The transmission and storing of biophysical information

W. Ludwig:

The transmission and storing of biophysical information

The theory of bioinformative medicine

The practical application of the latest discoveries

Introduction:

In the alternative medicine, it has been shown that it is advantageous to transmit allergens or body substances (blood, spit, saliva) electromagnetically onto an isotonic salt solution and use the resulting nosode for the oral after-treatment of the patient. This transmission is only comprehensible when a phase relationship between the patient and the nosode exists. The holographic world view can deliver the best explanation for this (see appendix).

During the process of transferring (oscillatory) information from a substrate onto a watery substance and its storage in the cluster-like structure of the water, the enormous increase in electromagnetic pollution (particularly because of the recent expansion of mobile-telephone transmitter networks) has a significant effect on the signal to noise ratio.

If one is to screen a transfer layout magnetically, then the geomagnetic (2) and Schumann (1) frequencies needed to trigger the transfer are missing but can, however, be artificially reproduced in the screened area.

A simpler solution is to use an input beaker (to accept the substrate to be transmitted) which has been specially constructed to eliminate electromagnetic pollution as much as possible. There now follows a recommendation as to how to minimise electromagnetic pollution and improve the signal to noise ratio to such an extent that the usable signal is measurable above the noise. In a further section, the storage capability of water will be demonstrated by spectroscopic measurements. In the past, one could not imagine that it was possible for "water to have a memory". However, this opinion was purely theoretical and now outdated.

Compensation for electromagnetic pollution:

In general, substrate information is acquired with the help of a metal honeycomb or beaker which acts like an antenna and receives the characteristic oscillations of the substrate. In the present day, every piece of metal receives a large amount of atmospheric noise which can be much greater than the strength of the required signal. Should a transfer device (impedance-converter, amplifier) be connected, then both signals (usable and interference) are combined in the electronics which at the present time is nonlinear and results in cross-modulation.

This means that the signal with the higher frequency is amplitude-modulated by the lower frequency one just like the AM-radio on medium waves. It is well known that this causes side-bands to be produced. For example, should the substrate signal have a lower frequency than the interfering signal, then the latter signal produces a sideband (side frequency) on each side of its

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fundamental frequency, in the case of mixed frequencies whole sidebands are produced.

With conventional honeycombs or beakers, these sidebands cannot be found spectroscopically (with a Fourier analyser) because they are much too small in comparison with the interfering signal these days. However, if one can reduce the strength of the interfering signal considerable such that both signals, usable and interfering, are of comparable strength, then sidebands become clearly visible. Fig. 1 shows an example of this phenomena whereby electromagnetic pollution was reduced by a factor of 100 (as explained below).

Fig. 1

In Fig. 1, a special beaker (MEDICUP, 3) connected to an impedance-converter with symmetrical input (WAVE TRANSFER, 3) was used (see Fig. 3) and an ampoule with iodine D6 was placed in the beaker.

The Fourier analyser (signal analyser from the Rockland Company, USA) was adjusted for the frequency band from 5.5 to 5.7 kHz whereby supply mains harmonics of approx. 5 Hz (the fundamental frequency of iodine D6) can be seen. Fig. 2 shows the same spectrum without the iodine D6, i.e. with empty input beaker. Here only the interfering signals without sidebands can be seen, i.e. all that is left over from the interfering signal after extensive compensation.

Fig. 2

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Fig. 3: WAVE TRANSFER with a MEDICUP as input and output beaker

It is surprising that even university professors in the faculty of physics are not aware that in watery solutions (and even in pure water) very low frequencies can occur. The 5 Hz signals which are visible in Fig. 1 as side-frequencies clearly belong – as further measurements showed – to the iodine D6 preparation.

When the same measurements were carried out with a conventional beaker, the interfering signal was one hundred times greater and the iodine signal

disappeared completely.

The procedure adopted to reduce the strength of the interfering signal is very simple: The beaker is made of two symmetrical halves (one a mirror image of the other) each one of which picks-up practically the same amount of electromagnetic pollution. If the two halves (Fig. 3) are then connected to the symmetrical input of an impedance-converter or amplifier (e.g. WAVE TRANSFER), then the electromagnetic pollution signals being received from both halves of the beaker cancel each other out (common-mode rejection). The substrate in the beaker acts as a

The clusters in the water oscillate locally in all possible polarisation-planes. They don’t cancel each other out in spite of the symmetrical input. The polarisation planes of electromagnetic pollution are stabile over a wide area so that the orientation of the beaker in the room is of some significance; however, as a result of the small gap between the two halves of the beaker, only a small amount of the interfering spectrum remains. The orientation is therefore unimportant.

dielectric, because the beaker resembles a capacitor.

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However, the necessary signals from nature (1) together with the interfering signals are nearly compensated. These natural signals (e.g. geomagnetic frequency spectrum) are therefore generated in the impedance converter in the WAVE TRANSFER by means of a certain technological process which cannot be explained in detail here.

The impedance converter also has the function of not loading the beaker (capacitor), i.e. it must have a very high input impedance (i.e. resistance to alternating current). To transmit the usable signal onto the water, the same bipolar beaker can be connected to the output of the impedance-converter. In order that the beaker does not load the output of the impedance-converter, the latter must have a sufficiently low output impedance. As its name implies, the impedance-converter transforms the high input impedance to a low output impedance.

Normally, impedance-converters contains an inverting stage. The output therefore oscillates out-of-phase with the input from the substrate.

If the impedance-converter doesn’t invert, then the output has the same phase as the input which is normal for healing substances. The opposite (inverted) is true for allergens where the output substance has the opposite effect on the organism as the material in the input. Here it is also a prerequisite that the substance and the body fluid of the patient are triggered externally with regard to the phase position (otherwise the therapeutic effect in harmony with the experience of our currently prevailing world view would not be understandable (1). A comprehensive explanation of the spatial synchronisation of distant objects and subjects is made available by the holographic world view of the English physicist David Bohm and the American neurophysiologist Karl Pribram in conformity with the experiments of Alain Aspect at the University of Paris. The comprehensive quantized field theory of Burkhard Heim is also able to explain the connection between objects which are apparently separated in space and time (5). In the appendix, a brief reference will be made to this explanation from an intellectual point of view.

The impedance-converter can also be equipped with an amplifier so that the output voltage is increased and can have a more intensive effect on the water. This leads us to the "memory structure" of water.

The cluster structure of water

Recent experimental work has demonstrated by various methods that water is capable of storing information in a very wide frequency band for a practically unlimited time (1, 6, 7). Convincing theoretical explanations of this phenomena are available (8). Fig. 4 shows an example of the inherent frequency of a single water molecule.

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Fig. 4:

Fundamentally, nothing in the cosmos is stable; on the contrary, everything oscillates with different frequencies. Even at absolute zero (-273,16^{o C) we have oscillations according to the Heisenberg uncertainty principle. The atomic cores have inherent frequencies in the microwave band; the electron sheath oscillates at low frequency in the Hz and kHz band. This was demonstrated impressively in the television program „Our cosmos" which the American astrophysicist Carl Sagan produced a few years ago in 12 episodes. In the 9th episode, a uranium atom was shown enlarged 100-million times with an electron microscope and one could clearly see how it pulsated rhythmically at about 10 Hz.}

The frequency of angular oscillations (hydrogen-oxygen-hydrogen atoms) occurs in the remote infrared band (between microwaves and infrared light); the frequency of the distant oscillations (hydrogen-oxygen atoms) can be found in the infrared band at 3.2 μm wavelength (about 1012 Hz). These oscillations work as carrier frequency and appear modulated with the other frequencies mentioned here. It therefore also contains sidebands. Finally, by supplying energy to an electron, it can be raised from the normal into an excited state; after a ten millionth of a second it emits a photon (approx. 1015 Hz) and then returns to its original state. This is the highest frequency occurring in water.

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Fig. 5 shows an example of a cluster of water molecules. Because the hydrogen in the water carries a positive charge and the oxygen a negative one (as a result of accepting an electron from the hydrogen) and is not a linearly-arranged molecule, the discrete water molecule has a dipole moment. As a result of the formation of hydrogen bonds, water clusters are created. At room temperature, about 400 single water molecules are linked together in clusters.

Fig. 5

This number is derived from spectroscopic measurements and also from the so-called anomaly of the water. The following table 1 shows the physical data of water and single water molecules. Based on the difference, it can be calculated that in water in liquid form on average 400 single molecules are linked.

Table 1: The anomaly of water based on its physical data

Physical data is now (cluster) should be (single molecules)

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Table 2: The anomaly of water based on its homologous row

Substance (combination with H) boiling poin water	(H2O)n	373oK
hydrogen sulphide	H2S	214oK
hydrogen selenide	H2Se	232oK
hydrotelluric acid	H2Te	272oK

boiling point 100^{o C -80o C}

melting point 0o C -100o C

specific gravity 1 g/ml at 4 °C 0.5 g/ml falling with temp.

surface tension 75 dyn/cm 7 dyn/cm

The data for single water molecules was extrapolated from the so-called

homologous rows in the (Mendelejew) periodic table (see table 2).