Homeopathy – How It Works and How It Is Done

Chapter 7     Similiters and Suchness

The ‘suchness’ or quality of homeopathy is continually being discussed or challenged.  In the “Organon of Medicine” [1] , Hahnemann  wrote in #22, “…that for the totality of symptoms to be cured, one must seek that medicine which has demonstrated the greatest propensity to produce either similar  or opposite symptoms”.

This Chapter will build on what has been discussed in previous Chapters. In particular, that the language of bio-communication and homeopathy is expressed as patterns of frequencies and phases. This leads to the idea that frequencies indicate stress in patients. Endogenous frequencies on acupuncture meridians and characteristic frequencies in chemicals interacting with water (bulk or trace) are developed into homeopathic potencies by serial dilution and succussion. Importantly, Hahnemann noticed that the effects of his medicines were ‘bi-phasic’ in that they produced either similar or opposite symptoms, patterns of frequencies show this effect and become a cure for Hahnemann’s totality of symptoms.

Two important theoretical and mathematical concepts will be introduced, Fractals and Chaos. The essential characteristic of a Fractal is self-similarity. Chaos is random behaviour in a system operating according to scientific laws and equations. If living systems can become chaotic, the minimals of a homeopathic potency can lead to a major therapeutic effect. There is a so-called “butterfly effect” whereby, at least in the mathematical theory of weather systems, a butterfly flapping its wings in the Amazon can trigger a hurricane in the Caribbean.

7.1       Fractality of Frequencies

There is self–similarity in the symptoms triggered in electromagnetically hypersensitive patients by different frequencies. Figure 1 is an example in which a patient whose tachycardia was triggered by the electrical environment. On 5 June 1990, the frequencies giving neutralisation were assessed by clinical observation but this was a slow process and the testing had to be halted when the pulse rate went too high.  On the 19 June 1990, the patient was assessed by observation of a pulse-rate meter and the frequency adjusted to get pulse rates as near normal as possible. This set of measurements was in good agreement with those made a fortnight earlier. The technique was objective which is a rare possibility in this work and allowed nine harmonics to be measured. This patient’s neutralising frequencies f are given by the following empirical equation where n is the number of the harmonic:

f = n^7.7 +126  Hz

Figure 1

Each point shows a frequency at which the pulse rate increases triggered by the remaining frequencies was neutralised.

This type of fractal behaviour is characteristic of the provocation and neutralisation of allergic and hypersensitivity reactions by the “Miller Technique” (see Section 2.8).

In Section 3.4, it was shown that the equation determining the frequency imprint depends on the dilution ratio used and the number of potentisations N.

Dilution ratios of 100 (C potencies) are unusual in that the equation is linear in potency although  logarithmic in concentration:

( f / f₀ ) =  N ( dilution ratio = 100 ).

f _n+1 =  f _n ( dilution ratio = 100 )^N

The results for the remaining dilution ratios tested are best plotted on a log/log scale but they do not give straight line plots. They can be approximated by straight line sections and in general, are represented by the equation:

log f/f₀  = N ^r   log (dilution ratio)

where  N = the serial number of the dilution (or the potency). The means and standard deviations for r are given in Table 1 for different dilution ratios.

Table 1

Experimental Values of r for Different Dilution Ratios for the first 10 Potentisations

Before dilutions reach Avogadro’s Number, the curve has had a change of slope as shown in Figure 3 of Section 3.3. The equation then is:

log ( f / f₀ )   =    r  N (log 10)

where at potencies  < 6,    r  =  0.35  and at potencies > 6,    r =  0.11. These figures come from approximate fit to the curve.

A slope change is also characteristic of the frequency pattern set up as a result of decimal potentisation of thyroxin (see Section 3.2).  In this case, the frequency f is given by the equation:

log ( f / f₀ )   =    r  N (log 10)

where f₀  is a frequency of the “Mother Tincture”; for  N < 18, r = 0.5 and for potencies N > 18,  r = 0.16.

All these equations could be descriptions of fractal systems. In Table 1 of Section 4.2, the pattern of frequencies in water which had been imprinted with the optical spectrum of mercury vapour have a fractal similarity at microwaves and at low frequencies with standard deviations less than 1%. Examples  of fractal similarity at different frequencies have already been presented are summarised  in the following Table 2.

Table 2

Examples of the Fractality of Frequencies presented in Previous Sections.

7.2       More on Fractality

Any effect which involves an oscillation of frequency f and wavelength λ propagating with velocity v  has these three quantities related by the equation:

f  ×  λ   =  v 

However within a coherent system, the coherence length replaces the wavelength and becomes the constant quantity. This makes the velocity proportional to frequency.

This consequence of coherence has forced itself on my awareness many times. It  makes frequency a fractal quantity with no absolute scale of magnitude. Any velocity that the system can support will have a corresponding  and proportionate frequency. Each frequency can and will interact with the others. It is this which links the spectra of chemical reactions to the technological and biological frequencies.

In such a system, external radiation will only interact with an entire coherence domain. Because of its large mass, the velocity is decreased from the velocity of light  (3×10⁸ m/s) to something of the order of metres per second. Thus, one finds at least two fractal frequencies, one corresponding to the velocity of coherence the other to the velocity of light. 

Measurements were made of the velocity with which coherence propagates by measuring the time taken to cover a known distance using a transistor (FET)  at each end of the specimen to interrupt the  propagation of the coherence.  Additionally, measurements of the critical angle at an air interface gave similar velocities. The measured  velocity for coherence in water was 2.6 m/s and  the  velocity measured along a leg was 6 m/s. Comparison of these high-to-low frequency ratios for  several systems is given in Table 3 where:

• Row 1 gives the ratio of the FIR spectra frequencies for the n-alkanes to measured ELF resonances.

• Row 2  The crucial question here was whether  the same argument could be applied to the interaction between water laser lines in the absence of an n-alkane.  The ratios for the   FIR water lines and measured water resonances in the GHz and ELF  given in this row show that this is a possibility. If for the GHz/ELF ratio the GHz velocity is taken as 3×10⁸ m/s, the ELF velocity becomes 2.875 m/s (SD ±3.4%) and compares with the 2.6 m/s measured for water. 

• Rows 3 & 4   give the frequency ratios for the spectrum from a mercury lamp imprinted into water showing a two stages of fractality.

• Row 5   compares the fractal ratios for water imprinted with frequencies between 1 mHz – 10 mHz and measured between 200 MHz - 2 GHz with the  converse.

• Rows 6-11 relate to measurements on the chakra points and the acupuncture meridians in humans. The frequency 384 MHz  is the high band frequency of the heart acupuncture meridian and chakra, its lower frequency is 7.8 Hz corresponding to a coherence propagation velocity of 6.1 m/s compared with the 6 m/s measured in a human leg. 

Table 3

Frequency Ratios - velocity of light to velocity of coherence

 

Coherence can propagate with superluminal velocity if the imprinted frequency is appropriate. Energy is only involved in the initial setting up of the coherence domains.

This velocity can be detected between living systems and also for water imprinted at a frequency higher than a natural resonance corresponding to the velocity of light. It is measured using the critical angle for total internal reflection at an air-water interface. For superluminal velocities the critical angle appears on the air side of an air/water interface and not in the water.

Figure 2 shows this effect for a pair of earthworms with their endogenous frequencies synchronised. Work in cooperation with Dr. Christian Endler  in Graz  showed that tadpoles  could have their endogenous frequencies  synchronised and that this synchronism was retained so long as they were in optical contact  in the yellow or shorter wavelengths [2] (Afterwards, the earthworms returned to feed happily in the compost bin). If coherence in living systems enables them to communicate superluminally, they have the Maxwell Demon Effect available to them.

Figure 2

Superluminal Biocommunication between Synchronised Earthworms

7.3      Chaos

Chaos is something which occurs only in non-linear systems. While still functioning under precise control and according to recognised scientific laws, they may show unpredictable random-like behaviour under certain conditions. The outcome from any identical set of initial conditions is not repeatable but, it is not a truly random (stochastic) effect. Chaotic systems may show fractal properties like those just described.

Chaos cannot happen in the linear systems which are those favoured for mathematical analysis because the equations can be solved analytically. Linear systems are predictable but they are rare in Nature which is not deterministic although  experimental conditions may be chosen so that  linearity is approximated to.

 Stewart [3]  has written a very readable and non-mathematical account of the historical development of the concepts of chaos and its universality in the phenomena of science. Its title is Einstein’s famous question. A useful and not too mathematical text on fractals and chaos is a book by Addison [4] .

Chaos theory developed during Fröhlich’s working career. He preferred pencil and paper and did not personally become involved in computing which is essential for the examination of equations which cannot be solve analytically. In his second “Green-Book” [5] his discussion of periodic enzyme reactions concludes with the equation of a limit cycle. He notes its oscillations are able to store energy, have stability against certain perturbations yet, a relatively small but appropriate perturbation may cause their collapse and the liberation of the stored energy. Chaos has been found experimentally by Olsen and Degn [6] in an enzyme reaction, the peroxidise catalysed  oxidation of NADH in a system open to oxygen.

Fröhlich leaves the computing to Kaiser [7]  in the following Chapter who deals generally with the theory of non-linear excitations and points out that chaotic states must be viewed as an essential functional component of active biological systems parts of which may be in a chaotic state or can be driven into a chaotic one by external stimuli.

Femat (et al.) [8] studied the complete time series of heart signals obtained with an electrocardiogram. They found an oscillatory pattern involving signals arising from at least three frequencies associated with breathing, blood pressure and heart. Data analysis provided evidence for chaotic behaviour. Their results support the  counterintuitive idea that in some biomedical systems, chaotic dynamical behaviour is normal.  They also cite work on heart rate variability analysis which found that the interval fluctuates in a complex and apparently erratic manner even in healthy resting subjects.

Heart Rate Variability Analysis (Section 6.3) can be used to assess the status of the parasympathetic autonomic nervous system which in turn is related to Voll’s summation points on acupuncture meridians and these in turn can be stimulated with homeopathic potencies as discussed in Section 2.11. If the parasympathetic can have chaotic properties, why not the sympathetic ANS?

Section 2.4  covered the ‘Dallas Electrical Sensitivity Trials’ which were designed  to demonstrate the reality of electrical sensitivities. These are a model of how to conduct such investigations. They were conducted in four phases:

1. Development of a controlled test environment and test procedure.
2. Single-Blind screening at frequencies  100 mHz – 5 MHz on 100 patients.
3. Double-Blind tests on the 25 patients showing no reactions during placebos and 25 control patients.
4. Two Double-Blind tests on 16 patients at their most sensitive frequency using   5 placebos to 1 active test.

In Phase 4, the 16 patients from Phase 3 who were twice re-challenged double-blind at each patient’s most sensitive frequency 100% reactions to the double-blind challenges, 0% reactions to the placebos each time. With such results where is there space for statistics? Yet, NIOSH dismissed these trials with the comment that since they had started with 100 subjects and only found 16 who were electrically sensitive, the results were not statistically significant.

The Dallas Trial results might be interpreted as follows. The 16 Phase 4 patients represent persons who were stable in a condition of disease and responded to testing in a linear manner always giving the same reactions to the same stimulus since double-blind testing did work for them. 

Persons in a stable healthy state respond to testing in a linear manner and always give the same reactions to the same stimulus. Here, ‘Healthy’ means no hypersensitivity to the electrical environment. These would be the 25 patients in Phase 2 who gave 0% responses (EMF insensitive) and the Phase 3 and Phase 4 “Controls”. 

The false positive patients (30 from Phase 2 and 2 from Phase 3) may have been in some chaotic state between health and disease. If correct, the implication is that homeopathy switches patients who are in some chaotic state between health and disease back to health. Because it is dealing with a chaotic condition it is fundamentally impossible to get the same response to the same stimulus each time homeopathy is used on these patients – therefore it is fundamental that homeopathy cannot be double-blind tested using these patients.

Some other way must be found to validate the effectiveness of homeopathy. It might be possible to use heart-rate variability to pre-test all trial patients to confirm that they are not in such a chaotic state but remembering the indications that some degree of chaos appears to be normal in any living system.

7.4           Similar and Opposite Symptoms

This Section returns to Hahnemann’s quotation above, “…one must seek that medicine which has demonstrated the greatest propensity to produce either similar  or opposite symptoms”.  All frequencies seem to have biphasic effects including frequency patterns in homeopathic potencies.

It has been one of the themes of these Chapters that homeopathic potencies contain patterns of frequencies which are the basis of their therapeutic effectiveness. Frequencies in the environment (Section 2.10  Table 4),  frequencies imprinted into water or, the frequency signature of a chemical (Section 3.6 Table 1) can entrain acupuncture meridians whose endogenous frequencies happen to be nearby. Exceptionally, the Du Mai (Governing Vessel) meridian will  become entrained to the strongest signal present at almost any frequency. Frequency entrainment is an essential characteristic of non-linear systems.

The frequencies characteristic of biological systems fluctuate by a small amount around their nominal value in a quasi-periodic manner, which may be chaotic. This applies to single cells as well as to the human system. An entraining frequency may accelerate this fluctuation or it may stop it altogether as seen in Figures 2 to 5. Thus, the frequency pattern of a homeopathic potency may stimulate or depress biological activity and  it should be no surprise that the same potency can be “therapeutic” in the case of a patient who needs its particular frequency and phase but, “proving” in a healthy subject who needs no therapy.

Figure 2

Acetabularia - Frequency Fluctuation over 50 minutes

 

Figure 3

Acetabularia

Series 1 -  Fluctuations cease under a depressive phase frequency.

         Series 2 -  Fluctuations speeded up under stimulatory phase frequency.

Figure 4

Human - Fluctuations  of whole body frequencies over 2 hour period.

Fluctuations are not synchronised between the series of frequency bands.

Figure 5

Human

Series 1 -  Fluctuations cease under a depressive phase frequency.

         Series 2 -  Fluctuations speeded up under stimulatory phase frequency.

7.4           Similiters

In one case, involving an electrically hypersensitive patient, the frequencies of a homoeopathic potency already prescribed were exactly the frequencies found  independently  which the patient needed to have stimulated. In this case, the patient needed stimulation at: 1.5 Hz,  5.6 Hz and 1.6 kHz. The homeopathic potency Calc. carb. 10M had been prescribed by a homoeopath. Measurements on a number of potencies of Calc carb. showed that only the 10M potency of Calc. carb. contained exactly these frequencies.

The common remedy Arnica has been described as the best traumatic. It has the frequency pattern given in Table 4. The acupuncture meridians influenced reflect the homeopathic effects for which it might be a similiter.

Table 4

Frequencies for Arnica 6C

­ = stimulatory (hyperactive);  ¯ = depressive or stressful (hypoactive).

Frequencies are given in Hertz (Hz) in scientific notation.

Frequencies	Comments
↑3.021 × 10-3	Sympathetic ANS
↓5.102 × 10-2	Pericardium or Gall Bladder Meridians
↑3.030 × 10-1	Parasympathetic ANS
↓4.314 × 10 0	Du Mai Meridian
↑7.801 × 10 0	Heart Meridian

This potency of Arnica stimulates the sympathetic and parasympathetic branches of the autonomic nervous system and the heart meridian. It depresses activity associated with the Du Mai meridian  and the Pericardium meridian which would account for its effectiveness in the treatment of bruising. Note that the Gall Bladder meridian has the same endogenous frequency as the Pericardium.

• The Du Mai, (Governing Vessel) meridian relates to the status of the cerebro-spinal fluid as well as corresponding to headaches, psychosomatic and neurological disorders. It also relates to the harmonization and coordination of all regions of the body and all organs.

• The Heart meridian includes not only the function of the heart and circulation but also consciousness, the function of the brain and mental activity.

• The Pericardium meridian is considered to protect and regulate cardiac function and have a strong effect on the circulation.

• The Gall Bladder meridian is related to the liver and metabolic functions.

Training and experience enables the homeopath to select a potency in accordance with the patients symptoms. Work with electrically hypersensitive patients showed that when a body system is under stress the endogenous frequencies of the related acupuncture meridians appear in the whole-body frequency field. The autonomic nervous system is usually the first to become compromised as described in Section 2.11 where Tables 7 & 8 list   (non-exclusive) homeopathic potencies for stimulating the sympathetic and parasympathetic branches of the ANS.

If a homeopathic potency is not quite correct for a patient, there is what is described as an “aggravation”. In allergy testing, it is usual to use 5-fold serial dilutions (1+4). The potencies commonly used in homeopathy are not sufficiently finely graduated for these patients. With very sensitive patients, it is good practice to precede any testing by finding a dilution (potency) of any allergen which will neutralise the reactions which are usually severe. Failing any known allergen for the patient, a sample of saliva may be potentised until a neutralising dilution is reached.  This may be used to switch-off any reaction which may suddenly occur (within seconds) during testing since it is the same fault in the ANS which is being triggered.

If this has not been done, the single toroid technique as described in Section 5.7, Figure 6 could be tried to turn off the reaction with an inverse phase of the potency. If the provoking potency is represented by Tube A in Figure 6 of Section 5.7 and the patient is in the position of Tube B then, succussing the ferrite  ring on a piece of wood will imprint an inverse of the potency directly into the patient. This should work if the patient is not so sensitive that all whole-body frequencies were completely altered by the stress of the reaction.

It is also possible to hide a frequency imprint or chemical frequency signature so that the body does not recognise it and it no longer entrains.  This may be done by succussing it on one side of an oscillator output coil at a particular frequency. The frequencies 2.65 GHz, 1.42 GHz and 384 MHz and 7.8 Hz have these unexpected properties. They are fractally related to transitions between lines in the far-infra-red rotational spectrum of water. The side of the toroid coil to use depends on the relative direction of the geomagnetic field. Working along a North-South alignment and facing West,  if the water is succussed on the North side of the toroid, the imprint is stimulatory, if the water is succussed on the South side of the toroid, the imprint is depressive. Opposite phase imprints should cancel.

Similarly, a dilute solution of a chemical (e.g. NaCl at 6 mM) can have its chemical frequency signature “hidden”. The “hiding” of a chemical signature only works for a dilute solution. This suggests that the molecules of the chemical may have become enclosed within coherence domains which protects them from external fields.

The frequency 384 MHz is the high frequency branch of the heart meridian and heart chakra. This frequency and the low frequency 7.8 Hz.  can “restore” a hidden imprint.  Holding a hidden imprint near the heart chakra can do this.

That 7.8 Hz and 384 MHz have unusual effects on water is no more remarkable than the heart meridian and chakra having their endogenous frequencies on a Schumann (geophysical) resonance within which evolution has taken place.

Peppermint is commonly regarded as antagonistic to homeopathic potencies. A peppermint schnapps had the frequencies given in Table 5. Note that it contains 384 MHz.

Table 5

Frequencies for a Peppermint Schnapps

­ = stimulatory (hyperactive);  ¯ = depressive or stressful (hypoactive).

Frequencies are given in Hertz (Hz) in scientific notation.

If a tube of frequency imprinted water is succussed while close to a bottle of peppermint schnapps, its frequency pattern is “hidden”. This means that a homeopathic potency will be neutralised.  This “hidden” frequency is not erased by placing in a steel box. It can be recovered by succussing in the presence of 7.8 Hz which also becomes imprinted. Succussing near the heart chakra should suffice provided the person’s endogenous heart frequency was normal.

For some clinical and environmental purposes, it may be sufficient to hide frequencies so that the body does not recognise them although there remains the possibility that the heart frequencies will be able to un-scramble the hidden bio-information. Some devices for protection against the electromagnetic environment make use of this phenomenon. I have used it to make pharmaceuticals tolerated by sensitive patients.

For a “Desert Island” remedy, imprint one of two shells of sea water with the body frequency pattern by holding in the hand and succussing. Imprint the heart chakra frequency into the other. Succuss the shells against each other to get the remedy to hide the body’s stress frequencies.

7.5        The Three Courses of Acupuncture Meridians

Chinese acupuncture recognises 11 organs in the sense of them being general structural and functional entities. There are 6 Yang organs (Fu) and 5 Yin organs (Zang) which interact closely with the channels or meridians serving them. There are 12 channels running parallel to each other in the limbs and these are paired, one is Yang and the other Yin [9] . The pericardium is given a channel and there are some other channel systems including the Ren Mai (Yin) which runs up the ventral mid-line of the body and the Du Mai (Yang) which runs up the dorsal mid-line. Together these make up the 14 channels or meridians on which the 361 ‘Classical Chinese Acupuncture Points’ are located. These channels or meridians are divided into ‘Three Courses’ as shown in Figure 6, Ventral, Dorsal and Lateral.

The frequencies endogenous to the meridians are also given in Figure 6. A knowledge of the frequency to expect on any given meridian is of considerable practical use when trying to locate specific meridians which run close to other meridians or, the  Luo  points.

If each of the frequencies of the Yin and Yang branches in one Course as shown in Figure 6 are imprinted into separate vials of water and the vials are then placed close together, no frequency can be measured. 

Any three of the four frequencies of a Course can be imprinted into a single vial of water but, any attempt to imprint the fourth frequency erases all frequencies.  In a normal healthy state, the sum total of the frequencies around each ‘Course’ is zero but, if any organ within the ‘Course’ changes its frequency so as to depart from its healthy endogenous value, an ‘alarm’ frequency will appear.  

Marcer and Schempp [10] describe the emerging view that memory in living systems, DNA and water is quantum holographic and syntactic with the information encoded in phase (possibly the phase of a macroscopic wave function) and operations modelled on computer‘re-write’ systems with a ‘nil-potency’ rule.  A quantum holographic system is the only system which places its image in the actual location of the object in space and time. Recent work by Diaz and Rowlands [11] on computer ‘re-write’ systems looks towards a universal system with only a ‘create’ and a ‘conserve’ function which must be iterative and recursive from a ‘start-object’ to a ‘stop-criterion’ with  a ‘nil-potency’  or ‘empty-set’  rule. Living systems may be making use of this technique to get rid of redundant bio-information

Figure 6 also shows homeopathic potencies which contain the frequency necessary to stimulate the corresponding acupuncture meridian as shown. If all four of the potencies for a particular Course are placed close together, they mutually cancel and there is nothing to measure. This can be applied in cases where the frequency imprinted by a patient shows stress at one or more of the meridians in a Course. Adding the remaining potencies to complete the Course results in cancellation of all frequencies. However, this should be used with caution in cases of extremely hypersensitive patients because erasing all their stress frequencies at once would be the equivalent of “cold turkey”.

Figure 6

The Three-Courses of  the Acupuncture Meridians  with Homeopathic Potencies.

An example of what might be a similiter match is shown in Table 4.  In this, Yellow enhancement indicates the Dorsal Channels (Course 2) and the frequencies and potencies involved.  Here, Sulphur would be needed to needed to complete the Course and generate zero throughout.

This patient had only one Lateral Channel (Course 3) frequency corresponding to the the Triple-Warmer meridian. For this, Arsen. alb + Conium + Opium  would be needed to generate a zero.

Table 4

Homoeopathic Potencies to Cancel a Patient’s Frequencies Imprint

­ = stimulatory (hyperactive);  ¯ = depressive or stressful (hypoactive).

Meridians with nearby frequencies are listed (Voll notation).

Frequencies are given in Hertz (Hz) in scientific notation.

Patient’s Imprinted Stress Frequencies	Meridians or Systems Affected	Homeopathic Potencies Stimulating that Meridian
­­3.021× 10-3	Sympathetic ANS
¯7.811× 10 0	Heart meridian & chakra	Phos ac
­­6.023× 10+3	Triple-Warmer	Merc sol
¯1.23× 10+6	Small intestine	Cd met
­­9.00× 10+6
¯1.28× 10+7	Joint degeneration
­­3.28× 10+7	Fatty degeneration
¯9.40× 10+7	Allergy
­­2.865× 10+8	Urinary bladder	Naja trop
¯3.84× 10+8	Heart meridian & chakra	Phos ac
­­6.38× 10+8

 

 

 

 

 

 

 

 

 

A further example is shown in Table 5. Here, the frequency pattern of a patient is compared to the frequency pattern of the homeopathic potency Lachesis 200c. The degree of frequency matching may be a useful indication of the selection of a correct similiter. In this case the paired-values correlation coefficient is 0.94.

Table 5

Frequency Matching   Indicates a Possible Similiter

­ = stimulatory (hyperactive);  ¯ = depressive or stressful (hypoactive).

Meridians with nearby frequencies are listed (Voll notation).

Frequencies are given in Hertz (Hz) in scientific notation.

Figure 7

If there is chemical toxicity, chemical frequency signatures may be present in the whole body field of a patient as shown in Figure 7. In general, a toxic chemical will take over the natural fluctuation of an endogenous frequency altogether replacing it with its own stable characteristic frequency. This would give stability for double-blind testing because the patient has been forced into a stable disease state. This chemicals effect was found at the cellular level when T-cells were cultured in the presence of environmental chemicals [12] .

7.6       Frequency Entrainment Persisting in Re-Programmed Daughter Cells

This work shows that frequency patterns such as those of homeopathic potencies produce changes extending into the next generation of a cell culture implying that homeopathy can produce a permanent cure.

Pischinger’s work (Heine, 1999) [13] demonstrates the importance of connective tissue in the body’s regulatory systems. Measurement of the coherent frequency pattern of samples of connective tissue taken from healthy regions of breast tissue excised for biopsy following surgery showed a pattern of frequencies akin to the brain-wave spectrum. An example is shown in the first column of Table 9. This specimen was then placed in a steel box to erase any frequencies imprinted into the water but, not frequencies due to chemical constituents (chemical signatures). The second column shows that only frequencies from 250 Hz to 15 kHz in this connective tissue could have been due to structural chemicals. The remaining frequencies represented those imprinted in the cell water and were erased. These are indicated by an ‘x’.

A binary sequence of frequencies was then imprinted into this erased connective tissue, a pattern most unlikely to occur naturally. The result is shown in the third column. These frequency imprinted cells were then cultured. By the following week, the daughter cells had picked up all the imprinted frequencies. Other frequencies representing chemical activity had changed somewhat but, were clearly distinct from the imprinted frequencies all of which were present in the daughter cells. This demonstrates how frequency imprinted water, the equivalent of a homoeopathic potency, is capable of permanently modifying a  pattern of coherent frequencies in an in vitro connective tissue culture and able to persist into the next generation.

Table 9

Frequencies for Connective Tissue (from right breast)

(Frequencies in Hz)

Date& Time
17Aug 95	17-18 Aug 95	18 Aug 95	25 Aug 95
1200-1700	1700-0900	0915
Original Tissue	Hypomagnetic Erasure	New Frequency Pattern  Imprinted	Cultured Daughter Cells
0.11	x	0.1	0.1
0.19	x	0.2	0.2
2.8	x	0.4	0.4
6.5	x	0.8	0.8
			1.05
7.2	x	1.6	1.6
8.6	x	3.2	3.2
9.7	x	6.4	6.4
18	x	12.8	12.8
24	x	25.6	25.5
45	x	51.2	51
58	x	102.4	102
66	x
76	x
98	x
250	250
380	380		350
650	650		530
950	950		1,500
15,000	6,700	15,000	15,000

Conclusion

One state with which homeopathy works and seeks to cure is an unstable chaotic state between stable conditions of health and disease. Here, the object of homeopathy is to switch the patient back from chaos to health before the stable disease condition sets in. The conditions of health and stable disease states must have linear properties because they are susceptible to double-blind trials. It is fundamental to operations involving the state of chaos that the same starting conditions will never produce the same outcome. This makes it fundamentally impossible to do a double-blind trial involving homeopathy and patients who are in a (mathematically) chaotic state.

One must consider the question, “Do you want to have to say to your patients - Wait until your illness reaches a recognisable and stable disease state?”. In this case, one could  use a homeopathic remedy which had been successfully tested in double-blind trials on patients in a stable disease state to attack the bacteria, virus, toxic chemical or other factor  involved.  The alternative is to use an unprovable homeopathy immediately to attempt to recover the health state before a disease state takes hold.