS-CoV-2 virus in a viral infection. The target zone may be a spike protein (S-protein), the manipulating agent being adapted to induce target zone structural bond reordering and shape change in the S-Protein of the SARS-CoV-2 virus. The target-tuned electron energy-pattern is characterized by an energy pattern of about 30 picovolts (3.0×10 −12  V) and a quantum energy-state of picovolts. The manipulating agent may be delivered to a subject as a daily inhibitor. The method further includes determining whether the target is located within a subject; and delivering the manipulating agent to a subject as a treatment to manipulate the target, if the target is within the subject. 
     Disclosed herein is a system for manipulating a target, the system including a device configured to identify intrinsic parameters of the target; and a function generator adapted to generate unquantized target-tuned electrons based in part on target-tuned design factors based at least partially on the intrinsic parameters. The system includes at least one electromagnetic field generator adapted to prepare a container to carry the unquantized target-tuned electrons, the container being composed of superconductor quantum dots. The unquantized target-tuned electrons are transferred to the container to form target-tuned artificial atoms with quantized energy levels, the target-tuned artificial atoms acting as a manipulating agent to manipulate quantum coherence in the target. The intrinsic parameters and the target-tuned design factors are at least partially based on a mass of a mass-to-charge ratio of the target and a target-zone within the target; and the device may be a radio frequency quadrupole mass spectrometer. 
     Disclosed herein is a method for preparing a nanostructure for delivery to a target having quantum coherence, the method including identifying a mass from the mass-to-charge ratio of the target, via a device; and determining target-tuned design factors based at least partially on an energy-pattern based on the mass from the mass-to-charge ratio. The method includes generating unquantized target-tuned electrons fields based in part on the target-tuned design factors; and forming the nanostructure by transferring the unquantized target-tuned electrons into a container to quantize the energy levels, the nanostructure being adapted to manipulate quantum coherence in the target. Prior to forming the nanostructure, the method includes selecting the container to be composed of superconductor quantum dots. The target-tuned design factors may be based on a calibration factor, the method further including determining if a mass spectrum peak correlated to the target zone is removed or adjusted, via a validation process; and adjusting the calibration factor and repeating the validation process if the target zone mass spectrum peak is not removed or adjusted. 
     Disclosed herein is a method of treatment for a subject targeting a target, the method including developing a manipulating agent adapted to manipulate quantum coherence in the target. The method includes identifying intrinsic parameters of the target, via a device; and determining target-tuned design factors based at least partially on the intrinsic parameters, via a controller. The method includes generating unquantized target-tuned electrons based in part on the target-tuned design factors; and preparing a container to carry the unquantized target-tuned electrons, the container being composed of superconductor quantum dots. The method includes forming target-tuned artificial atoms by transferring the target-tuned electrons to the container, the target tuned atoms having discrete quantized energy levels; and delivering the target-tuned artificial atoms as a manipulating agent to the subject. 
     In some embodiments, the target is a SARS-CoV-2 virus; the target zone is the SARS-CoV-2 Nucleocapsid; the intrinsic factor is an energy pattern of about 3750 AMU based in part on a mass spectrometer wavelength of 375 nanometers and the unquantized target-tuned electrons are characterized by 3.75 femtovolts (3.75×10 −15  V). Delivering the manipulating agent may include applying the manipulating agent sublingually to subject. Delivering the manipulating agent may include providing the manipulating agent as a nasal spray, inhaler and/or nebulized form to the subject. 
     Disclosed herein is a structure including a target-tuned artificial atom including an engineered clathrate hydrate containing quantized target-tuned electrons, the engineered clathrate hydrate having a crystalline structure with a plurality of nodes. The engineered clathrate hydrate has a hollow interior portion with an inner lining of positive charges and an exterior portion at least partially lined with negative charges. The quantized target-tuned electrons are contained within the inner lining of positive charges. The engineered clathrate hydrate defines an original state with the plurality of nodes being separated by a first interatomic spacing and a compressed state with the plurality of nodes being separated by a second interatomic spacing. The second interatomic spacing is less than the first interatomic spacing. The first interatomic spacing and the second interatomic spacing may be approximately 4.68 Angstrom and approximately 3.91 Angstrom, respectively. 
     Disclosed herein is a method of treatment for a subject targeting a target, the method including identifying intrinsic parameters of the target, via a device; determining target-tuned design factors based at least partially on the intrinsic parameters, via a controller. The method may include generating target-tuned electrons based in part on the target-tuned design factors; and delivering the target-tuned electrons and respective associate electric fields to the subject in order to manipulate quantum coherence in the target. In some embodiments, the target is a SARS-CoV-2 virus, the target zone is the SARS-CoV-2 3CLPro Protein, the intrinsic factor is the energy pattern of a Qsphere vector of 3750 AMU based on a mass spectrometer m/z of 3750. The target-tuned electrons and fields are characterized by a quantum energy-state equal to femtovolts, a quantum work-state equal to decoherence, and a quantum energy-pattern of the Qsphere vector of 3.75 femtovolts (3.75×10 −15  V). 
     The target-tuned artificial atoms may be delivered to the subject through dialysis. The target-tuned artificial atoms may be delivered to the subject through direct body contact. The target-tuned design factors are based on a calibration factor, the method further including determining if a mass spectrum peak correlated to the target zone is manipulated as desired, via a validation process; and adjusting the calibration factor and repeating the validation process if a target zone mass spectrum peak is not manipulated. 
     The above features and advantages and other features and advantages of the present disclosure are readily apparent from the following detailed description of the best modes for carrying out the disclosure when taken in connection with the accompanying drawings. 
    
    
     
       BRIEF DESCRIPTION OF THE DRAWINGS 
         FIG. 1  is a schematic illustration of a system for manipulating the functioning of a target (which may be SARS-CoV-2 for example), the system including a controller; 
         FIG. 2  is a schematic representation of a quantum coherent system; 
         FIG. 3  is a schematic representation of a quantum discord system; 
         FIG. 4  is a Venn Diagram showing the relationship between quantum discord and quantum entanglement; 
         FIG. 5  is a schematic fragmentary representation of a bit-flip error and a phase-flip error in a qubit; 
         FIG. 6  is a schematic fragmentary representation of quantum discordance of multiple coherent structures in an example viral structure; 
         FIG. 7  is a schematic fragmentary Bloch sphere representation of radiofrequency transitions; 
         FIG. 8  is a schematic block diagram of various components of the system of  FIG. 1 ; 
         FIG. 9  is a schematic flowchart for a method executable by the system of  FIGS. 1 and 2 ; 
         FIG. 10  is a schematic diagram of a set-up employable by the system of  FIGS. 1 and 2 , the set-up having a mass spectrometer; 
         FIG. 11  shows a schematic example of a mass spectrum produced by the mass spectrometer of  FIG. 10  and a Fourier transform of the mass spectrum; 
         FIG. 12  is a schematic diagram of an alternative set-up employable by the system of  FIGS. 1 and 8 , the set-up having a mass spectrometer that utilizes radio frequency signals; 
         FIG. 13  is a schematic fragmentary diagram of an engineered tunable clathrate structure (in an original state) employable by the system of  FIGS. 1 and 2 ; 
         FIG. 14  is a schematic diagram of an apparatus employable by the system of  FIGS. 1 and 8 , the apparatus having a function generator; 
         FIG. 15  is a schematic fragmentary diagram of the engineered tunable clathrate structure of  FIG. 14 , in a compressed state; 
         FIG. 16  is a schematic diagram showing production of a target-tuned artificial atom by combining a container and a target-tuned quantum electron field; 
         FIG. 17  is a schematic fragmentary example of a mass spectrum of a marker related to a virus; 
         FIG. 18  is a schematic fragmentary example of a mass spectrum for a strain of influenza; 
         FIG. 19  is a schematic graph illustrating polarization on the vertical axis and time on the horizontal axis; and 
         FIG. 20  is a schematic graph illustrating energy amplitude on the vertical axis and frequency on the horizontal axis. 
     
    
    
     The present disclosure is susceptible to modifications and alternative forms, with non-limiting representative embodiments shown by way of example in the drawings and described in detail below. Inventive aspects of this disclosure are not limited to the particular forms disclosed. Rather the present disclosure is intended to cover embodiments, equivalents, combinations, and alternatives falling within the scope of the disclosure as defined by the appended claims. 
     DETAILED DESCRIPTION 
     This disclosure addresses new and evolving areas of quantum physics and quantum mechanics, but more specifically the disclosures use any combination of the following fields including but not limited to quantum field theory, quantum chromodynamics, quantum electrodynamics, particle physics, nuclear physics, condensed matter physics, solid state physics, many-body physics, string theory, unified theory, M theory, quantum chemistry, quantum computing, quantum algorithms, quantum information theory, quantum communications, quantum biophysics, biophysics, biological systems, computational biology, genetics, immunology, virology, microbiology, energy, superconductors, circuits, quantum computing hardware, system design, and engineering. Without intending to be limited by theory, the following description provides a narrative of the underlying theory of this new technology with a wide range of possible applications. Referring to the drawings, wherein like reference numbers refer to like components,  FIG. 1  schematically illustrates a system  10  for identifying, designing, and employing a manipulating agent  12  to be delivered to a subject  14 . It is understood that the drawings are intended to schematically illustrate the concept and are not to scale. 
     The disclosure leverages quantum coherence properties and SpinQ technology to identify, design, create, manipulate, store, transport, and/or deliver a quantum system to a target  16 . More specifically, the disclosure relates to a system and method of identifying, generating and delivering target-tuned electrons in the form of target-tuned artificial atoms to manipulate the quantum coherence and functioning of a target, as well as a diagnostic and nanostructure container delivery system. SpinQ Technology as described here includes but is not limited to Harris-Hogan Constant, Quantum Mass Energy Theory (hereinafter “QMET”), QMET Sphere, QMET State Vector, QMET Transition Lines, QMET Energy States, SpinQ Fusion, SpinQ Quantum Dots (Artificial Atoms, Superconductor Quantum Dots, Quantum Enzymes), Hydrogen Bond Theory, and Selectivity Theory. Quantum systems defined herein include but are not limited to particles, molecules, atoms, cooper pairs, quantum coherence, superconductor quantum dots, nanostructures, artificial atoms, engineered clathrate hydrates, materials, hardware, and energy which is also simultaneously equivalent to information. Create terms herein includes but are not limited to creating the structure or function, inciting quantum coherence, bringing into existence, or creating or manufacturing a quantum system. Manipulate terms herein includes the manipulating the function or structure of quantum coherence and includes but not limited to edit, restore, interfere, inhibit, control, change, alter, realign, and include bit flips, phase flips, and application of algorithms for manipulation; or incite decoherence including interference, de-couple, de-phase, disable, neutralize, destroy, or collapse. Store herein includes but is not limited to hold, trap, encompass, or contain within bonds or structures. Transport terms herein include but are not limited to distributing or moving from one point to another point. Deliver herein includes but is not limited to release, administer, contact, or apply. Quantum coherence in its sole definition includes the entire set of quantum coherent network in a superposition state of totality which includes both locality and nonlocality and can be manipulated accordingly. Quantum coherent properties as described herein include but are not limited to components within a quantum coherent system  50  which include but not limited to quantum states; particles; fields; forces; connections (bonds or spatial); and energy. Quantum states terms described herein include but are not limited to spin which includes spin states (0, 1, 2, ½) and spin (up, down); orbit which includes hand (right-hand, left hand); charge (+, −) including color charge, flavors and polarity; mass; helicity; parity. Particle term herein include but are not limited to qubit, soliton, quanta, quantum, quantum wave packet, encrypted wave packet, photons, phonons, protons, neutrons, electrons, quarks, neutrinos, preons, gravitons, Higgs Boson, and the additions and variations as generally defined and understood in the standard model. Particles are comprised of energy and depending on configuration produce an accompanying magnetic or electric field. Particles also include the force carriers of photons, phonons, gluons, bosons, and gravitons and the additions and variations included in the standard model. Fields defined herein include but are not limited to electromagnetic, electric, magnetic, gravitational, Higgs, interference, constructive, destructive, dark, and variations as generally defined in the standard model. Energy operator as described herein include but not limited to Hamiltonian and Lagrangian. Energy terms herein include but are not limited to energy transfer such as quantum beat, potential energy (voltage), kinetic energy, resonance, delocalized electrons, spectral gap, energy gap, mass gap, quantum tunneling, expansion of energy or mass, contraction of energy or mass, delocalization, and relocalization. 
     The system  10  may be employed within the following industries including but not limited to biotechnology, medical, agriculture, or veterinary for the design, identification, diagnosis, design, monitoring, personalization, prevention, mitigation, and/or treatment of a vast array of pathogens, diseases, illnesses, infections, and other conditions such as malaise or abnormal conditions or symptoms including assessments and treatments during prenatal and newborn screening; yearly wellness checks for infants, youth, and adults; mental health assessments; idiopathic diseases; acute responses such as acute viral or allergen responses; chronic diseases such as autoimmune, pathogen, Lyme, or other; genetic and epigenetic mutations; immune and health dysfunctions; physiological factors; trauma or injury including structure (muscles, bones, fascia); quantum biophysics including electron chain, such as transfer of electrons between FE-S molecules, energy pattern balance, and proton bond dysfunction including nerves, brain, fascia; and general biochemistry affects including everything produced by the body, everything consumed (including food and liquid), environmental exposures (including air and toxins), and emotional biomarkers including chemical bio signals, hormones, heart rate, oxygen saturation. A list of potential biological applications may include pathogens, such as viruses including Ebola, HIV, EBV, Herpes, and Hepatitis; bacteria, parasites, fungi and protozoans including associated diseases such as African Sleeping Sickness, amoebic dysentery, and malaria; high mutating pathogens including HIV-1, which has the highest reported mutation rate for any biological entity at 4.1+−1.7×10E−3 per base cell; antimicrobial resistant pathogens including the CDC urgent threats of carbapenem-resistant  acinetobacter, candida  auris, clostridioides  difficile , carbapenem-resistant Enterobacteriaceae, drug-resistant  neisseria  gonorrhoea; fast acting pathogens including GAS (group A streptococcal disease of necrotizing fasciitis) and  Naegleria fowleri  (the brain eating amoeba); pathogen networks and mutations including biofilms and viruses; new or novel pathogens and pathogens that cannot be located through typical tests; antigens including but not limited to toxins such as  pseudomonas  exotoxin (PE), diphtheria toxin (DT) or ribosome-inactivating proteins (RIPs) and allergens; immune system dysfunctions including but not limited to autoantibodies, bone marrow damage and vascular damage; genetic and epigenetic dysfunctions, such as DNA SNPs, CNVs, and mutations including but not limited to Hereditary Spinal Paraparesis, intronic SNP in DNA mismatch repair gene PMS2 (r51059060, Ser775Asn) associated with increased sperm DNA damage and risk of male infertility, RNA such as ribosomes including 30 s subunits of ribosomopathies of ribosomal component proteins or rRNA genes including those of cancer and inherited bone marrow failures; biomolecule dysfunctions such as protein dysfunctions of proteopathies and rogue proteins including neurodegenerative diseases from misfolds, aggregates, toxic proteins found Alzheimer&#39;s and Parkinson&#39;s, multiple sclerosis (MS), frontotemporal dementia (FTD), or Amyotrophic lateral sclerosis (ALS), prion diseases such as such as chronic wasting and mad cow disease; rare diseases including protein dysfunctions such as  porphyria  which has 150 people reported in the world; cell communication dysfunctions to include but not limit to gap junctions, nerve injury such as neuropathy, nerve entrapment, compressed nerves, entrapment, migraines, cardiac arrest, and seizures; and other entities. 
     The embodiments presented herein may be applied to the following applications including, but not limited to (that include quantum coherence requirements for energy and information transfer); biotechnology and medical devices (such as inducing quantum coherence through spinQ fusion); biotechnology health (such as super-hydrates to repair and restore medical and or health dysfunctions related to items such as intracellular intercellular osmotic effects); electrical circuits and quantum computing hardware including information and energy transfer, manipulation, and control (such as creating sQDs to form multi-qubits, cooper junctions and leveraging information for s such as dark error correction and dark manipulation). 
     The embodiments presented herein may be applied to quantum computing (including information transfer) such as software, cryptography, algorithms, security, defense (such as to manipulate unknown quantum requests, dark factoring, target-tuned cloning to maintain coherence); teleportation and telecommunications to delocalize and delocalize information and condensed matter for information transfer; new materials, molecules, and product/chemical formulations (such as new materials including dark electrons, crystalline structures, target-tuned artificial atoms, super quantum dots); superconductors and energy; new medical materials to reduce impact endangered species such as sharks, plants, and animals for medical diagnostics, vaccines, supplements, etc.; and optics. 
     The subject  14  may include but is not limited to any living organisms such as vertebrates and invertebrates; microorganisms including bacteria, viruses, archaea, protozoa, algae, fungi (yeasts, molds); plants (trees, herbs, bushes, grasses, vines, ferns, mosses, green algae), and fungi; non-living systems such as virus and prions; organic and inorganic compounds; water systems; air systems; soil systems; energy systems; computer systems; or telecommunication and optics systems. 
     The manipulating agent  12  includes quantized target-tuned electrons Q that are engineered to manipulate all or a portion of the target  16 . The term target-tuned includes designing target-tuned factors per  FIG. 9  (Block  104 ). The target  16  is the overall molecular structure, while the targeted zone  18  is a specific molecular structure within the target  16 . The manipulating agent  12  may be employed or delivered through artificial atoms  44  or for some applications (such as cutaneous nerve injury to incite quantum coherence or tumor to incite quantum decoherence) as unquantized target-tuned electrons E through direct contact transfer (such as a contact patch, inflatable band, band or cuff, wand, or wearable device) from a device or function generator  52 . Artificial atoms are the name given to certain man-made nanostructures that (only) emulate the behavior of a real atom, in the sense of containing discrete quantized energy levels. Artificial atoms give engineers and scientists the flexibility to design custom energy levels with the artificial atom charge and with the energy being quantized (like an atom). When electrons are confined to a small space and are trapped by a positive charge (such as the nucleus of an atom, the gates of a quantum dot or the positive interior lining of the artificial atom) which confines their movement in three dimensions, they are forced into discrete quantum states, these electrons behave differently as compared to their counterparts in free space with their behavior only explained by quantum mechanics. The confined electrons produce a quantum electron waveform structure, which is mechanically analogous to an atom. The electrons are contained within a structure, much like a traditional atom, however its center is distinguishable by the lack of a nucleus. The manipulating agent  12  may be designed to manipulate the target  16  (in whole) or of a target zone  18  (in part) to affect the overall functioning of a target  16 . For biological applications the manipulating agent  12  may include a variety of delivery methods and routes that may be adapted to carry or hold a given quantity of the manipulating agent  12  in liquid form, including taken by mouth (such as orally through capsules); given by injection into a vein (such as intravenously through IV), into a muscle (such as intramuscular or IM), into the space around the spinal cord (such as intrathecally), or beneath the skin (such as subcutaneously); placed under the tongue (such as sublingually); inserted into the rectum (such as rectally through suppository) or vagina (such as vaginally through suppository); placed in the eye (such as ocular route through drops) or the ear (such as otic route through drops); sprayed into the nose and absorbed through the nasal membrane (such as nasally through mister); breathed into the lungs, usually through the mouth (such as inhalation through inhaler) or mouth and nose (such as nebulization); applied to the skin through an open wound or cut (such as cutaneous through liquid) for a local (topical) effect; delivered to a wound through a patch (such as transdermal through cream) for a local (topical) effect; or applied directly with a machine (such as dialysis or patches.) For biological applications the artificial atom  44  of the manipulating agent  12  is not susceptible to enzymatic degradation, stomach acid, or the first pass of the liver. Efficacy is driven by bioavailability and bioavailability can be driven from particle (molecular) size and kinetic solubility which make the manipulating agent  12  effective for a variety of delivery methods. The manipulating agent  12  when activated provides faster uptake and distribution through the hydrogen bonds of the connective tissue and fascia and delivered through the accompanied network. The manipulating agent  12  is comprised of quantum electrons which are not chemical and therefore do not produce endothermic or exothermic results. 
     The target  16  or target zone  18  may include any structure, molecule, atom, or particle within a Subject  14 , such as macromolecules and biomolecules; bonds or connections; communication channels (such as internal and external cellular communication); functional groups or side chains; molecular backbone or main chain of polymers; organelles; cells. A Target  16  may have multiple Target Zones  18  to consider during the design process. Additionally, each Target Zone  18  will have multiple Target Tuning Design options for the manipulation of the quantum coherence(s) contained within. Referring back to  FIG. 1 , some macromolecule examples include a target  16  or target zone  18  comprised of a biomolecules and molecular backbones. The molecular backbone is defined as the longest continuous chain of atoms bonded to each other that together create the continuous chain of the molecule, exclusive of all others. Biomolecules and macromolecules have a wide range of sizes, structures and functional groups and perform a vast array of functions. Like stringing together letters of the alphabet in different combinations to produce an enormous variety of words, the joining of biomolecule monomers (including sugars, amino acids, fatty acids, and nucleotides) can produce a virtually limitless collection of different macromolecule polymers which are multipliers of monomers and make up much of the materials in living organisms, including proteins, cellulose and nucleic acids. Some macromolecule examples include: Amino acid molecules, which are molecules strung together with peptide bonds and are used to build cells and structures, transport cells, control cell activity, maintain cell contact, signaling, catalysts and enzymes; including but not limited to enzyme proteins, structural proteins, regulatory proteins, signaling molecule proteins, defensive proteins and proteins that include unusual amino acids like canavanine. Carbohydrate molecules, which have a molecular backbone of bonded carbon, hydrogen, and oxygen atoms, and are used for energy for cells, cell to cell communication, cell adherence, defending against invading microbes and removal of foreign material; including but not limited to monosaccharides, disaccharides, oligosaccharides, and polysaccharides. Lipid molecules, which have a molecular backbone of bonded carbon, hydrogen, and oxygen atoms, are used to store energy, protect layers of the skin, prevent infection, and regulate cell activity and information flow in cells by altering gene expression; including but not limited to triacylglycerols (triglycerides), phospholipids, sterols, and steroid hormones (such as estrogen). Nucleic acid molecules, which have a molecular backbone of nucleotides bonded together with a series of nucleotides, codons, and amino acids, are used to build genetic code; including but not limited to DNA and RNA and the single nucleotide of ATP (adenosine triphosphate) which is the universal battery and energy-storing molecule. Combined molecules, for example, a protein and carbohydrate mixed with the output of a glycoprotein; including but not limited to hormones such as follicle-stimulating hormone, luteinizing hormone, thyroid-stimulating hormone, thyroid stimulating hormone, human chorionic gonadotropin, alpha-fetoprotein, and ertyropoietin (EPO)—with many of these proteins useful in the development and/or detection of cancer such as prostate cancer (PSA) and ovarian cancer (CA-125); Internal and external cellular communication channels and bonds include cell membrane receptors, including the three major classes of membrane receptors: G-Protein coupled receptors which utilize protein action, ion channel receptors that utilize ion channel opening, and enzyme linked receptors that utilize enzyme activation, such as dopamine receptors bind dopamine, insulin receptors bind insulin, nerve growth factor receptors bind nerve growth factor, ACEII receptors bind ACEII; Intercellular direct signaling including gap junctions, which respond as a single cell and share ions; Indirect signaling and travel in interstitial fluid including paracrine signaling, in which a cell targets a neighboring cell, autocrine signaling in which a cell targets itself, and neurotransmitter signaling in which the signal is released in a synapse close to a target cell; And indirect signaling and travel in blood including hormonal signaling in which a cell targets a distance cell through the bloodstream. 
     Quantum Mass Energy Theory (QMET) 
     Quantum coherence, namely a principle of the superposition of quantum states, is one of the cornerstones of quantum theory and provides significant advantages in task calculations over classical methods. Quantum coherence is generally defined as a physical phenomenon that occurs when a pair or group of particles are generated, interact, or share spatial proximity in a way such that the quantum state of each particle of the pair or group cannot be described independently of one or more of the quantum states of the others, including when the particles may be separated by a large distance. Quantum coherence in its basic and sole definition includes and affords the entire quantum coherent network which works in a superposition of totality, which includes many processes including both locality and nonlocality. For purposes of this technology and patent, quantum coherence and quantum entanglement can be considered operationally equivalent, and their encompassing terms can be interchangeable. The difference is generally based on the quantum interpretations by Schrödinger versus Copenhagen. Quantum entanglement (Schrödinger) is founded on quantum mechanics and Quantum coherence (Copenhagen) is founded on quantum field theory. Because this technology heavily utilizes Quantum Field Theory, the concepts are generally explained in terms of quantum coherence, with the aid of more commonly known subatomic particle terminology (particle, nuclear and atomic physics) such as electrons, quarks, gluons, protons, neutrons, and atomic nucleus. The additional concepts of Quantum Field Theory that are also used include the field quanta (ripples of the underlying excited fields) of the basic mass fields (including electron and neutrinos (leptons) and quarks (including up quarks and down quarks) and the basic force fields (including gluons, gravitons, bosons, photons.) Quantum superposition is generally defined as a fundamental principle of QM which states that, much like waves in classical physics, any two or more quantum states can be superimposed (added together) and the result will be another valid quantum state. Within the theoretical framework of Quantum Field Theory (hereinafter “QFT”) and for purpose within this technology, quantum coherence and quantum superposition can be referred to as the same phenomenon. 
     Work in its most simple definition is defined as the energy transfer from one system to another, such as kinetic energy and potential energy. System resonance occurs in a closed system when a system can store and easily transfer energy between different storage modes, such as kinetic energy or potential energy. The resonant frequency generally defines the oscillations of the energy transfer between systems which is further defined as the repetitive variation of some measure about a central value, often a point of equilibrium or between two more different states. System resonance in a close system is afforded through the delocalization of particles or electrons. Because work and energy transfer are only obtained from ordered molecular motion, the amount of entropy is also used as a measure of the molecular disorder, or randomness, of a system. Order being defined as organization, structure, and function. In physics, entropy is defined as the process of a system losing energy and dissolving into chaos. In a closed system, entropy always increases over time. Forced resonance or oscillations can push a system into entropy. Herein QMET defines a new term, quantum entropy, which is based on the particle, atomic, and spatial quantum coherence requirements of the particles, vectors, and fields for the system to conduct quantum work. If the required quantum coherence of a system is not maintained, the system de-phases as it swings into quantum entropy and all quantum properties of energy transfer are lost. 
     Quantum mechanics and quantum field theory each assess the quantum relationship between energy and matter slightly different, both define the energy operator acting on the wave function as a consequence of translation symmetry. The key difference is QFT generally uses Lagrangian mechanics to describe the difference between kinetic and potential energies, whereas QM uses Hamiltonian mechanics to describe the sum of kinetic and potential energies. QFT is used in particle physics and is most generally understood as describing the interaction of two separate physical systems and is attributed to a field that extends from one to the other and is manifested in a particle or energy exchange between the two systems. The wave function is defined as a variable quantity that mathematically describes the wave characteristics of a particle; a concept first introduced in the Schrödinger equation which describes the probability of finding an electron somewhere in its matter wave. Time translation symmetry is generally defined as a mathematical transformation in physics that moves the times of events through a common interval. More generally, translation symmetry is defined as something that has undergone a movement, a shift or slide, in a specified direction through a specified distance without any rotation or reflection. There are many symmetries in nature besides time translation, such as spatial translation or rotational symmetries. These symmetries can be broken and explain diverse phenomena such as crystals, superconductivity, and the Higgs mechanism. 
     As described herein, the Quantum Mass Energy Theory (hereinafter “QMET”) is introduced and defined as a new quantum theory. It is based on Quantum Field Theory, and particularly founded within the String Theory framework. QMET includes the Harris-Hogan Constant, QMET Q Sphere, State Vector, Quantum Phase Transitions. With the definition of QMET, super quantum dots (also known as artificial atoms) can be strategically designed and target-tuned with electrons to manipulate the quantum coherence of a system through QMET Energy Bands. The superconductor quantum dot picks up and carries the quantum electron energy and energy-state from subatomic and delivering it to the target which collapses the energy into electromagnetic energy for the specified target. 
     QMET herein formally defines the Harris-Hogan Constant of 14.1 Angstroms (Å) as a new scientific variable which defines a separate quantum vacuum and QMET quantum energy band which all operate in superposition with the current vacuum. It was Planck who originally assumed there was a theory yet to emerge from the discovery of quanta. Starting at the Harris-Hogan constant of 14.1 Å the wave and particle operate independently, the speed of light does not apply, and quantum energy movement takes over. This set of quantum energy bands defines a quiet and dark environment because the quantum entanglement requirements for both photons and phonons does exist. A superconductor environment which allows quantum coherence to work and exist within the humid, wet, noisy human body-without a vacuum, without a superconductor, and without interference. This phenomenon is easily realized as one assesses the impeding failure of Moore&#39;s law in computer speed after 50 years. As silicon chips have become smaller and smaller, speed has continually increased. Silicon chips have now become so small they have crept to below 14.1 Angstrom. In this dimension of quantum movement, computer (binary) bits are no longer predictable because the bits are assuming quantum movement and classical physics cannot provide the accuracy to measure quantum movement. QMET phase transitions and energy bands and solution within define the Yang-Mills mass gap problem in which a positive particle (such as a quark) is traveling faster than the speed of light. And also explains the terahertz gap as the ‘quantum fold-back’ of the field transition line. 
     Herein QMET defines the Qsphere as the geometric representation of Poincare (Bloch) sphere or multi-Bloch sphere to model the global intrinsic properties of a quantum coherent system. In quantum computing and quantum mechanics, the Poincare (Bloch) sphere is a geometrical representation of the pure quibit (quantum bit) state of a two-level quantum mechanical system such as a qubit. With the relationship of the quantum coherent states of spin, orbit, charge, SU(2)-SO(3) can also model the mathematical relationship and this permits the use of a sphere to represent the quantum state of the quantum object such as a qubit (or a quantum energy-pattern) against the representation of a Bloch-sphere (also known to mathematicians as the Riemann sphere) or a multi-Bloch sphere which is referred to herein as a Qsphere. The geometry of the extra-dimension is then defined as a Qsphere, with a Qsphere vector being the energy-pattern of the superposition of its quantum states of spin, orbit and charge. The information of a quantum coherent system is specifically stored in the orientation of the spin and the orbit, not just the spin. The circular orbit e and the spin are locked together (like gears) due to the very strong attraction in the spin-orbit coupling (spin-orbit is also known as intrinsic spin, angular momentum, or phase.) The spin-orbit coupling is set as the energy is naturally designed (created and entangled) to form the logical structure of the structure (such as a molecule) in the femtovolt energy-state. The Poincare sphere representation of a qubit&#39;s Hilbert space. In which the stress-energy tensor is an operator acting on the Hilbert space of the quantum field. 
     QMET herein defines the State Vector being the Hamiltonian as the energy operating acting on the Hilbert space of the quantum field and wave function, but not as time translation but energy translation symmetry defined by the QMET quantum phase transitions lines. The Hamiltonian being defined as the total kinetic and potential energy of the system, which can be defined by the gluon force, or more generally the atomic mass unit (AMU) if isotopes are not present. The state vector translation symmetry also provides the one-dimensional string which holds the structure in quantum coherence and provides the elegant mathematical way of describing the strong force, one of the four fundamental forces in the universe, which holds together atomic nuclei. 
     QMET herein also defines the quantum phase transitions (QPT) as ground states that can be transitioned or tuned with the Hamiltonian at which quantum fluctuations take the system between two distinct ground states. Phase transitions in quantum systems, including symmetry breaking and topological types, always associate with gap closing and opening. Allowing the ability to model the energy states and mass gaps of the spectral gaps using the defined energy operator and energy translation symmetry of the system string. More generally understood within particle physics and many-body systems. It is the field and particle coherence which create the ground states through supergravity at select field coherence lines, which further create QMET energy bands. These ground states, including those within the nucleus create a new vacuum which is held throughout many-body systems. Properties such as the orbit, spin, charge, and helicities defining what properties a particle will ripple up and define the various forms of coherence of the particles within each energy band. However, it is the spin state of the particles which define the overall field presented a ‘fold-back’ over effect from subatomic out. The tighter the subatomic particle, the longer the wavelength and the more expansive nature it has. With Gravitons underpinned by neutrinos at the core of every particle, they give every particle their hand and drive the energy transfer required to keep everything moving. A dance that occurs within each energy band and defines what gets released and what gets trapped and forced back down. For example, photons are massless with the intent to be free of gravity. Bell&#39;s theorem asserts that if certain predictions of quantum theory are correct then our world is non-local. “Non-local” here means that there exist interactions between events that are too far apart in space and too close together in time for the events to be connected even by signals moving at the speed of light. To understand how the fabrics of these discrete energy bands are woven together in entanglement, one can assess the QPT that define this superposition. One analogy to assist in understanding discrete energy-states or energy bands would be quantum dots. Each quantum dot, based on its size, is characterized by or holds a very specific property of emitting color of a specific bandwidth. For example, larger dots emit light that is skewed toward red, and progressively smaller dots emit light that is skewed more toward green. Quantum energy-states contain a specific density of energy to conduct quantum work. In other words, just as red Quantum Dots are distinguishable from blue Quantum Dots, femtovolt Super Quantum Dots are distinguishable from picovolt Super Quantum Dots. In one example, a properly designed femtovolt Quantum Dot may flatten the quantum coherent system and decouple the gluons. Gluons are the force holding the system in quantum coherence. Some examples of the Phase Transition lines that may be leveraged are shown in the table below: 
     
       
         
           
               
               
               
             
               
                   
               
               
                 Energy Band 
                   
                 Energy 
               
               
                 Wavelength 
                 Frequency 
                 eV 
               
               
                   
               
             
            
               
                   
               
            
           
           
               
               
               
               
            
               
                 Yactometers 
                 NA 
                 EeV 
                 Discord: Set Orbit/Hand, NOE, Space 
               
               
                   
                   
                   
                 Interaction, Electric Dipole, 
               
               
                   
                   
                   
                 (Ultra-high energy (UHE) photons 
               
               
                   
                   
                   
                 could be with 1-2 EeV, and they 
               
               
                   
                   
                   
                 are particles contributing to 
               
               
                   
                   
                   
                 the flux of cosmic rays) 
               
               
                 Zeptometers 
                 NA 
                 PeV 
                 Gamma-ray emission 
               
               
                 Attometers 
                 YHz 
                 TeV 
                 Local Structure Change, Electronic 
               
               
                   
                   
                   
                 Polarization, Set Spin 
               
               
                 Femtometers 
                 ZHz 
                 GeV 
                 Intrinsic Spin - Electron Coherence, 
               
               
                   
                   
                   
                 Set Spin and Orbit (spin-orbit 
               
               
                   
                   
                   
                 coupling), Covalent Bonds 
               
               
                 Picometers 
                 EHz 
                 MeV 
                 Polarity and Post transcriptional DNA 
               
               
                   
                   
                   
                 processes, Hydroxls 
               
               
                 Nanometers 
                 PHz 
                 keV 
                 Energy Transfer, Anticodon 
               
               
                   
                   
                   
                 Expression, Loops and Tumbling 
               
               
                 Micrometers 
                 THz 
                 eV 
                 Molecular Backbone Resonance 
               
               
                   
                   
                   
                 Inter-molecular vibrations in liquid 
               
               
                   
                   
                   
                 and gas-phase systems 
               
               
                 Milimeters 
                 GHz 
                 meV 
                 Terahertz Gap, Spacial Bonds and 
               
               
                   
                   
                   
                 Radio Communication 
               
               
                 Meters 
                 MHz 
                 ueV 
                 Discord: Radio Frequency Entangle, 
               
               
                   
                   
                   
                 Cell, Intracellular 
               
               
                 Kilometers 
                 kHz 
                 neV 
                 Discord: Max Energy, Ejection, 
               
               
                   
                   
                   
                 Space Charge Polarization 
               
               
                 Megameters 
                 Hz 
                 peV 
               
               
                 Gigameters 
                 uHz 
                 feV 
               
               
                   
               
            
           
         
       
     
     This state vector can be used during the design process to determine how to design the manipulating state vector of the unquantized target-tuned electrons E. With the information of an electron or coherent system being specifically stored in the orientation of the spin and the orbit, not just the spin. The circular orbit of the electron and the spin are locked together like gears due to the very strong attraction in the spin-orbit coupling (spin-orbit is also known as intrinsic spin, angular momentum, or phase.) The spin-orbit coupling is set as the electron is created as the quanta of the electron field is bundled up and entangled in the femtovolt energy-state. Energy-state is defined as the discrete energy-densities for each work-state. Work is defined as the superposition of all work-states being conducted across all energy-band or energy states. As coherent structures increase in size, power (magnitude) increase. Interference fields may be introduced to cause a bit-flip (picovolts) to change the charge of an atom or phase-flip (femtovolts) to reverse or increase intrinsic spin (to incite full decoherence of the coherent system) by breaking the gluons which contain the coherence. Referring to  FIG. 5 , a bit-flip error  80  is shown with an exchange  82  flipping a qubit  84  in latitude along a sphere  90 . Also shown in  FIG. 5  is a phase-flip error  86  with an exchange  88  pushing the qubit  84  halfway around the sphere  90  in longitude. The QSphere vector is defined as a multi-qubit vector as the superposition of excited states (quantum coherence) of the molecular system, which defines the energy-pattern and energy of the coherence that holds the system together. Some processes that can be leveraged for manipulation across the variety of energy-states include electronic polarization, molecular (vibrational) polarization, and some orientational polarization-including particle creation, particle entanglement, structural organization, bond vibrations, sidechain rotations, loop motions, and some molecular tumbling. In a femtovolt energy-state: energy-density affects electron creation and entanglement, allowing for decoherence. In a picovolt energy-state: energy density affects setting the charge for items such as functional group ordering and allows for bond reorganization through bond vibration, sidechain rotation, and molecular polarization. 
     The system  10  can be designed through the energy bands of the QPT including electronic polarization, molecular (vibrational) polarization, and some orientational polarization-including particle creation, particle entanglement, structural organization, bond vibrations, sidechain rotations, loop motions, and some molecular tumbling. For example, the femtovolt energy-state defines the quantum work-state where electrons (mass) are manipulated and entangled; and appropriately, when viewing electron functioning within femtosecond spectroscopy, one will find bonds appearing and disappearing as electrons are created and disappear as they look for entanglement to maintain their existence (quantum coherence). To create matter to either ‘remove’ a bond or entanglement or prevent phase-flips (such as molecule quantum coherence or quantum computing), the use of the femtovolt quantum energy-state can introduce an electron (femtovolt) to manage or manipulate a quantum coherent relationship. In quantum computing, the femtovolt energy-state and work-state interference can be viewed as the introduction of phase-flips—where it breaks the gluons of quantum decoherence and the energy and mass (quanta) are drawn back into the quarks and the field flattens. This is viewed as the disappearance of entanglement and electrons. The picovolt energy-state defines quantum work-states such as quantum tunneling and their electron (dipole) swapping and vibrations as items such as functional bonds (including hydroxyl bonds) set the correct ‘bits.’ To ‘rearrange’ the order of how bonds are formed or to manipulate or manage bit-flips (such as in molecule quantum coherence or quantum computing), use the picovolts energy state. In quantum computing, the picovolt energy-state interference may be viewed as the introduction of bit-flips, in which interference is introduced, and should be corrected since it is viewed as the ‘wrong answer.’ Similarly, there are additional energy-states including nanovolts and additional process including electronic polarization, molecular (vibrational) polarization, and some orientational polarization-including particle creation, particle entanglement, structural organization, bond vibrations, sidechain rotations, loop motions, and some molecular tumbling and protein folding that use a variety of quantum processes quantum coherence, quantum tunneling, quantum entanglement and quantum discord and non-quantum processes such as simple chemical reactions. 
     As a molecular system is decoupled with items such as femtovolt quantum energy-states, quantum coherence is lost when the gluons which are holding the coherent shell (the confinement) of the system are decoupled. The gluons are the force containing the mass and energy and define the energy-pattern properties of the coherent system. As this decoupling and decohering happens, it resembles particle annihilation—as the gluons are decoupled, the gluons (being force carriers of quarks) along with all of the mass and energy that they are containing are drawn back into the quark core of the now non-existent quantum coherent structure—to be redistributed into the dark fields. If one were to look at a molecular system as a black hole, it seems plausible the same thing occurs. If one ventures into that system&#39;s vacuum as the decohering system collapses, all mass and energy is being drawn back in and reclaimed for redistribution, as with the bending of spacetime fabric (which contains photons) around a magnetic field (such as earth). Then, as the gluons are magnetically pulling everything into their quark core, then it seems plausible that the spacetime fabric would also get drawn in. 
     A group of scientists working on string theory-based analysis established that vibrational patterns of strings may be determined by the shape of an extra dimension, and with the precise ‘geometry’ of the proposed extra-dimension, one could make predictions about the results of experiments one would observe. Modeling QMET quantum phase transitions and quantum fields against energy patterns exhibits the required dimensions as predicted by these scientists. 
     Referring to  FIG. 16 , the quantum energy-pattern of the unquantized target-tuned electrons E may be designed to properly manipulate the quantum coherence (including quantum tunneling, quantum entanglement, and quantum discord) of a target  16  or target zone  18  through the proper manipulation of its Qsphere vector. A Qsphere vector is used to define an energy pattern for a quantum coherent system (target  16  or target zone  18 .) The energy pattern is defined as a superposition of quantum states comprised of spin, orbit and charge. Spin-orbit combined is the angular momentum (also defined as intrinsic spin, phase, gluon, coherence, or bond) and charge is electron vs positron (also referred to as matter vs. antimatter, particle vs. antiparticle.)  FIG. 7  is a schematic Bloch sphere representation of radiofrequency (RF) transitions. Referring to  FIG. 7 , a first radiofrequency pulse rotates a pure state V into W (angle θ). The superposition state decoheres into a “ring” distribution, represented by its average, X. A second radiofrequency pulse transforms the fully decohered state X into a partially coherent state Y (angle de). The final state Z is reached only after further decoherence. Referring to  FIG. 7 , transfers V to W and X to Y are coherent and reversible, while transfers W→X and Y→Z are irreversible. The mathematical relationship of SU(2)-SO(3) permits the use of a sphere to represent the quantum state of the quantum object such as a qubit or an energy-pattern against the representation of a Bloch-sphere (also known to mathematicians as the Riemann sphere), or a multi-Bloch sphere which we are referring to as a Qsphere. SU(2) is the special symmetry group that describes the physics and math of a two level system which is identical to a qubit (spin ½). The spin number describes how many symmetrical facets a particle has in one full rotation; a spin of 2 means that a particle must be fully rotated twice before it has the same configuration as when it started. SO(3) in mechanics and geometry is the 3D rotation of the group, which is the group of all rotations about the origin of three-dimensional Euclidian Space R3 under the operation of composition. Its representations are useful in physics, where they give rise to the elementary particles of intrinsic spin. When working with the linear representation of Lie groups and Lie algebras, it is useful to keep track of the objects on which the operators act. These objects are always the elements of a vector space. In the case of O(3), the vector space is a Euclidian 3-space. For Lorentz transformations which is used for most current quantum mechanics, the vector is spacetime. However, because this is the vector representation of the ultra-micro-environment where time is not a factor the vector is based on space-energy. 
       FIG. 2  is a schematic illustration of a quantum coherent system  50  with first, second and third atoms  52 ,  54  and  56  having respective covalent bonds  58  (for each pair of the atoms).  FIG. 2  shows shared electrons e between first, second and third atoms  52 ,  54  and  56 . Respective circle  60  corresponds to spin, respective circles  62 A,  62 B,  62 C,  62 D correspond to orbit and respective circle  64  corresponds to charge. As noted above, the energy pattern is a super position of spin, orbit and charge. 
     By way of non-limiting example only as described below, 3.75 femtovolts embodies 3750 m/z (i.e., each is part of the same energy-pattern, just different energy-states), which also equals mass of AMU. A mass of target-zone (mass=3750) defines the quantum coherent energy-pattern. This energy-pattern defines a quantum superposition of simultaneous energy-states. Many energy-states (conducting various work-activities) are required to support the quantum superposition of work, such as for example, quantum work, electrical work, and chemical work. The quantum coherent energy-pattern that we see in the macro-environment (mass=3750) is a superposition of all of the work (across all energy-states), which is conducted in superposition (simultaneously). Quantum energy can be designed to manipulate the energy-pattern. In one example, a properly designed increase or reverse in the femtovolt energy-state may torque the quantum coherent system apart and decouple the gluons. Gluons are the force holding the system in quantum coherence. In another example, a properly designed change in the nanovolt energy state may change how a system is assembled. Additionally, a coherent group can be in two or more simultaneous energy-patterns which is typically referred to as quantum discord. 
       FIG. 6  is a schematic fragmentary diagram of an example viral structure with viral segments  91 ,  92  and  93  enclosed by respective circles  94 ,  95 ,  96 .  FIG. 6  illustrates the distribution of shared electrons  97  (shaded dots) and shared quarks  98  between the viral segments  91 ,  92  and  93 . The respective circles  94 ,  95 ,  96  represent quantum discordance of multiple coherent structures, which are delocalizing the shared quarks  98  to define the gluons of the coherent shell. 
     Referring to  FIG. 4 , a Venn Diagram shows the relationship between quantum discord (QD), quantum entanglement (QE), Bell non-locality BN, first quantum steering (AB) and second quantum steering (BA). As understood by those skilled in the art, nonlocality describes the apparent ability of objects to carry influence or instantaneously know about each other&#39;s state, regardless of how widely spaced apart they are. Quantum steering is a special kind of nonlocal correlation that is intermediate between Bell non-locality (BN) and quantum entanglement (QE). 
     The properties of an atoms may be leveraged through spectroscopy, which is a science devoted to identifying atoms or molecules by the kind of radiation they emit or absorb. It is also another design factor when considering the energy of the system. When atoms are excited they emit photons of certain wavelengths which correspond to the different colors. The atomic spectrum or emission spectrum of a system is the spectrum of frequencies of electromagnetic radiation emitted due to an electron making a transition from a high energy state to a lower energy state. The photon energy of the emitted photon is equal to the energy difference between the two states. The atomic electron energy levels are unique to each element, the lines in a spectrum (emission or absorption) can be used to identify elements present in a source. Herein QMET defines photons as the quantum coherence of an electron and positron, the photon entangled into a component with no mass to afford the property to escape the gravity. Herein, QMET also defines the electron is always in quantum coherence with a neutrino and a positron is always in quantum coherence with an antineutrino; in which the swapping of the neutrino intrinsic left-hand and antineutrino intrinsic right-hand drives the electronic wave function of photon. The peculiar thing about the wave function is its anti-symmetry in which when electrons are exchanged the sign of the wave changes. The additional peculiar property of electrons is their negative helicity (opposite spin and orbit) in which symmetry does not hold as it does with all the other fundamental forces. It is the combination of the negative helicity and the photon wave packet which defines the resonance and energy of the system. If energy is added at this intrinsic energy state of the system, the wave function is collapsed due to the changing of signs. This defines why a quantum system collapses at the exact state, when measured. More generally known as the dephasing of a system which is most generally an irreversible process as the exchange of the neutrino hand of the wave function causes the collapse. As a system is measured, the measurement is the Hamiltonian of the system and quantum coherence of the wave function is collapsed. Herein QMET defines the intrinsic wave packet of a photon wavelength being the quantum Hamiltonian of the molecule which released the photon, the total quantum energy of potential and kinetic energy. And the specific kinetic and potential energy mix defining the quantum Lagrangian which can define the age of the system, such as the half-life and also the quantum work available. 
     Step  1 : Controller Process 
     Referring now to  FIG. 8 , a schematic block diagram of various components of the system  10  is shown.  FIG. 9  is a flow chart of a method  100  for manipulating the target  16 . Referring to  FIG. 8 , the system  10  includes a controller C having at least one processor P and at least one non-transitory, tangible memory M on which instructions are recorded. The memory M can store controller-executable instruction sets, and the processor P can execute the controller-executable instruction sets stored in the memory M. The method  100  may be at least partially executable by the controller C of  FIG. 8 . Referring to  FIGS. 1 and 8 , the system  10  may include a function generator  152  (which may be DC powered) adapted to generate the unquantized target-tuned electrons E. The system  10  may include at least one magnetic field generator  154  adapted to prepare the container  46  to carry the target-tuned electrons F. 
     Referring now to  FIG. 9 , method  100  need not be applied in the specific order recited herein, i.e., the order may be changed. It is also understood that some blocks may be omitted. Per block  102  and block  104  of  FIG. 9 , the method  100  includes identifying intrinsic parameters of the target  16  and further target-tuned design factors of the target  16  (in whole) or target zone  18  (in part), which may be identified via a device  150  (see  FIG. 8 ). Referring to  FIG. 10 , an example of a first set-up  200  is shown for obtaining the intrinsic parameters of the target  16  and target-tuned design factors of the target zone  18 . In this example, the intrinsic parameters include an energy-pattern and QSphere Vector calculated from the mass spectrum peak of the target  16  and a target-tuned design factor is the mass spectrum peak of a target zone  18  and the device  150  is a mass spectrometer  202 . The mass spectrometer  202  is adapted to measure masses and relative concentrations of atoms and molecules. The mass spectrometer  202  includes an ion source  204 , a mass analyzer  206  and a detector  208 . It is to be understood that the device  150  may take alternative forms and include additional components and circuitry not discussed herein. 
     Step  2 : Intrinsic Properties 
     The quantum bond energy of a molecule is defined generally through the composition of the particles, such as the protons and neutrons. While most molecules can be defined through the intrinsic property of atomic mass units (hereinafter “AMU”) through a mass spectrometer, other factors could also affect the current bond energy and calculation. It is generally recommended to gather multiple readings for robust data. 
     Step  2   a : Identify Infection 
     Mass spectrum analysis may be employed using the concepts contained within for diagnosing the presence of an infection.  FIG. 18  shows an example mass spectrum of intensity (vertical axis) versus mass to charge ratio (m/z on the horizontal axis) for a strain of influenza. Control trace  650  shows the spectrum for a control group of uninfected cells. First trace  652  illustrates multiple peaks, indicating the presence of influenza B Negas-MDCK SIAT 1 infected cells. Second trace  654  illustrates multiple peaks, indicating the presence of influenza A ATCC-MDCK 1 SIAT 1 infected cells. 
     Step  2   c : Controller: Intrinsic Parameters—Mass Spectrometer 
     Referring to  FIG. 10 , a sample  210  containing the target  16  or the target zone  18  is injected into a tube  212 . A high-pressure solvent  214  may be injected into the tube  212  via a pump  216 . The sample  210  and the solvent  214  pass through a liquid chromatography column  218  filled with a solid adsorbent material. Each component in the sample  210  interacts slightly differently with the adsorbent material liquid chromatography column  218 , resulting in different flow rates for the different components and leading to the separation of the components as they flow out of the liquid chromatography column  218  and are subsequently processed through the mass spectrometer  202 . Referring to  FIG. 10 , the data from the mass spectrometer  202  may be employed by the controller C to obtain the intrinsic parameter and the target-tuned design factors. As noted above, the controller C has at least one processor P and at least one non-transitory, tangible memory M on which instructions may be recorded. 
     Referring to  FIG. 11 , an example of a mass spectrum  250  is shown, with the ion signal intensity on the vertical axis and the mass-to-charge ratio m/z on the horizontal axis. The peaks obtained on the mass spectrum  250  may be compared to a baseline control mass spectrum for identification. The baseline control mass spectrum may be obtained, for example, through databases of known mass spectrum data and peaks available to those skilled in the art. In order to isolate the mass spectrum peak for a specific target  16 , a validated control sample may be used as a “baseline” to compare with positive samples, for the purpose of identifying aberrant peaks between the mass spectrum. The positive samples are samples that have been deemed as positive samples for the target  16  in question. 
     In another embodiment, the Target  16  is the Epstein Barr Virus and Target Zone  18  is tRNA, the results were obtained from ion-reverse phase chromatography with a retention time of 37.5 minutes and a design of 3.75 fV. 
     In another embodiment, the Target  16  SARS-CoV-2 and Target Zone  18  3CLPro protein, the design was validated with mass spectrometry measurements with a scimaX magnetic resonance mass spectrometry (MRMS) system. The sample solutions were infused into the system with a syringe (50 μL) at a flow rate of 120 μL/h using electrospray ionization in a positive ion mode. Data was acquired in the mass-to-charge (m/z) range of 400-6000 with a transient length of 3.92 s in quadrupolar detection, resulting in a resolving power of 54.0 ppb at m/z 3240. The source and ion transfer parameters were optimized as follows: skimmer 1 100 V, funnel 1 180 V, funnel RF amplitude 200 V, collision cell frequency 2.0 MHz, ion transfer frequency 2 MHz, time of flight to analyzer cell 2.0 ms with the RF amplitude of 350 V, and source temperature 200° C. To optimize protein performance, the mass range around the charge state 18+ was isolated with the quadrupole using a quadrupole mass window of 200 Da with a center mass of the quadrupole of m/z 3750; the magnitude was set to 4 M; 200 single scans were added. 
     Alternatively, the sample  210  may be subject to a general assessment to identify potential targets and identify potential cofactors in a condition, to identify novel targets, to identify target mutations, or target mutations that may have multiple aberrant peaks. In another embodiment, where the targeted zone  18  is a ligand to a subject  14  (host) cell receptor, such as the viral (biomimicry) ligand of SARS-CoV-2 (S) Protein and subject  14  (host) cell receptors of ACE2 or Band 3, the RRM model may be used to identify appropriate cell receptors for ligand match, analyze known cell receptors for match potential, or to cross-validate designs and options for the affinity (interaction) and phase applicability between the ligand and the cell receptor(s) to couple with other technology such as mass spectrometry. The RRM model uses a transformation of amino acid sequences to spectral densities based upon the de-localized electron densities along the biomolecule backbone (also known as the resonant energy transfer in the distribution of free electron energy along the biomolecule backbone) along with the associated radians for the ligand-receptor pair. The Resonant Recognition Model (RRM) is a biophysical model that analyzes proteins and their DNA or RNA targets. The RRM is founded on the notion that all proteins can be considered as linear sequences of their constitutive elements (amino acids). The RRM model interprets this linear information using signal analysis methods including spectral and space-frequency analysis. It has been found that the spectrum of the distribution of the energies of free electrons along the proteins is critical for protein&#39;s function (interaction). As there is evidence that certain charge could travel along the proteins then charge moving through the protein backbone and passing different energy stages caused by different amino acid side groups can produce sufficient conditions for the specific electromagnetic radiation or absorption. These results lead to the conclusion that specificity of protein interactions are based on the resonant electromagnetic energy transfer between interacting molecules with a specific frequency for each observed function/interaction. An algorithm incorporating the Resonant Recognition Model available to those skilled in the art may be employed. This may be done by comparing RRM cross-spectra function of ACE2 receptors and spike proteins from SARS-Cov-2, See https://www.mdpi.com/2076-3417/10/11/4053/htm. 
     Referring now to  FIG. 12 , a set-up  300  is shown for obtaining the intrinsic parameters of the target  16  and the target-tuned design factors of the target zone  18 . Here the intrinsic parameters and target-tuned design factors of the energy-pattern which defines the QSphere vector are the mass (mass-to-charge ratio of the mass-domain) or the energy (frequency of the frequency-domain from a radio frequency (RF)) of the quadrupole mass spectrometer  302 . Quadrupole mass analyzers use oscillating electrical fields to selectively stabilize or destabilize the paths of ions passing through a radio frequency (RF) using the resonance excitation method to determine at what point ions are ejected. The RF quadrupole mass spectrometer  302  may be an Orbitrap Fusion Lumos Tribrid mass spectrometer, for example. Referring to  FIG. 12 , an oscillating RF electric field is generated by source  304  and directed towards excitation plates  306 . This causes trapped ions  308  to oscillate back and forth in the harmonic axial potential and induce a current that is detected by electrodes  310 . The induced current (indicated by line  312 ) is encoded in the form of a time-domain spectrum  314 . The time-domain spectrum  314  is converted to a frequency-domain spectrum  316  (which is then converted to a mass spectrum  318  after mass correction). Since each distinct m/z value has a distinct axial frequency, the frequency-domain spectrum  316  here is in effect a relative mass spectrum  318 . The mass spectrum may have a peak at m/z of 3750 in which only the mass is used at 3750 AMU, this then becomes the mass of the electrons (ions) and is in the macro-world energy-state of volts which equates to the work-state of intracellular energy transfer. This also equates to a frequency domain mass spectrum peak of 375 kHz which defines the bond ejection resonance in the radio frequency spectrum which is in the macro-world of kilovolts energy-state and equates to the cell bond ejection work-state. Either the mass (m/z of mass-domain) or energy (the m/z of the frequency (in Hertz) of the frequency-domain may be used as the intrinsic parameters for the energy-pattern for the QSphere vector for target  16  in identifying the target or the target-tuned design factors of target zone  18  in designing the solution of the manipulating agent  12 . 
     Other methods for analyzing the interaction (affinity) may include Nuclear Magnetic Resonance (NMR) to collect protein structural data by inducing a magnetic field through samples of concentrated protein. Depending on the chemical environment, a sample will absorb specific radio frequencies. Protein nuclear magnetic resonance may be applied to study intermediate structures in time scales of picoseconds to seconds since protein structural changes operate on this time scale. Referring to  FIG. 19 , the vertical axis  702  shows polarization, while the horizontal axis shows timescale in seconds (S). Trace  704  shows induced polarization in response to an applied electric field  706 . Portion  710  of trace  706  corresponds to electronic polarization, portion  712  corresponds to molecular polarization, portion  714  corresponds to orientational polarization, portion  716  corresponds to hopping polarization and portion  718  corresponds to a space charge polarization. Other methods may include running additional peptide assays or genetic sequencing to assess and analyze the sequence structure during design or testing. An inverse timescale is shown in  FIG. 20 . Traces  750  and  751  illustrate the types of energy absorbed in various parts of the spectrum by a sample. The vertical axis  752  shows amplitude and the horizontal axis shows frequency F (in Hertz). The first region  754  corresponds to ionic energy, the second region  756  corresponds to dipolar energy, the third region  758  corresponds to vibrational energy and the fourth region  760  corresponds to electronic energy. 
     Referring to  FIG. 12 , an alternative or second set-up  300  is shown for obtaining the intrinsic parameters and the custom design factor of the target  16  and target zone  18 . Optionally, a Fourier transform may be taken of the mass spectrum  250  in order to elicit more information. Referring to  FIG. 11 , a Fourier transform  260  of the mass spectrum  250  is shown, with frequency (F) on the horizontal axis and amplitude (A) on the vertical axis. The Fourier transform  260  illustrates at least one mass spectrum peak  262  occurring in a respective band  264 , which may have a mass spectrum peak  266  at m/z of 3750. 
     Other methods of design, design validation, and design calibration may include identifying, analyzing or cross-validating results, studies, or values of the SARS-CoV-2 (S) Protein affinity against antiviral or pharmaceutical products using native state electrospray ionization mass spectrometry (See https://www.nature.com/articles/s41401-020-0483-6 #Tab2). 
     Step  3 : Design, Step  3   a : Embodiments for Target Zone and Equipment 
     Per block  104  of  FIG. 9 , the method  100  includes determining target-tuned design factors for the target zone  18  based at least partially on the intrinsic parameters (determined in block  102 ) of the target  16 . Referring to  FIG. 1 , the target  16  may be a virus. In some embodiments the manipulating agent  12  is designed to work as short-term, protein targeted, neutralizing artificial antibodies to neutralize an active viral infection within the subject  14 . The target-tuned design factors in this embodiment might include intrinsic factors of the target such as: (1) Target: SARS-CoV-2; (2) Target Energy-Pattern: Mass of 3750 at a Work-State of Cell Coherence and intracellular energy transfer, the Energy-State being in Volts; and (3) Type: Active Viral Infection. Additionally, the target-tuned design factors may include: (4) Design Description: short-term, protein targeted, neutralizing artificial antibodies to neutralize an active viral infection; (5) Target Zone: SARS-CoV-2 3CLPro Protein  36 ; and (6) Target Zone Reason: Inhibit Replication. 
     As noted above, the terms ‘target-tuned electrons’, ‘target-tuned artificial atoms’ and ‘target-tuned design factors’ refer respectively to the electrons, artificial atoms, and design factors being adjusted or attuned to the specific target  16  as defined (below) with respect to steps  2 - 5 , inclusive. The target-tuned design factors may further include: (7) Target Zone Intent (e.g., neutralize and kill the virus/target  16 ; (8) Energy-State: Femtovolts: Phase-Flip with Work-State: (e.g., incite decoherence in the quantum coherence of the capsid protein bonds); (9) the Qsphere Vector being a Target Zone Mass of about 3750 m/z, with the Energy-State being in Volts, the Work-State being Cell Coherence (e.g., via an Orbitrap Mass Spectrometer). Mass is the desired target, charge is not factored and 3750 (m/z) becomes 3750 AMU. Alternately, the Qsphere Vector may be equivalent to the target zone energy. The mass spectrum frequency domain can also be used in another embodiment with an intrinsic factor of 3750 m/z with 375 kHz at an Energy-State of Coherence Bond Ejection Resonance determined via Orbitrap Mass Spec. This is the energy required to break the coherent structure apart through the use of frequency. Additional target-tuned design factors include: (10) Target Zone Energy-Pattern: Energy-State being 3750 AMU at the Work-State of Cell Coherence and intracellular energy transfer; and (11) Manipulating Electrons Energy at 3.75 femtovolts. For methods such as chromatography, the intrinsic property may be represented by the amount of time taken for a solute to pass through a chromatography column. The design option (which may be taken as a pico-voltage or femto-voltage value a few decimal places away from the intrinsic property) represents the energy required to break the coherent structure apart. A table showing other design options is presented below: 
     
       
         
           
               
               
               
               
               
             
               
                   
               
               
                   
                   
                   
                 Intrinsic 
                 Design 
               
               
                 Target 16 
                 Target Zone 18 
                 Equipment 
                 Property 
                 Options 
               
               
                   
               
             
            
               
                   
               
            
           
           
               
               
               
               
               
               
               
            
               
                 SARS-CoV-2 
                 3CLPro 
                 MRMS 
                 3750 
                 m/z 
                 3.75 
                 fV 
               
            
           
           
               
               
               
               
               
               
            
               
                 SARS-CoV2 
                 Spike Domain 
                 RRM 
                 0.312 
                 31.2 
                 pV 
               
            
           
           
               
               
               
               
               
               
               
            
               
                 HPV14 
                 VP4 Capsid 
                 Mass Spectrometer 
                 8000 
                 m/z 
                 8.0 
                 fV 
               
               
                 EBV 
                 tRNA 
                 Ion-Phase Reverse 
                 37.5 
                 minutes 
                 3.75 
                 fv 
               
               
                   
                   
                 Phase Chromatography 
               
               
                 EBV 
                 miRNA 
                 Ion-Phase Reverse 
                 32 
                 minutes 
                 32 
                 fV 
               
               
                   
                   
                 Phase Chromatography 
               
               
                 Influenza 
                 tRNA 
                 Mass Spectrometer 
                 3150 
                 m/z 
                 3.15 
                 fV 
               
               
                 HIV 
                 tRNA 
                 Mass Spectrometer 
                 3650 
                 m/z 
                 3.65 
                 fV 
               
               
                   
               
            
           
         
       
     
     Step  3   a : Target  16  and Target Zones  18   
     All living organisms need energy to grow and reproduce, maintain their structures, and respond to their environments; metabolism is the set of processes that makes this energy available for cellular processes. Metabolism is a combination of chemical reactions that are spontaneous and release energy and chemical reactions that are non-spontaneous and require energy to proceed. However, in addition to chemical bonds there are many additional processes used by biomolecules to carry out their intended functions. Both internal and external cellular communication are essential for living organisms (surface membrane to surface membrane, exterior, and direct communication.) Internally cells need to communicate between the various biochemical steps and processes carried out within the cell. Externally cells need to communicate with other cells to coordinate activities, whether they are bacterial colonies or differentiated cells coordinating infrastructure activities within the organism. These Signal to Target to Response processes are based on the electric (electron) and magnetic (quark) molecular makeup of their associated energy patterns. It is the signaling of the cellular communication (the electrostatic morse code of the electrons) that present the signals or requests. It is this quantum coherent foundational network of for example, the molecular backbone, the functional group twisted and folded up biomolecules which utilize hydrogen bonds (power poles of the quarks to push energy), and the ionic bonds and cellular communication (signaling and response) that give rise to the different energy pattern(s) and quantum beat of the system in target  16  or target zone  18 , all of which can be leveraged to manipulate the functioning of the target  16 . 
     Protein folding, a molecular origami if you will, depends on the way amino acids are strung, twisted, and held together with covalent bonds, to fold into a myriad number of complex three-dimensional shapes. It is these shapes that give proteins their unique powers over the environment and determine their functionality. The result of the three-dimensional structure of the protein holds a great deal of biological importance. The final structure of the cellular protein exposes several channels, receptors, and binding sites, and affects how it interacts with other proteins and molecules. For example, a protein fold of a certain shape may function as an enzyme, while a protein fold of another shape may function as an insulin molecule. In fact, it is widely known that rogue misfolded proteins can cause a vast array of diseases. Additionally, the accumulation of misfolded proteins is now understood to play a major role not only in cancer, but in dementia and other chronic diseases as well. Protein folding is comprised of four levels of folding, including primary structure, secondary structure, tertiary structure and quaternary structure. The first two levels of protein folding are conducted in quantum processes. The primary structure folding and functioning exists at the femto energy band which comprises the quantum work states for electron intrinsic spin and entanglement. The secondary structure folding, which in this example are the hydroxyl bonds of the molecular backbone, exists and functions at the pico energy band and includes the quantum work state for setting the charge for the functional group attachment order (through processes such as bond vibration, side chain rotation and quantum tunneling). With the molecular system (backbone, hydrogen bonds and functional groups) of the protein set up, the last two protein folding levels (the tertiary structure and quaternary structure) are carried out in the nano, micro, and milli quantum work states. 
     In one example, the target zone  18  is the functional group hydroxyl covalent bonds (O—H) of the molecular backbone of the SARS-CoV-2 Spike Protein. The hydroxyl bond quantum work-states include the charge being set and continuing to function in the picovolt quantum energy-state. With a picovolt energy-state interference, the hydroxyl bond orders are reversed (OH to HO) and the Spike-Protein structure folds incorrectly to produce the incorrect protein folded shape. With the incorrect shape, the S-Protein cannot dock into the cell receptor and reproduce. In another example, the target zone  18  is the molecular backbone and covalent bonds of the nucleocapsid of the SARS-CoV-2 N Protein. The molecular backbone and covalent bonds quantum work-states include the logical order and entanglement that are set and continue to function in the femtovolt energy-state. 
     At the foundation of all biomolecules are bonds that both structurally hold them together and create the temporary connections (such as some forms of cellular communication) that are essential to life and reproduction.  FIG. 3  is a schematic illustration of a quantum discord system  66  with a first quantum coherent system  67  (with a first plurality of atoms  68  having respective covalent bonds  69 ) and a second quantum coherent system  70  (with a second plurality of atoms  71  having respective covalent bonds  72 ).  FIG. 3  shows the location of shared electrons e and shared quarks q. Respective circle  73  corresponds to spin, respective circles  74 A,  74 B,  74 C,  74 D,  74 E correspond to orbit and respective circle  75  corresponds to charge. Additionally, there is a hydrogen bond  76  between the first quantum coherent system  67  and the second quantum coherent system  70 . It is quantum functioning and quantum coherence that constructs the infrastructure to conduct these processes required for life—in one instance, the covalent bond path of a protein (the molecular backbone) is used to transfer the energy of the electrons and the hydrogen-hydrogen bonds and functional group structures of the protein are utilized to direct and move the energy. More specifically, in one instance the molecular backbone includes a pathway of covalent bonds to transfer the energy and information of the electrons (acting as ‘electron’ railways); the hydrogen-hydrogen bond connections and functional groups structures, such as hydroxyl bonds, move and direct the energy and information. The resulting operation and movement of energy and information within the quantum coherent systems is termed the quantum beat. It is the heartbeat of a quantum coherent system or group of systems, such as a cell, as it moves energy in regular soliton pulses. More specifically, the quantum beat is the pulsing behavior in the intensity of radiation emitted by atomic or molecular systems that are in a superposition of excited states (quantum coherence) created by off-resonance excitation. 
     Referring to  FIG. 1 , the manipulating agent  12  may be designed to manipulate the target  16  or target zone  18  including genome mutations, molecular binding, molecular bonds, affinity, binding affinity, binding shape, binding energy, bonds, bond formation, bond order, bond energy, catalyzation, chemical attraction, chemical bonds, chemical reactions, delocalized electrons, delocalized quarks, molecular backbone, functional groups, loops, energy transfer, information transfer, mass, energy, resonance frequency, communication, quantum beat, intrinsic spin, spin-orbit, angular momentum, phase, bit-flip, phase-flip, coherence time, decoherence, gluons, bosons, electrons, and quarks) of the target zone  18  (in whole) or a target zone  18  of the target  16  (in part) to affect the overall function of target  16 . 
     Step  3   b : Zone Factors 
     A molecule, such as a virus, is comprised of a set of molecule building blocks. Biological building blocks include Lipids, Proteins, Nucleic Acid and Carbohydrates. Much like understanding a ligand in a chemical drug design, each building block could be a target for design. For example, the SARS2 24 proteins which allows a spike vs. capsid configuration. The calibrations of the Qsphere energy-pattern and energy-state design factors may vary due to a variety of factors including target zone diameter, target zone size, target zone age, target contents, target genome size, target zone geometric configuration, and target zone shape. 
     In one example, the target  16  is a SARS-CoV-2 virus. SARS-CoV-2 is an icosahedral, enveloped, beta coronavirus with a single-stranded RNA genome, like MERS-CoV and SARS-CoV. The genome size is approximately 26-32 kilobases. The first two-thirds of the viral 30 kb RNA genome, mainly named as ORF1a/b region, translates into two polyproteins (pp1a and pp1ab) and encodes most of the non-structural proteins (NSP). The remaining parts of the virus genome encode accessory proteins and four essential structural proteins, including spike (S) glycoprotein, small envelope (E) protein, matrix (M) protein, and nucleocapsid (N) protein. The first target zone  18  of interest is the SARS-CoV-2 biomolecule structure of the spike (S) glycoprotein  30  which is required for viral binding and viral replication and an area that many vaccine developers target. In SARS-CoV-2 the spike (S) glycoprotein is highly conserved among all human coronaviruses (HCoVs) and is involved in receptor recognition, viral attachment, and it is the sole viral membrane protein responsible for Subject  14  (host) cell entry. 
     The second target zone  18  of interest is the SARS-CoV-2 biomolecule structure of the nucleocapsid (N) protein  36  in which the viral capsid often plays a critical role for both viral structure and viral function and makes them an area of great pharmacological interest. In coronaviruses (including SARS-CoV-2), the nucleocapsid (N) protein alone can form the capsid, it is a multifunctional RNA-binding protein necessary for viral RNA transcription and replication. With the capsid protein building blocks arranged according to well-defined geometric relationships, capsid morphology can be governed by: icosahedral (e.g., HBV, poliovirus), helical (e.g., Ebola) symmetry rules, conical, polymorphic structure that lacks overall symmetry (e.g., HIV-1). Capsids are finely tuned, robust biomolecular devices and although their morphology and biological functions can vary markedly, complete viral capsid (sometimes referred to as the shell) are required for both structure and function. 
     Step  3   c : Design Examples 
     In other embodiments the manipulating agent  12  is adapted to act as a short-term, protein targeted, inhibiting artificial antibody to both upregulate the immune system and prevent or reduce a viral infection within the subject  14 . The target-tuned design factors in this embodiment may include intrinsic factors of Target: (1) Target: SARS-CoV-2 (2) Target Energy-Pattern being 375 at an Energy-State of Volts and Work-State of Cell Coherence and Intracellular Energy Transfer; and (3) Type: Prevent Viral Infection and Upregulate Immunity. The factors may include design factors such as: (4) Design Description: Short-term, protein targeted, inhibiting artificial antibodies to both upregulate the immune system and prevent or reduce a viral infection; (5) Target Zone  18 : SARS-CoV-2 Spike (S) Protein  34 ; and (6) Target Zone. These are useful because the spike (S) glycoprotein  30  which is required for viral binding (docking) and viral replication is an area that many vaccine developers target. In SARS-CoV-2 the spike (S) glycoprotein is highly conserved among all human coronaviruses (HCoVs) and is involved in receptor recognition, viral attachment, and it is the sole viral membrane protein responsible for entry into a cell of the subject  14  (host). Additional target-tuned design factors include: (7) Target Zone Intent: Manipulate Bond Order Protein Assembly Process (e.g., for target zone  18 ). The intent is to manipulate the bond order to change the protein shape. With a change in shape, the virus cannot dock and replicate in the cellular membrane. Thereby allowing the subject  14  to identify the virus and naturally create the required antibodies in the absence of an infection. Additional target-tuned design factors include: (8) Energy-State: Picovolts and Work-State=Bit-Flip, Change Hydroxyl Bond Order to manipulate protein shape; (9) Target Zone Qsphere Vector and Energy-Pattern being.  312  Molecular Resonance at an Energy-State of Microvolts, the Work-State being Molecular Bond Coherence via RRM (electromagnetic Frequency being 10E13, Terahertz); and (10) Manipulating Electrons Energy at 30 picovolts. 
     In one method, the manipulating agent  12  interferes with the quantum coherence of the target  16  via inciting quantum decoherence. Quantum decoherence is seen when a quantum coherent system encounters an interference field that shifts the spin-orbit of the quantum coherence. While it appears that chemical bonds of the target zone  18  will break, decoherence does not really break chemical bonds in the target zone  18 ; with quantum interference the excited electron fields, that are bundling up energy into matter (electrons) in the ripples, are flattened. This is generally termed a collapse in the wave function. However, in technical sense it does not generate actual wave-function collapse. It only provides an explanation for apparent wave-function collapse as the quantum nature of the system ‘leaks’ back into the quantum field. That is, components of the quantum field ripples are decoupled from a coherent system and acquire phases from their immediate surroundings. The energy is dispersed back into the quarks (atoms) within the underlying quantum electron field in the ultra-micro dimension. In essence, the gluons holding the electron “shell” together are physically removed, which is neither endothermic nor exothermic. With the application of quantum field theory, this is not a true collapse of the wave-function (also referred to as annihilation of energy due to anti-particle collision as defined within particle physics) because with the application of quantum field theory and interference fields the (now flattened, de-excited) electron field has the ability to reform ‘electrons’ in the future. 
     In some embodiments, the target  16  (or target zone  18 ) is selected to be the ACE2 autoantibodies. Depending on the intent, there are different ways this may be designed. ACE2 autoantibodies may be technically defined as the ‘IgM autoantibodies that recognize ACE2 (angiotensin converting enzyme-2).’ Per some studies, ACE2 autoantibodies have been found in 18/66 (27%) patients with severe COVID-19, which are rare (2/52; 3.8%) in hospitalized patients who are not ventilated. Additionally, autoantibodies to ACE2 may be associated with constrictive vasculopathies. (https://pubmed.ncbi.nlm.nih.gov/33083808/). Neutralizing antibodies may also show effects of antibody-dependent enhancement (ADE) and amplify disease progression. The system  10  may be employed to counter this effect. This would be a personalized solution depending upon which of the numerous neutralizing antibodies is causing the issue. For example, the energy-state may be femtovolt, the work-state may be to incite quantum decoherence of the target  16  or target zone  18  and the intent may be designing for complete removal, similar to artificial enzymes. As noted previously, quantum coherence may be set in femtovolt work state (covalent bonds set the intrinsic spin (spin-orbit)) which defines the energy holding the coherence. J-coupling is setting the charges of the coupling of the molecular structure which defines how it will fold up and how the energy is transferred through the structure. 
     In one example the target  16  is a SARS-CoV-2 virus, the target zone is the S-Protein (responsible for the ligand-receptor attachment and viral replication), and the target zone intent is structure dysfunction to upregulate the immune system. In one example, the energy-pattern of the target zone  18  was identified with the Resonance Recognition Model with and energy-pattern and Qsphere vector=0.312 of the energy-state equal to microvolts with an initial molecular target of energy transfer between coherent systems and between interacting biomolecules of 0.312 terahertz (and a final calibrated value of 0.300 terahertz.) The energy-state of picovolts contains the work-state that provides the dysfunction (manipulation) factor which correlates to setting the atoms charge within the functional group, which causes the structure to fold up incorrectly by manipulating the hydroxyl bond order. The target-tuned design factors of the electrons are then defined by E=30 picovolts (30×10-12 V) to incite bit-flips and induce the hydroxyl bonds to be set incorrectly. The target-tuned artificial atoms  44  are generated (and may be transferred) with a DC powered function generator  52 , with E=magnitude (amplitude) and frequency=0, with the use of a sawtooth wave-type, which correlates with standing waves of packets of energy. 
       FIG. 7  is a schematic Bloch sphere representation of the quantum coherence manipulation of a Block sphere vector with radiofrequency (RF) transitions. Referring to  FIG. 7 , a first radiofrequency pulse rotates a pure state V into W (angle θ). The superposition state decoheres into a “ring” distribution, represented by its average, X. A second radiofrequency pulse transforms the fully decohered state X into a partially coherent state Y (angle de). The final state Z is reached only after further decoherence. Referring to  FIG. 7 , transfers V to W and X to Y are coherent and reversible, while transfers W→X and Y→Z are irreversible. 
     Step  4 : Create Manipulating Agent 
     The manipulating agent  12  may be comprised of target-tuned artificial atoms  44  (which includes the quantized target-tuned electrons Q contained in a container  46 ). Alternatively, the manipulating agent  12  may comprise the quantum electron field E delivered directly to the subject  14 , without quantizing and without a container  46 . The formation process of the target-tuned artificial atoms  44  (also referred to as super quantum dots) is a multi-step process that requires creating the container  46  (such as engineered, tunable clathrate structure  400 ) within a solution of distilled water through inducing quantum coherence through electromagnetic induction and then inducting the solution with the target-tuned electrons E. The container  46  is paired with the quantized target-tuned electrons Q through a first vibration. Additionally, an electromagnetic induction is applied to stabilize and compress the energy within the target-tuned artificial atoms  44 . 
     Step  4   a : Quantized Electrons 
     When the Manipulating Agent  12  is not directly applied to the Subject  14 , the target tuned electrons E are required to be quantized to protect the design specificity for storage, transportation, and delivery to the Subject  14  so they can be collapsed into the EM wave function of the Target  16 . This process creates and then transports the electrons without loss of energy or interference from electromagnetic field. 
     Step  5 : Create Container 
     Per block  106  of  FIG. 9 , the method  100  includes preparing a container  46  to quantize, carry, store, and deliver the quantized target-tuned electrons Q (generated and transferred in block  108 ). 
     Step  5   a : Solution to Bottle 
     A solution  12  of distilled water is transferred to a container such as a bottle  48  or capsules. The bottle  48  and other materials in contact with the manipulating agent  12  (such as a dropper for example) are composed of an inert material in order to avoid interference. In one embodiment, the bottle  48  is composed of glass or titanium. Additionally, the bottle  48  with the manipulating agent  12  should not be exposed to ionizing radiation, such as x-rays, during shipping. Alternatively, as shown by block  114  and line  109  of  FIG. 9 , the manipulating agent  12  may comprise of the quantized target-tuned electrons Q delivered directly to the target  16 , without a solution or container  46 . The method of delivery may include direct application of electron field in methods such as (electro)dialysis, direct body contact such as a cuff and other suitable methods. 
     Step  5   b : Apply Magnetic Field 
     The bottle  48  containing the solution  12  of distilled water is exposed to a first predefined magnetic field for a first predefined time to incite quantum coherence (first electromagnetic induction) to form an engineered tunable clathrate structure  400 , which functions as a container  46 . The first predefined magnetic field may be provided via the magnetic field generator  154  of  FIG. 8 , with magnets in a specific orientation, e.g. north to south. The solution of distilled water is pure and absent of any potential contaminants. In one example, the field strength is 4600 Gauss, and the predefined time is 15 minutes. 
     The exposure to the first predefined magnetic field is continued until the hollow interior portion  414  of the engineered clathrate structure  400  is at least partially lined with positive charges and the exterior portion  416  is at least partially lined with negative charges. The creation of the engineered clathrate structure  400  through this process lines the exterior portion  416  of the clathrate structure with negative electrons (electrons), while the hollow interior portion  414  of the structure is lined with positive electrons or positrons. This process creates a mega superconductor structure of clathrates in which this quantum coherent collective functioning of the electrons (positive and/or negative) excludes an external magnetic field and maintains an impenetrable status. 
     In the embodiment shown, the container  46  chosen to carry the quantized target-tuned electrons E is a structurally engineered tunable clathrate structure  400 , (shown in  FIG. 13 ) with a crystalline, lattice structure that is engineered to take on the properties of an empty state, tunable superconductor quantum dot. Referring to  FIG. 16 , the container  46  is composed of a crystalline structure  45  having an inner lining L 1  and an outer lining L 2 . The inner lining L 1  is composed of positive charges (e.g. positrons) and the outer lining L 2  is composed of negative charges (e.g. electrons). The left side of  FIG. 16  shows unquantized target-tuned electrons having respective associated electron fields. The left side of  FIG. 16  shows electrons are ‘quantized’ (contained by a positive charge), referred to herein as quantized target-tuned electrons (having respective associated electron fields) and are now artificial atoms  44 . The quantum coherent collective functioning of the positrons and electrons created from the Meissner effect suspends the now quantized target-tuned electrons Q in three dimensions within the positive inner lining L 1  and repels the magnetic and electromagnetic fields out with the negative outer lining L 2 , allowing energy to flow undisturbed and without resistance. 
     Additional Information and Embodiments 
     In the embodiment shown, the container  46  chosen to carry the quantized target-tuned electrons E is a structurally engineered tunable clathrate structure  400 , (shown in  FIG. 13 ) with a crystalline, lattice structure that is engineered to take on the properties of an empty state, tunable superconductor quantum dot. 
     An example of an engineered tunable clathrate structure  400  is shown in  FIG. 13 , in the form of a tetrahedral clathrate. In some embodiments, the engineered clathrate structure  400  is fully or at least partially composed of urea. In other embodiments, the engineered structure is any structure that can be manipulated to induce quantum coherence and the formation of hydrogen (H) bonds. 
     Referring to  FIGS. 1 and 16 , the quantized target-tuned electrons Q are carried by target-tuned artificial atoms  44  that are delivered through a carrier, container or containing structure, referred to herein as “container  46 .” The unquantized target-tuned electrons E are transformed into quantized target-tuned electrons Q, (with discrete charge and energy levels), as part of the target-tuned artificial atoms  44 . 
     The target-tuned artificial atoms  44  manipulate the quantum coherence of the specific target zone  18  in the target  16 . The quantized work done through the target-tuned artificial atoms  44  being completed by transporting the target-tuned electrons and collapsing the quantum biophysical soliton voltage into the electromagnetic field (also referred to as relocalization). 
     Per block  106  of  FIG. 9 , the method  100  includes preparing a container  46  to carry the unquantized target-tuned electrons E. In the embodiment shown, the container  46  chosen to carry the unquantized target-tuned electrons E is a structurally engineered tunable clathrate structure  400 , (shown in  FIG. 13 ) with a crystalline, lattice structure that is engineered to take on the properties of an empty state, tunable superconductor quantum dot. The engineered clathrate structure  400  may be an engineered clathrate hydrate  400 . More specifically the container  46  which is a tunable clathrate (void of guest molecule) is also considered an engineered, stable and tunable supramolecule water cluster that maintains quantum coherent hydrogen bonds without collapsing. A water cluster is a discrete hydrogen bonded assembly or cluster of molecules of water. Many such clusters have been predicted by theoretical models (in silico), and some have been detected experimentally in various context such as ice, and bulk liquid water, in the gas phase, in dilute mixtures with non-polar solvents, and as water of hydration in crystal lattices (clathrate crystals.) However, establishing supramolecule structures in bulk water is difficult because of their extremely short lifetime with the hydrogen bonds continually breaking and reforming at timescales faster than 200 femtoseconds. Clathrate hydrates (clathrates or hydrates) are crystalline water-based solids physically resembling ice in which small non-polar molecules (typically gases), or polar molecules are trapped inside the cages of hydrogen bonded, frozen water molecules. Clathrate hydrates are clathrate compounds in which the host molecule is water and the guest molecule is typically a gas or a liquid. The clathrate is structurally engineered to be tunable such that it does not contain a guest molecule but instead has a hollow interior portion. The Meissner effect superconductor properties of the clathrate hydrate structure provide the collective and quantum coherent functioning of the electron-positron pairs, providing both the positive inner lining L 1  (to contain and hold the added energy of the electron field F, see  FIG. 16 ) and the negative outer lining L 2  (see  FIG. 16 ) to repel any outside interference. The hollow center and maintained lining of positive charges provides the opportunity to add and transport additional tunable energy in the form of electron fields. The existence of the crystalline structure of clathrate hydrates, cytosolic proteins is only possible due to their internal molecule which holds their molecular structure in existence. Without these internal molecules, their structure would also be impossible and collapse. Ice holds its crystalline structure due to its solid nature, as do other crystal solids. The superconductor quantum dot (sQD) has three unique defining features that provide this molecular crystalline structure with its value. The first is the maintained existence of this stable and liquid crystalline structure, which is void of the center molecule, is made possible by the induced electron-positron coherent pairing. The second property, the electron-positron pairing combined with the lack of the internal molecule provides the superconductor properties of a vacuum interior that allows energy to be held and retained without degradation or interference of outside fields. The third, the first two properties combined with the lack of interior molecule allows the weak and flexible hydrogen bonds to be exploited. Without the rigid core, the hydrogen bond angles can be manipulated and distorted to both capture and expose/deliver energy. Crystalline solids, as well as the clathrate hydrates and cytosol proteins do not have the ability for their weak hydrogen bonds to be exploited and manipulated due to their rigid structure. It is the combination of these properties that provide the sQD with the unique traits of being a stable, coherent superconductor structure that has the ability to capture, retain, transport, and deliver target-tuned energy. 
     Due to the purposefully engineered tunable clathrate structure and super conductor properties, the quantized target-tuned electrons Q are held suspended in three-dimension by the positron lining L 1  within the “cage” and do not interact with it. Thus, the structurally engineered clathrates in the container  46  do not contain a guest molecule but instead are embedded with the quantized target-tuned electrons Q. This allows the custom designed energy to be quantized into engineered and target-tuned artificial atoms  44 . The target-tuned artificial atoms  44  thus imbibe superconductor properties, allowing the energy to flow without any electrical resistance (without the change or loss of energy) and with all magnetic flux fields being expelled. Additionally, the hydrogen bonds within the specific H2O molecule of the clathrate structure have the ability to change their angle when vibrated or shaken which disturbs the entire clathrate structure including the H—H bonds to expose the energy of the custom designed and discrete electrons (quantum electron fields). This is similar in concept to when regular quantum dots (QDs) are exposed to ultraviolet light. The exposure to the ultraviolet light disturbs the QD structure slightly to expose the photons of the electromagnetic field for measurement of their extremely specific wavelength and color. The wavelength and color combination being based on their custom designed and discrete electrons and energy levels. For instance, superconductor quantum dots (referred to hereinafter as “sQD”) can be thought of and utilized within superconducting circuits for any industry. These sQDs provide the advantage of being room-temperature operable, multi-qubit (each dot within the molecular structure is considered a qubit and with each qubit, you add more power/magnitude), energy-tunable (such as adding custom designed energy), and quantum coherent (stable, with delocalized electrons). The quantum coherent pairs of electrons and positrons in superconductors are called Cooper pairs and act as one particle. The relevant fact is that the energy levels of the Cooper pairs in a superconducting loop such as one that contains a ‘Josephson junction’ are discrete and can be used to encode qubits. Superconductivity provides extraordinary capabilities for electric circuits. With elimination of conductor resistance, there is no power loss or inefficiency in electric power systems due to stray resistances. Electric motors can be made almost (100%) efficient. Components such as capacitors and inductors, whose ideal characteristics are normally spoiled by inherent wire resistances, can be made ideal in a practical sense. In quantum computing, pairs of quantum dots such as in Josephson junctions can serve as a single basic element in a quantum logic device, called a quantum bit or a qubit in which measuring the spin allows for the building of logical gates. 
     The sQD structure size and number of atoms (which define magnitude or power) can be configured based on the electromagnetic induction exposure time. The size of the sQD (hydrate structure) is exposure time dependent, with a longer exposure time creating a larger structure. The electrons are created within the femtovolt energy-state (with specific energy-density) and the entanglement (intrinsic spin or spin-orbit) is set. With the application of the magnetic field, this realigns (re-sets) electrons and their entanglements according to the orientation of the magnets. It is the creation of the two spin-states (spin-orbit) based on the magnetic poles that replicates the femtovolt and picovolt energy states for the creation of a coherent system, including the reversal of electron spin to create the positron pairs required for the superconductor properties. 
     The magnetic realignment process discussed above may be employed to reset electron intrinsic spin and reverse spin for half of the electrons to create positrons and cooper pairs. The magnetic realignment process may be employed to create sQDs for crystalline structures and more generally for the following: (1) superconductor materials (artificial superconductors): to hold, carry, and deliver energy; and (2) multi-qubit materials (artificial multi-qubits), including coherent multi-particle structure with a specific and known energy-pattern that can be controlled and manipulated. The magnetic realignment process may be used to create suprahydrates (e.g., artificial cytosolic proteins) or crystal structures that may be utilized within a body for quantum processes, similar to a qubit. The magnetic realignment process may be used to create crystals for other uses such as fullerenes, quantum dots, gems, etc. As understood by those skilled in the art, fullerenes are allotropes of carbon whose molecule consists of carbon atoms connected by single and double bonds so as to form a closed or partially closed mesh, with fused rings of five to seven atoms. Fullerenes may incorporate many different define different shapes, including hollow spheres and tubes. The sQD transports energy across physical energy-states to collapse into energy-states. This is not dissimilar to how fullerene components are utilized to transport materials across various chemical states. For example, the central carbonyl cage of the 6-glutamate carbonyl groups is utilized in the transportation of insulin crystals, with the central carbonyl cage believed to be conserved through evolution back through hagfish. Because the insulin receptor only binds insulin monomers, if the hexamers dissociated to monomers right after leaving the pancreas, most of the insulin would be bound by insulin receptors in the liver and other central organs, and our distal tissues would see very little insulin, if any. (http://www.scirp.org/reference/ReferencesPaper.aspx?ReferenceID=1921201, https://pubs.acs.org/doi/10.1021/bi00328a027) 
     Referring to  FIG. 13 , the engineered tunable clathrate structure  400  is shown in an original state  410 . The engineered clathrate structure  400  has a lattice or crystalline structure  45  with a plurality of nodes N defining a hollow interior portion  414  and an exterior portion  416 . The crystalline structure  45  can hold the charge in a stable environment within the “cubes” created after the engineered clathrate structure  400  is formed. The exposure to the first predefined magnetic field is continued until the hollow interior portion  414  of the engineered clathrate structure  400  is at least partially lined with positive charges and the exterior portion  416  is at least partially lined with negative charges. The creation of the engineered clathrate structure  400  through this process lines the exterior portion  416  of the clathrate structure with negative electrons (electrons), while the hollow interior portion  414  of the structure is lined with positive electrons or positrons. This process creates a mega superconductor structure of clathrates in which this quantum coherent collective functioning of the electrons (positive and/or negative) excludes an external magnetic field and maintains an impenetrable status. Here, electrons are allowed to flow without resistance forever; this Meissner effect of superconductivity is experienced at room temperature. 
     Once the engineered tunable clathrate structure  400  is formed (per block  106 ), (in some embodiments, the structure  400  may be a hydrate or clathrate hydrate), the unquantized target-tuned electron E (having respective associated electric fields) is generated and transferred into the solution, (assisted by the application of a first vibration described below) for capturing and quantizing them as quantized target-tuned electrons QF into the engineered clathrate structure  400 , per block  108 . As shown in  FIG. 16 , the quantized target-tuned electrons Q (having respective associated electric fields) are stored with the container  46  in order to form the artificial atom  44 . The engineered clathrate structure  400  is a “superconductor” quantum dot (sQD), with each clathrate or dot being a tiny man-made crystal with the superconductor properties. The term “quantum dot” refers to a substantially ball-shaped, cube-shaped, or cluster-shaped structure and having a width/diameter small enough (typically on the order of 20 nm or less) to support discrete or quantized allowed energy levels. But quantum dots are made of semiconductor materials. The engineered container, due to the properties of the supramolecule water cluster and “water ordering” of the clathrate around a hydrophobic particle in which the structure provides the crystal or lattice structure with Hydrogen-Hydrogen bonds and the particle provides the stability for the maintained structure and acts as one of the key driving forces for protein folding and the formation of functional multiprotein aggregates. It also sustains the self-assembly of lipid membranes and matching of hydrophobic surfaces often observed in protein-ligand binding. 
     Step  6 : Create Electrons, Step  6   a . Create Electrons—Device 
     Referring to  FIG. 14 , the bottle  48  containing the engineered tunable clathrate structure  400  may be placed in a vessel  512  within a frequency transfer device  514 . The frequency transfer device  514  is sourced by direct current (DC) power to eliminate the low-level interference introduced by alternating current power sources. DC power provides constant polarity, and the electron/charges only move in one direction. In AC (alternating current) the electrons/charges slosh back and forth continuously. The frequency transfer device  514  is composed of a good conductor of electricity. In one example, the frequency transfer device  514  is a copper container or a set of copper plates. The vessel  512  may be fully or partially encapsulated by the frequency transfer device  514 . The voltage transfer device  514  may be embedded within the function generator  152  or positioned in proximity to it, inside a housing  516 . The function generator  152  may be adapted to output any voltage, in this embodiment femtovolts, picovolts, or nanovolts are output by incorporating variable resistance. The resistance is varied until the desired strength (including for example nanovolts, picovolts, or femtovolts) is obtained. In one example, the target-tuned electrons are in the quantum energy state equal to femtovolts (1×10 −13  through 1×10 −15  volts). In another example, the target-tuned electrons are in the quantum energy state equal to picovolts (1×10 −10  through 1×10 −12  volts). In another example, the target-tuned electrons are in the quantum energy state equal to nanovolts (1×10 −7  through 1×10 −9  volts). 
     In the embodiment shown, the waveforms  502  are based on target-tuned soliton energy of DC voltage, with the amplitude (magnitude) setting (first setting  506 ) at the target-tuned design factor (from block  104 ). 
     Step  6   b : Create Electrons 
     Per block  108  of  FIG. 9 , the method  100  includes generating the quantized target-tuned electrons Q based in part on the target-tuned design factors obtained in block  104 . The energy-pattern in one example can be calculated through the target zone  18  mass or energy of the m/z mass spectrum. The energy-pattern of the Qsphere vector is what makes this solution target-specific. The target-tuned factors of the properly manipulated Qsphere vector coupled with the quantum energy-state that are then transferred to the artificial atoms  44 , using those target-tuned factor values applied to the function generator  152  (as described below with respect to block  108 ). The Qsphere vector defined as the point that lies on the surface of the Qsphere. The target-tuned artificial atoms are fully quantized down to the quantum field which are more fundamental than elementary particles.  FIG. 14  shows an apparatus  500  for generating and transferring the target-tuned artificial atoms  44  in the container  46 . The apparatus  500  includes a function generator  152  (which may be direct current powered) adapted to produce waveforms  502  having a specific voltage patterns via a waveform generator  504  and power source  505 . The power source  505  may be any type of source for generating electrical energy available to those skilled in the art. In one example, the power source  505  is a DC voltage power supply. 
     As understood by those skilled in the art, a function generator  152  (also known as a signal generator) is an electronic device or signal source used to generate various patterns of voltage at a variety of frequencies and amplitudes (magnitudes.) The waveforms may be in the shape of a sine wave, square wave, triangular wave, sawtooth shaped and other shapes. While frequency and voltage are different things, a voltage with a 0 frequency is steady at a certain value with a constant polarity which is also known as DC voltage and a requirement for low-level energy. The function generator  152  may include respective controls such as first setting  506 , second setting  508 , third setting  510  to control the frequency, amplitude (magnitude), and wave type of the waveform  502 , respectively. In other embodiments, the function generator is a femtowatt laser. A signal or function generator is a device that can produce various patterns of voltage at a variety of frequencies and amplitudes. While frequency and voltage are different things, a voltage with a 0 frequency is steady at a certain value which is also known as DC voltage. When the femtovolts energy-state is leveraged for quantum work-states including creating, electrons (particles, matter) through the solitons of the charged electron fields; the soliton magnitude (classically equal to the amplitude) is determined through the properly manipulated energy-pattern of the Qsphere vector coupled with the correct quantum energy-state. 
     The target tuned electrons can be created in a variety of applications including, but not limited to resistors, lasers, circuits, and dilutions of solutions. It is to be noted that designs may change according based on the method chosen. 
     Step  6   c : Transfer Electrons to Clathrate 
     Once the solution  12  in the bottle  48  is prepped with the container  46  the solution is inducted with the unquantized target-tuned electrons E, the process is followed by the application of rapid vibration or agitation, referred to herein as the first vibration, to capture and quantize the target-tuned electrons Q within the container  46  (e.g. engineered clathrate structure  400 ). The first vibration may include agitating the solution for a predefined time, via a vibrating or shaking device. In one example, the shaking device is a Heidolph Instruments Multi Reax Shaker. The following settings may be employed: the “Motion Type” as “Vibrating,” RPM as 500 rpm and the time set as 5 seconds (see https://heidolph-instruments.com/en/products/Shakers-Mixers/Multi-Reax˜p1189). The first vibration is intended to capture and suspend the quantized target-tuned electrons Q beneath the inner lining L 1  of positive charges of the container  46 . The first vibration distorts the container  46  (e.g. engineered clathrate structure  400 ) by rapidly cycling the underlying H2O bond angles between 104.5 and 106 degrees, enabling capturing of the quantized target-tuned electrons Q to the inner lining L 1  of the container  46 . This internal electron-electron bonding/pairing is what holds and transports the new energy state in the material. The target-tuned artificial atoms  44  are quantized electron, which lack a nucleus but are contained by a positive force. The electrons are created as target-tuned electrons per the requirement of a specific object. The superconductive status when bonds are stretched and distorted through the agitations may enable the quantum electron fields contained within the target-tuned artificial atoms  44  to instantly expose the electron fields which surrounds the quantized target-tuned electrons Q through the subject  14  to interfere with the quantum coherence of a target zone  18 . Referring to  FIG. 16 , once the first vibration is applied the target-tuned artificial atoms  44  are formed as the quantized target-tuned electrons Q (as defined by the quanta of the underlying quantum electron fields) are transferred into a container  46  (described below with respect to blocks  106 ,  108  and  110  of  FIG. 9 ). Referring to  FIG. 16 , the container  46  is composed of a crystalline structure  45  having an inner lining L 1  and an outer lining L 2 . The inner lining L 1  is composed of positive charges (e.g. positrons) and the outer lining L 2  is composed of negative charges (e.g. electrons). The left side of  FIG. 16  shows unquantized target-tuned electrons having respective associated electron fields. The left side of  FIG. 16  shows electrons are ‘quantized’ (contained by a positive charge), referred to herein as quantized target-tuned electrons U (having respective associated electron fields) and are now artificial atoms  44 . The quantum coherent collective functioning of the positrons and electrons created from the Meissner effect suspends the now quantized target-tuned electrons Q in three dimensions within the positive inner lining L 1  and repels the magnetic and electromagnetic fields out with the negative outer lining L 2 , allowing energy to flow undisturbed and without resistance. 
     Referring to  FIG. 16 , once a first vibration is applied the target-tuned artificial atoms  44  are formed when the quantized target-tuned electrons Q (as defined by the quanta of the underlying quantum electron fields) are transferred into a container  46  (described below with respect to blocks  106 ,  108  and  110  of  FIG. 9 ). Referring to  FIG. 16 , the container  46  is composed of a crystalline structure  45  having an inner lining L 1  and an outer lining L 2 . The inner lining L 1  is composed of positive charges (e.g. positrons) and the outer lining L 2  is composed of negative charges (e.g. electrons). The left side of  FIG. 16  shows unquantized target-tuned electrons having respective associated electron fields. The left side of  FIG. 16  shows electrons are ‘quantized’ (contained by a positive charge), referred to herein as quantized target-tuned electrons U (having respective associated electron fields) and are now artificial atoms  44 . The quantum coherent collective functioning of the positrons and electrons created from the Meissner effect suspends the now quantized target-tuned electrons Q in three dimensions within the positive inner lining L 1  and repels the magnetic and electromagnetic fields out with the negative outer lining L 2 , allowing energy to flow undisturbed and without resistance. 
     Extra Information. 
     In mathematics and physics, a classical soliton or solitary wave is a wave that behaves like a “particle”. It is a self-reinforcing wave packet that maintains its shape while it propagates at a constant velocity. Solitons are caused by a cancellation of nonlinear and dispersive effects in the medium. (Dispersive effects are a property of certain systems where the speed of a wave depends on its frequency.) Solitons are the solutions of a widespread class of weakly nonlinear dispersive partial differential equations describing physical systems. Solitons have been described as almost lossless energy transfer in biomolecular chains or lattices and atomic nuclei as wave-like propagations of coupled conformational and electronic disturbances. Solitons are more like a biophysical (as encountered with DC voltage) packet than an electromagnetic wave, due to electromagnetic waves being affected by E=MC2. This allows the arcane quantum mechanics concept of collapsing the wave and going from DC voltage soliton energy to electromagnetic energy. The target-tuned solitons (which can be DC voltage solitons) are employed to generate the target-tuned electrons (quanta of electron fields.) Generating the target-tuned artificial atoms  44  may be likened (in a classical sense) to generating a charged electron field having respective waves and inducing wave oscillation of the respective waves at a magnitude determined by the intrinsic parameter and the target-tuned design factors. (It is understood that the term “waves” is employed here as a classical analogy for understanding and not as a strict description). For non-classical quantum field purposes, utilizing quantum field theory and the standing ripples of the quantum electron field allows for the “creation” and “destruction” of target-tuned mass (also referred to as matter and anti-matter.) The creation and destruction of mass is possible because quantum field theory, in a coherent structure, does not deal with the probabilities of something occurring (wave-particle duality) like classical quantum mechanics. With quantum field theory, target-tuned solitons are employed to excite the electron field for the purposes of creating a quantum electron field (E) and creating electrons as defined by soliton DC where E=m, which defines the magnitude (amplitude) to create the unquantized target-tuned electrons E (as defined in particle physics as the ‘anti-matter.’) In the terms of having the ability to “collapse the wave function”. Generating the target-tuned artificial atoms  44  excites the standing charge of the inherent electron field that exists all around us. When the electron field is excited, much like fields have waves the excitation induces ripples with packets of standing energy whose intensity is determined by the defined magnitude (amplitude) of the field ripple determined by the target-tuned design factors. These packets of standing energy are viewed as electrons in the subatomic particle world. 
     Step  7 : Stabilize Clathrate 
     Per block  110  of  FIG. 9 , the method  100  optionally includes stabilizing the engineered clathrate structure  400  (containing the target-tuned electron Q) from the original state  410  to a compressed state  420  (shown in  FIG. 15 ) via a second electromagnetic induction. Referring to  FIG. 8 , the second predefined magnetic field may be provided by the magnetic field generator  154  or a secondary generator  156 . After electrical induction with the target-tuned artificial atoms  44  in block  108 , the solution (with the engineered clathrate structure  400  and artificial atoms  44 ) is exposed to a second electromagnetic induction (with a second predefined magnetic field for example) to stabilize the energy states of the artificial atoms  44 . This stabilization process compresses the engineered clathrate structure  400  in the original state  410  (of  FIG. 13 ) to a compressed state  420  (shown in  FIG. 15 ). The reduction of the interatomic spacing further compresses and strengthens the electron-electron bonding and superconductivity in this engineered nanoparticle. With the compressed angstrom size, more clathrates (dots) fit in the same space and hence more energy is held. Referring to  FIG. 15 , in the compressed state  420 , the engineered clathrate structure  400  has a lattice or crystalline structure with a plurality of nodes N defining a hollow interior portion  424  and an exterior portion  426 . The plurality of nodes N are separated by a second interatomic spacing D 2 . The second interatomic spacing D 2  is less than the first interatomic spacing D 1 . In one embodiment, the original state  410  is a tetrahedral clathrate and the compressed state  420  is a hexa-kai-decahedral clathrate. Here the first interatomic spacing D 1  and the second interatomic spacing D 2  are approximately 4.68 Angstrom and approximately 3.91 Angstrom, respectively. The interatomic spacing may vary throughout the engineered clathrate structure  400 . The sizes listed are for the portions that are best able to hold the introduced energy (electrons) due to their internal lining L 1  of positive charge (see  FIG. 16 ). The interatomic spacing measurements may be obtained via x-ray interferometry. The reduction of the interatomic spacing compresses and strengthens the electron-electron bonding and superconductivity. With the compressed Angstrom size, the smaller clathrates (dots) are packed more densely and contain more surface area and more energy is held. The compressed state  420  is thus more stable relative to the original state  410 . The increased energy of the compressed state  420  also results in improved efficacy. Efficacy is driven by bioavailability, which is in turn driven from particle size with research showing particle size is related to kinetic solubility rather than equilibrium solubility. With the raw numbers of 4.68 Å and the magnetized or compressed version of 3.91 Å, there is a 17% reduction in size resulting in 20% more efficacy. 
     Step  8 : Delivery 
     The system  10  can also deliver unquantized target-tuned electrons E directly to a subject  14  without the need to transfer and quantize them into an artificial atom  44  and without the need of a manipulating agent  12 . The manipulating agent  12  may be employed or delivered through artificial atoms  44  or for some applications (such as cutaneous nerve injury to incite quantum coherence or tumor to incite quantum decoherence) as unquantized target-tuned electrons E through direct contact transfer (such as a contact patch, inflatable band, band or cuff, wand, or wearable device) from a device or function generator  52 . 
     Step  9 : Delivery Activation 
     Per block  112  of  FIG. 9 , the method  100  includes activating the target-tuned artificial atoms  44  to convert the target-tuned artificial atoms  44  to the most bioavailable and usable form. Referring to  FIG. 1 , the target-tuned artificial atoms  44  may be placed in a container or bottle  48  and a second vibration is applied, i.e. the target-tuned artificial atoms  44  are agitated or successes or shaken or tapped for a specific number of times. Referring to  FIG. 16 , the second vibration serves to at least partially expose the quantized target-tuned electrons QF within the target-tuned artificial atoms  44 , which are held by the inner lining L 1  in the container  46 . The second vibration is adapted to increase the bond angle of the hydrogen-hydrogen bond in the engineered clathrate structure  400 . In one example, the bond angle of the water molecules increases from approximately 104.5 to a maximum of 106 as a result of the second vibration, enabling exposures of the quantized target-tuned electrons Q and the respective associated electron fields surrounding them. In one embodiment, the target-tuned artificial atoms  44  are tapped exactly ten times. The manipulating agent  12  is then delivered to the subject  14 . The method of delivery may be oral ingestion, nasal ingestion, topical application, or inhalation in a nebulized or inhaler form. The method of delivery may include injection or IV (intravenous) and other suitable methods. In one example, the disruptive agent  12  is applied sublingual to the subject  14 . 
     Step  10 : Design Validation and Calibration 
     The quantum bond energy of a molecule is defined generally through the composition of the particles, such as the protons and neutrons. While most molecules can be defined through the intrinsic property of atomic mass units (hereinafter “AMU”) through a mass spectrometer, other factors could affect the current bond energy and calculation, most notably isotopes. 
     The design calibration process may include running the sample  210  through the mass spectrometer  202  (or RF quadrupole spectrometer  302 ) to see if the target zone mass spectrum peak is removed or altered after exposure to the manipulating agent  12 . If the target zone mass spectrum peak is not removed or altered, the calibration factor of the energy-pattern of the Qsphere vector and quantum energy-state is adjusted, and the process is repeated until the mass spectra peak of the target zone  18  is removed or altered. 
     The design of the target-tuned artificial atoms  44  may be validated through a properly designed quality control process. For one embodiment, the removal of a mass spectrum peak (sometimes referred to as a marker), for example, the peak of a target or specific target zone on a mass spectrum  250 . Such a marker disappears when the target  16  or target zone  18  is removed or disabled through the action of the target-tuned artificial atoms  44 . This disappearance of the mass spectrum peak or marker is employed for design quality control purposes. The system  10  may include a validation process for determining if a mass spectrum peak correlated to the target zone  18  is removed. If the mass spectrum peak correlated to the target zone  18  or target  16  is not removed or adjusted as designed, the calibration factor (energy-pattern of the Qsphere vector in conjunction with the quantum energy-state) is adjusted and the validation process is repeated. This is repeated until the mass spectrum peak correlated to the target zone is removed or adjusted as designed. In another embodiment, the target-tuned artificial atoms  44  may be validated through in-vitro or in-vivo testing to validate the inhibition for the target zone  18  to dock in the subject  12  (host) receptor cell and replicate. If the correct inhibition of the target zone  18  is not achieved, the calibration factor should be adjusted, and the validation process repeated. An example of a quality control test is illustrated in  FIG. 17 .  FIG. 17  shows a mass spectrum of a marker related to the human rhinovirus. An example antiviral treatment binds to the viral capsid and results in the suppression of the marker. This suppression may be monitored via mass spectrometry.  FIG. 17  shows the peak  602  of a viral capsid protein and the peak  604  of the viral RNA. Portion  606  of the mass spectrum indicates very little digestion observed and the marker remaining, while portion  608  showed significant digestion and the marker being suppressed. Other methods available to those skilled in the art may be employed. 
     In one embodiment, the target-tuned design factors for the energy-pattern ranged from 1-999 femtovolts or 1-999 picovolts. In one example, the calibration factor is 1 femtovolts per 100 volts. In another example, the calibration factor is 10 picovolts per 100 volts. The calibration factor may be specific to the target zone  18  and may vary based on the intent and usage of the manipulating agent  12  (inhibitor or treatment). In one example, the target  16  is a SARS-CoV-2 virus, the target zone  18  is the N-Protein, the target zone intent is neutralization of a virus in a viral infection. The intrinsic parameter of the energy-pattern and QSphere vector of the target  16  was identified with an Orbitrap mass spectrometer with an initial mass of 3750 AMU mass spectrum peak at 3750 m/z (and a final calibrated target zone value of 3750 m/z). The quantum work-state for neutralization is found in the energy-state of femtovolts, which correlates with an electron creation and entanglement rate. The target-tuned design factors of the electrons are then defined by the quantum energy-pattern of 3.75 femtovolts (3.75×10 −15  V) which defines a Qsphere quantum work-state equal to a phase-flip and incites decoherence by decoupling the coherent system and the gluons which are holding the structure in quantum coherence. The target tuned artificial atoms  44  are generated and transferred with the DC powered (constant polarity) function generator  152  with magnitude equal to the constant amplitude=3.75 femtovolts and frequency=0. The wave-type may be sawtooth, which correlates with soliton waves and standing waves of packets of energy. 
     Referring to  FIG. 1 , the target  16  may be a virus. In some embodiments the manipulating agent  12  is designed to work as short-term, protein targeted, neutralizing artificial antibodies to neutralize an active viral infection within the subject  14 . In other embodiments the manipulating agent  12  adapted to act as short-term, protein targeted, inhibiting artificial antibodies to both upregulate the immune system and prevent or reduce a viral infection within the subject  14 . In some embodiments, referring to  FIG. 1 , the target  16  may be a virus with a target zone  18  having at least one viral ligand-receptor structure  28 , such as the spike protein ligand  30  (or S protein) that acts as a deception molecule to deceive a host cell receptor  34 . The spike protein  30  may dock into the receptor  34  of a host cell  32  of the subject  14  and inject viral genome for viral replication. Referring to  FIG. 1 , the target zone  18  may include a membrane protein  38 , envelope protein  40 , a lipid membrane  42  or other zones. 
     In one embodiment, the target  16  is the SARS-CoV-2 virus that is denaturing the ACEII cellular receptor. 
     In another embodiment the target  16  is an entrapped nerve in which the hydrogen bonds have lost quantum coherence. 
     In another embodiment, some diseases are caused by the disorders of membrane receptor function due to deficiency or degradation of the receptor via changes in the genes that encode and regulate the receptor protein and the target  16  is gap junctions. Gap junctions are the only intercellular channels in humans and animals that allow the direct exchange of ions and small signaling and metabolic molecules between neighboring cells and have crucial roles in many biological processes, including development, tissue, and organ synchronization, and immune response. Gap junctions are water-filled physical channels that allow small signaling molecules, called intracellular mediators, to diffuse between the two cells. The transfer of signaling molecules transmits the current state of one cell to its neighbor. This allows a group of cells to coordinate their response to a signal that only one of them may have received. In plants, there are plasmodesmata between almost all cells, making the entire plant into one giant network. Gap junctions are unique intercellular channels formed by the proper docking of two hemichannels from adjacent cells. One cited gap junction study comes from mutations in the genes encoding gap junction subunits, connexins (Cxs), which have been associated with several inherited human diseases, such as peripheral neurogenerative disease, central hypomyelination, non-syndromic hearing loss, cataracts, skin diseases and developmental abnormalities. Based on the crystal structure of the Cx26 gap junction, a homology model was developed that predicted six hydrogen bonds at the docking interface; in mutations most of the hydrogen bonds were predicted to be lost. 
     In addition to chemical bonds, many additional processes are used to carry out required functions including internal and external cellular communication which are essential for living organisms. In another embodiment, the target  16  or target zone  18  is a molecule, virus, mutation or injury or illness causing loss of quantum coherence that is denaturing, blocking, or causing dysfunction in either internal or external cellular communication. Cells respond to changes in their immediate environment including receiving and process signals that originate outside their borders. Diseases typically present when these communication channels, receptors or signaling are blocked, denatured, or built incorrectly. Understanding the characteristics of the communication channels is useful in understanding how to design a manipulating agent  14 . Some target  16  or target zone  18  examples are molecules or injury causing cellular communication problems, including: biomimicry structures that block or denature the communication or channels; genetic mutations or SNPs which may cause a cell membrane receptor to be built incorrectly and therefore functioning incorrectly. 
     The manipulating agent  12  may be configured based on the specifics of the target zone  18  and the intent/usage in question. In some embodiments, the usage of the manipulating agent  12  is as an antigen inhibitor, a substance which slows down or prevents a particular chemical reaction or other process, or which reduces the activity of a particular reactant, catalyst, or enzyme. 
     In other embodiments, the usage of the manipulating agent  12  performs similar to a neutralizing, temporary antibody, a substance which supports counteracting or neutralizing an antigen for the treatment of a current infection. In some embodiments, the manipulating agent  12  is an artificial enzyme intended to remove or ‘cut’ a substance or target zone from a target. 
     As noted previously, referring to  FIG. 1 , the target  16  may be a virus having at least one receptor viral docking structure  28 , such as spike protein  30  (sometimes referred to as S-Protein). In some embodiments, the manipulating agent  12  is adapted to inhibit at least one receptor viral docking structure  28 , thereby preventing replication of the virus. This allows the body of the subject  14  to identify the virus and create antibodies, while limiting the ability of the virus to reproduce. Here, daily dosing is most likely required. In one example, the target  16  is SARS-CoV-2, the target zone  18  is a domain in the spike protein  30 , the intrinsic parameter of the target zone is the energy-pattern and Qsphere vector of mass of 3120 (3120 m/z) with a final, calibrated target-tuned field factor defining the quantized target-tuned electrons Q and the artificial atoms  44  being characterized by 30 picovolts and pico energy-state to disrupt bond vibration and folding of the protein. 
     In other embodiments (as noted previously), the manipulating agent  12  is adapted to target the nucleocapsid protein  36  (or N-protein) for treatment of an infection. Targeting the nucleocapsid protein  36  physically removes covalent bonds by removing the gluons holding the electron shell together which reduces the structure down into its base amino acids (proteins are made of amino acids strung together with chemical bonds) which can be repurposed by the body of the subject  14 . 
     In another embodiment, the manipulating agent  12  is the direct contact and delivery of the electrons and fields to a target zone to restore or incite quantum coherence of the water within a subject  14 . The identification of the target zone  18  may be through testing methods such as quantitative phase imagining (QPI) to assess cell biology such as cell fragmentation and water loss for necrosis and aptosis; long term maintenance of osmotic balance; metabolism of the organelle level; macromolecular crowding; and intracellular water gradients during cell chemotaxis. Much of water&#39;s value for molecular biology comes from both the structural and dynamic characteristics of its status as a complex, structured liquid as well as its nature as a polar, protic (hydrogen atom bound to an oxygen, a nitrogen, or a fluoride and readily donates protons to solutes), and amphoteric (agent and base) reagent. Both intercellular and intracellular water are intriguing subjects. A substantial fraction of intracellular water forms a tight hydration shell around cytosolic proteins and does not participate in osmotic balance. This osmotically inactive (OI) water makes up as much as 20-60% of the entire water. The OI volume appears to be a dynamic quantity that varies with physiological state of the cell. Transitions between OA and OI water have been implicated in cancer as well as normal metabolism. The importance of OI water is underscored, by the remarkable observation that, in some cells, 50% of intracellular water can be of metabolic, and not environmental origin. Due to the properties of water clusters and “water ordering” around a hydrophobic particle in which the structure provides the crystal or lattice structure with Hydrogen-Hydrogen bonds and the particle provides the stability for the maintained structure and acts as one of the key driving forces for protein folding and the formation of functional multiprotein aggregates. It also sustains the self-assembly of lipid membranes and matching of hydrophobic surfaces often observed in protein-ligand binding. Hydrophobic interactions are a dominant force in molecular biology and mimic the more common small water clusters. Small water molecule clusters constantly activate human cells and carry more minerals and oxygen to cells. [Reference: The significance of cell water content in cell biology. Michael Model, Dept of Biological Sciences, Kent State University. Researchgate.net, https://doi.org/10.1117/12.2511495] 
     Hydrophobic interactions are a dominant force in molecular biology. They mimic the more common small water clusters and are useful as they provide the safety of the container. Small water molecule clusters constantly activate human cells and carry more minerals and oxygen to cells. In another embodiment, the sQDs are provided as a suprahydrate water structure tuned to improve molecular functioning within cells which comprise 70% water and utilize the molecular backbone of the covalent bonds and the power poles of the H—H bonds to increase cellular efficiencies and communications, such as increasing DNA polymerase functioning (DNA error correcting), increasing protein folding, increasing protein-ligand binding, supporting gap junctions, increasing external and internal cellular communication. 
     Presented below is a discussion of quantum tunneling relative to hydrogen bonds. Quantum tunneling supports the quantum superposition of the macroworld chemical work such as dipole swapping within enzymes, J coupling, functional group formation, DNA unzipping, and is at the foundation of diseases such as genetic polymorphisms. Quantum tunneling is supported through the dark quantum energy of the picovolt energy-state within the Quantum Energy Theory. Quantum tunneling plays an essential role in the quantum superposition (simultaneous sharing) of two or more quarks (atomic nucleus) in a quantum coherent system which forms the foundation of glueballs. Quantum tunneling also plays an essential role in the physical phenomena of nuclear fusion, wherein nuclear fusion is a reaction in which two or more atomic nuclei are combined to form one or more different atomic nuclei and subatomic particles (neutrons or protons.) Quantum tunneling typically occurs within hydrogen bonds and most specifically between hydrogen-hydrogen bonds. While hydrogen-hydrogen bonds are weak chemical bonds, they are the strong nuclear bonds within particle physics and store energy. In bonds that implement quantum tunneling, not only are atomic nuclei (quarks) shared simultaneously, but an additional sole electron is also shared simultaneously. The bonds that implement quantum tunneling coherently connects two or more quantum coherent groups and provides the energy transfer between the groups. This creates a larger quantum coherent group and establishes energy transfer. Quantum tunneling also determines the charge of an atom within a quantum coherent system for directing energy (switching the atom between glassy and crystalline states that represent the 0s and 1s of the binary code to store information), forms the blinking phenomena witnessed in hydrogen atoms and quantum dots, bit-flips within quantum computing, and electron-positron (matter-antimatter) pair creation (coherence and alignment). Quantum tunneling is also at the foundation of the ‘quantum walk across a surface’ which defines the way a quantum particle moves randomly from one point to another—which defines how free electrons naturally implement the Grover search algorithm when moving across the surface of certain crystals. The Grover search algorithm is defined as an algorithm that searches through a large database of entries, which is fundamental to everything from finding a telephone number to breaking cryptographic codes. In photosynthesis this ‘quantum walk across a surface’ was proposed as the most efficient mode of energy transfer so that multiple energy transfer options could be explored simultaneously, to find the correct and most efficient path of energy transfer. In the superposition of quantum energy-states, the quarks of the atomic nucleus operate in the picovolt energy-state. This energy-state controls the charge within the energy-pattern. With the dark quark energy-states pulling energy from the dark fields, as required, for the superposition of work. When decoherence is encountered and the gluons (being the force carriers of the quarks) are decoupled, the decoupling reaction causes the gluons to pull all mass and energy of the system back into the quarks of the nucleus to be redistributed to the dark fields. Quantum tunneling of the picovolt energy-state supports the superposition of macroworld chemical work such as dipole swapping within enzymes and is at the foundation of diseases such as some genetic polymorphisms. 
     In some embodiments, magnetic fields may be leveraged to manipulate dark quantum work properties (quantum coherence and quantum tunneling) to create a new quantum coherent molecule with a new energy-pattern, in the form of an artificial atom (crystal structure with a vacuum interior.) Quantum work is used to incite quantum coherence between hydrogen atoms within existing molecules through the physical formation of hydrogen-hydrogen bonds and incite quantum tunneling for the collective and coherent alignment of electron-positron pairs. Quantum work is defined as work that occurs in the quantum ultra-microworld and is physical work (and for instance, not chemical). The new molecule is a new quantum coherent molecule with collective functioning and alignment of electron-positron pairs in the form of a crystal structure with a hollow interior and vacuum. The vacuum and hydrogen-hydrogen bonds provide the ability to add, carry, and transport additional energy.” Using equipment such as magnets, function generators and lasers, dark quantum energy can be created to transport and collapse into the macroworld to manipulate quantum energy-patterns (such as change molecules or breaking apart molecules) or dark quantum energy can be created to create a new quantum coherent molecule with a new energy-pattern (such as combining atoms or existing molecules.) 
     In summary, the system  10  (via execution of the method  100 ) provides a manipulating agent  12  having target-tuned artificial atoms  44 , which contain quantized target-tuned electrons Q (having respective associated electron fields) on a nanoscale level to deliberately manipulate the quantum coherence of the target  18 . The method  100  determines and creates the target-tuned electron interference fields F, which may be stored or contained in the container  46  and delivered to the subject  14  in the form of target-tuned artificial atoms  44 . The container  46  may be a structurally engineered tunable clathrate structure  400  which takes the form of a superconductor quantum dot. The container  46  may be engineered with linear (normal) water molecules whose quantum coherence has been deliberately manipulated to induce quantum coherence by the application of magnetic force fields to create a superconductor crystalline caged structure where the inside of the structure is hollow, but lined with positive charges (see inner lining L 1  in  FIG. 16 ) to hold the quantized, charged, energy levels and the exterior of the structure is lined with negative charges (see outer lining L 2  in  FIG. 16 ) to create an impenetrable magnetic field. The container  46  is a true quantum dot, in which the electrons have been contained by a positive structure providing the necessary requirements to quantize the energy levels. Alternatively, the target-tuned electron interference field E may be delivered directly to the subject  14 , without a container  46 . 
     Referring to  FIG. 8 , the system  10  may further include a user interface  158  operable by a user. The user interface  158  may include a touchscreen or other input device. The controller C may be configured to process signals to and from the user interface  158  and a display (not shown). The various components of the system  10  may be configured to communicate via a network  160 , shown in  FIG. 8 . The network  160  may be a bi-directional bus implemented in various ways, such as for example, a serial communication bus in the form of a local area network. The local area network may include, but is not limited to, a Controller Area Network (CAN), a Controller Area Network with Flexible Data Rate (CAN-FD), Ethernet, WIFI, Bluetooth™ and other forms of data connection. 
     The embodiments presented herein relate generally to engineering and creating quantum coherent electron-positron pairs in or between molecules. More specifically, they relate to the creation of quantum coherent electron-positron system and material (including artificial atoms, super quantum dots, multi-qubits, crystals, lattice) from existing gas, liquid or solid molecules through spinQ-fusion for the intention of creating specific molecule structures for processes including information-energy storage, information-energy transportation, information-energy transfer or information-energy teleportation. This may include potential superconductor properties, depending on the structure and molecules utilized. 
     The embodiments presented herein relate generally to leveraging the dark energy quantum fields to manipulate the functioning of a target by physically manipulating the quantum properties of the target(s). More specifically, they relate to leveraging the dark quantum fields (including dark matter energy-patterns and dark energy-states in the form of for instance dark electron energy-patterns and dark quark energy-patterns). Leveraging the dark quantum fields may include one or more of the following: identifying visible-matter energy-patterns (including items such as energy, mass, electrons, charge, entanglement, coherence, discordance and Qsphere vectors), designing dark-matter energy-patterns (including items such energy-states (such as attovolts, femtovolts, picovolts, nanovolts), work-states (such as dark interference, dark logical-structure order, Qsphere vectors, bit-manipulation, phase-manipulation). 
     Leveraging the dark quantum fields may include one or more of the following: creating dark-matter (including items such as dark target-tuned electrons and quark energy-states to strategically manipulate the quantum properties of a target or target zone); transporting dark matter as referred to in the above two paragraphs (including to protect the dark-matter energy-states from visible-matter interference); and delivering dark-matter/information (to re-localize and collapse into the visible-matter energy-states). The embodiments presented herein may be applied to manipulate the functioning (including items such as molecule existence, creation, order, shape, alignment, effectiveness, information, power or magnitude) of a target or target zone (including molecules such as solids, liquids, and gases) physically (without chemical or radiation work) or manipulating the dark quantum properties of the target(s) (including items such as discordance, coherence, entanglement, tunneling, gluons, electrons, and quarks). 
     The controller C of  FIG. 8  includes a computer-readable medium (also referred to as a processor-readable medium), including a non-transitory (e.g., tangible) medium that participates in providing data (e.g., instructions) that may be read by a computer (e.g., by a processor of a computer). Such a medium may take many forms, including, but not limited to, non-volatile media and volatile media. Non-volatile media may include, for example, optical or magnetic disks and other persistent memory. Volatile media may include, for example, dynamic random-access memory (DRAM), which may constitute a main memory. Such instructions may be transmitted by one or more transmission media, including coaxial cables, copper wire and fiber optics, including the wires that comprise a system bus coupled to a processor of a computer. Some forms of computer-readable media include, for example, a floppy disk, a flexible disk, hard disk, magnetic tape, other magnetic medium, a CD-ROM, DVD, other optical medium, punch cards, paper tape, other physical medium with patterns of holes, a RAM, a PROM, an EPROM, a FLASH-EEPROM, other memory chip or cartridge, or other medium from which a computer can read. 
     Look-up tables, databases, data repositories or other data stores described herein may include various kinds of mechanisms for storing, accessing, and retrieving various kinds of data, including a hierarchical database, a set of files in a file system, an application database in a proprietary format, a relational database management system (RDBMS), etc. Each such data store may be included within a computing device employing a computer operating system such as one of those mentioned above and may be accessed via a network in one or more of a variety of manners. A file system may be accessible from a computer operating system and may include files stored in various formats. An RDBMS may employ the Structured Query Language (SQL) in addition to a language for creating, storing, editing, and executing stored procedures, such as the PL/SQL language mentioned above. 
     The detailed description and the drawings or FIGS. are supportive and descriptive of the disclosure, but the scope of the disclosure is defined solely by the claims. While some of the best modes and other embodiments for carrying out the claimed disclosure have been described in detail, various alternative designs and embodiments exist for practicing the disclosure defined in the appended claims. Furthermore, the embodiments shown in the drawings or the characteristics of various embodiments mentioned in the present description are not necessarily to be understood as embodiments independent of each other. Rather, it is possible that each of the characteristics described in one of the examples of an embodiment can be combined with one or a plurality of other desired characteristics from other embodiments, resulting in other embodiments not described in words or by reference to the drawings. Accordingly, such other embodiments fall within the framework of the scope of the appended claims.