**
‘Textes d’Antipas – Tahat Kôl
news’ spécial du 15 octobre 2003**

**
Deuxième édition de la version anglaise
revue et corrigée ** – **Second
corrected edition**

**
**

**
‘ Texts of Antipas – Tahat
Kôl news ‘, special of October 15, 2003**

**
**

__
8 ^{ème} année – 8^{th}
year__

**
MAIL
mauriceandre@skynet.be URL
http://users.skynet.be/mauriceandre/ **
_____________________________________

** **

**URANIUM and
PLUTONIUM **

** **

**
aren’t chocolate**

** **

** **

** **

** **

** **

** **

__PART 1__ :
__URANIUM (UA / DU)____ (UA
= uranium appauvri)__

**
(DU = depleted uranium)**

__PART 2__ :
__PLUTONIUM__

** **

**Fact
by
Maurice Eugène ANDRE, author and editor specialised in nuclear protection, Quai
du Halage, 54, 4600 Visé, Belgium, with the voluntary collaboration of our
French friend Patrick CHAPUS. October 15, 2003. English translation : Patrick
CHAPUS. All rights reserved. **

** **

__Special
second edition October 15, 2003.__ Phone
in Belgium : 0032 – __(0)__ 4 374 24 62. Don’t dial __(0)__ from abroad.
MAIL
mauriceandre@skynet.be
URL
http://users.skynet.be/mauriceandre/

**Registration
of copyright a the Royal Library of Belgium in the month of October 2003.
Original printed in Belgium in « Texts of Antipas – Tahat Kôl news » special of
October 15, 2003.**

**Electronic
diffusion of the complete text authorized, but printed duplication for
sale without authorization of the editor, is forbidden. » **

**
**

__Editeur responsable__ :
Maurice Eugène ANDRE, auteur spécialisé en protection nucléaire, Quai du Halage,
54 à 4600 Visé, Belgique. Textes réalisés avec la collaboration bénévole de
notre ami français Patrick CHAPUS. Edition spéciale du 15 octobre 2003 améliorée
et corrigée. Traduction anglaise par Patrick CHAPUS. Tous droits réservés.

**
____________________________________________________________________________**

** **

**Dépôt légal à la Bibliothèque Royale de Belgique, 4,
Boulevard de l’Empereur 1000 Bruxelles.**

__
____________________________________________________________________________
__

** **

**Original imprimé en
Belgique, IN « Textes d’Antipas –Tahat Kôl news » numéro spécial du 15 octobre
2003 seconde édition.
Diffusion électronique autorisée si le texte diffusé est complet et avec toutes
les références. Duplication ou diffusion du texte imprimé pour être vendu,
en libraire ou non, strictement interdite sans l’accord écrit de l’éditeur
responsable. **

**
( 0032 (0)4 374 24 62. Ne pas
faire le (0) à partir de l’étranger.**

** **

** **

**
La présente
édition remplace celle du 01 octobre 2003 qui peut être détruite**

**
----------------------------------------------------------------------------------------------------
**

** **

** **

**“ Texts of Antipas -Tahat Kôl news ” special edition
October 15, 2003. Page 1**

** **

** **

**Pay attention for your lungs !
**

__PART 1__ :
__URANIUM (UA / DU)__

**CALCULATION OF
IRRADIATION GOT BY A HOT ZONE IN A LUNG **

**IN THE CASE OF DEPLETED
URANIUM (UA/DU). **

** **

**Translated into English by Patrick CHAPUS. **

**1**.
For understanding this talk well, it should beforehand be known that the
unstable atoms are called ‘atoms radioactives’, and they are atoms "gunners
omnidirectional" which bombard their entourage of subatomic corpuscular
projections, and / or of radiations of the electromagnetic type, some without
disabling during hundreds of thousands years.

**2**.
The shootings observed and which emanate from the radioactives atoms, can be
classified in several categories :

- the corpuscular shooting beta is a shooting will projected électrons atom’s core (of the kernel) at the speed to approximately 200 000 km per second ; detectable with a radiation meter or room ionization.

** **- the neutron corpuscular shooting, shutting
neutrons resulting from the core of atom with variable high speeds ;

- the corpuscular shooting alpha shutting from the particles coming from the core of atom, particles having each one a significant mass of 7 348 electrons. They are ejected to approximately 20 000 km per second, and are made up a group of 2 neutrons joined with 2 protons; is the shooting alpha the heaviest shooting ionizing which exists and which was incorrectly ignored in its harmfulness there is not very a long time still, because shut from exterior of the body it did not cross the barrier of the skin… But shut from interior of the body by clusters of atoms having passed the cutaneous barrier, it is frightening for the release of cancers that it causes. The shooting alpha is detectable with a correctly designed radiation meter.

- the electromagnetic shooting gamma which haven’t mass and which is propagated with around of atom, in an omnidirectional way, at the speed of 300 000 km per second which are also the speed of the light. The shooting gamma has a length wave which is specific to the radionuclide which emit it, and this length wave is "a signature" identifying each transmitting radionuclide precisely gamma, in particular detectable by a spectrometer. The shooting gamma is detectable with a radiation meter also, and with a spectrometer, this specifying last with which atom one deals.

**3**.
The damage noted in the alive cells subjected to too significant ionizing
shootings, leads sometimes to dead and often to serious illnesses like various
cancers.

The shootings definite and quoted herebefore, (shootings alpha, beta, gamma and neutron) are called "ionizing radiations". They all are prejudicial at the life when they exceed the capacity of restoration of the cells. The shootings gamma resulting from the ground (natural radioactivity) and the cosmic rays coming from universe, do not exceed normally 1/10ème REM per annum (0,001 sievert) and are not dangerous, as opposed to what ancian school tried to make believe, this school confusing between effects of the dangerous artificial radioactivity and effects of the not handled natural radioactivity.

In situ, ionization in the kernel of the cells, directly
produces various acids, bases, and radicals, such HOH, OH, __disturbing /unstabilizing
their ADN directly__.

__Each__ one of ours 100 000 billions ^{(1)} of
cells count as much 200 000 billion molecules, themselves formed by groups of
many atoms. This is an absolutely extraordinary world, very complicated, which
is managed according to precise and harmonious laws that we should
not in no case to disturb "at the
root" in their operation, under sorrow distress on the whole of the bodies with
serious illnesses.

__Hurtful action__ of the radiations quoted, practise
easily on the genetic material that it destroyed or disorganizes dangerously, as
we have specified it.

__Note (1)__: For a man of 70 kg.

** **

**“ Texts of Antipas -Tahat Kôl news ” special edition
October 15, 2003. Page 2**

It is known that ours hundred and thousand billion cells
which make our body, have each one ADN (acid desoxyribonucleic), which ADN
"directs" via programming the developments - behaviors - and end of lifetime, (apoptose
or commits suicide cells) **of each one of our cells**.

**4**.
__To touch with natural organization of ADN is an incredibly
irresponsible,__ **culpabe abyssal ignorance, and lack of total respect of
the creation, which exists.** No man is able to manage ADN, and to envisage
the consequences of similar criminal incursions.

Following page, we approach the internal calculation of
irradiation which a lung undergoes which retains an insoluble particle of DU
(depleted uranium which contains only uranium 238, because the ore was
impoverished out of Uranium 235) with a diameter of 1 micrometer (either 1
thousandths of millimetre or 10 -6 meter). This irradiation was called "**effect
of proximity**" by the person who discovered it since 1974 and published on
this subject in an international review with scientific goal in 1978.

**5**.
Before show calculations showing that a dust of uranium 238 (or DU) delivers
significant doses with the immediate surroundings of the pulmonary site where
it’s placed, it is necessary beforehand to know:

¨ that metallic uranium U 238 or DU is a gunner alpha-gamma with 77% of shootings alpha with an kinetic energy of 4.195 MeV and 23% of shootings alpha with an energy of 4.147 MeV;

¨ for calculations we will retain the average value of 4.184 MeV kinetic energy for the particles alpha emitted by uranium 238 or DU ;

¨ that the particles alpha are 7 348 heavier than the electrons, and that they lose all their kinetic energy at a very small distance of 50 micrometers or 1/20ème of mm, which produces an enormous ionization of the cells concerned ;

**6. **It was a
serious error in the past to underestimate the serious harmfulness of the
particles alpha __acting starting from interior of a body.__

** **

**7.
CALCULATION OF effect of proximity
CAUSES BY URANIUM HAVING PENETRated into A body.**

**(a)** We consider that any particle which penetrates
into a body is a sphere, that for the facility of calculations. Volume of one
sphere is of

**4/3 x
p x R ^{3 }=^{
}8/6 x p x
(D/2)^{3 }= 8/6 . p
. D^{3 }/ 8 = 1/6 .
p . D^{3}^{
}**

This last equation is our starting relation :
**(Relation
0) **

**(b)** Presumedly spherical ** volume** for
the facility of calculation, of one particle with a diameter of
10

** **

**V** = 1/6 x
p x D ^{3 }=
1/6 x p x (10^{ -
6 }meter) ^{3 }= 1/6 **.**
p . 10^{-18 }
m ^{3}

ou ** 1/6
p . 10^{ - 15}
liter**. Underlined answer herebefore is our
(

**(c)** Weight
of one particle of uranium 238 (or DU) presumedly spherical and with volume
given by relation (1) herebefore (**diameter
of 1 µm**) :

One liter of DU weighting **18 950 grams**, one can
write, if **L** represents one liter of DU :

1__/6
p . 10__^{ - 15} L weighs 1/6.
p
x 10^{ - 15} x 18 950
grams

or ** 1/6 .
p . 18,95 . 10^{
- 12} **gram
(

The answer herebefore gives our **relation (2)** which
is the weight of the particle of DU.

** (d) Calculation of the radioactivity of the particle
defined by the relation (2). **The number of disintegrations per second which
the particle of DU releases considered, with diameter of 1 micron, is in

** **

**“ Texts of Antipas -Tahat Kôl news ” special edition
October 15, 2003. Page 3**

direct connection with the known weight of one curie of U 238 which weighs 3 tons of uranium 238, and which presents 37 billion disintegrations per second or Becquerels (Bq). The number of Bq or

disintegrations per second observed, depends primarily on
the weight of DU examined. One can for example calculate how much 1 gram of U
238 (or DU) gives **Bq**. The answer will be that 37 billion Bq coming from 3
tons of U 238, one will have that 1 gram of U 238 will give 3 000 000 less
disintegrations, that one will have __12 333 Bq per gram of U 238__.

Or although : 1 gram of U 238 delivers 12 333 Bq or disintegrations per second, this for information.

(e) Nombre of Bq (disintegration per second) delivered by the particle of UA considered.

**This number is worth : ** **p
. 18,95 . 10 ^{ -12} g . 1/6 . 37 Bq . 10^{ 9 }. 1/3 000 000 =**

__
p . 10__^{ – 3 }. __37 . 18,95 . Bq . 1/6 . 1/3 000 000__
(relation
3)

**(f) Calculation of the erg number released per
second by the particle, **

knowing that 5 MeV = 8 . 10^{– 6 }erg (1 erg being
worth 10^{– 7} joule) and 4.184 MeV (average value of the particle alpha
of DU) being worth 6,7 . 10^{– }erg.

The required number is worth : 1

__
p . 10__
^{- 3 }. __37 . 18,95 . 6,7 . 10__ ^{- 6}. __1/6 .
1/3000000 . erg / sec__
(relation 4)

** **

** (g) Calculation of the volume of the sphere of
irradiated flesh of 50 µm of ray : **

** **

**V _{sph }= 4/3 .
p . (50 . 10^{ – 6 }m)^{3}
= 4/3 . p . 125 . 10
^{- 12 }liter. (relation
5)**

**(h) Calculation of the weight one sphere of flesh of
50 µm of ray :**

One can estimate that the weight of one cm^{3} of
flesh = the weight of one cm^{3} of water or 1 gram and it results that
the weight of the sphere of flesh considered (irradiated) is of :

__4/3__ .
p^{ }. __
125 . 10__^{ – 9 }g.
(relation 6)

**(i) **__Irradiation, in erg per gram and per
second, of the sphere of flesh ionized by the shootings alpha emitted by the
particle of DU with one µmeter of diameter, captive particle in a lung : __

The required result is given by the following report/ratio : relation (4) divided by the relation (6).

__(p . 10__
^{- 3 }. __37 . 18,95 . 6,7 . 10__ ^{- 6}. __1/6 .
1/3000000 . erg / sec)__ divided by (__4/3 .
p ^{ }. 125 . 10__

__1, 569017 . 10__^{ – 6} . erg . sec^{ -1
}.^{ }g ^{-1}
(relation
7)

**(j)** As one year dose contains 3,1536 X 10 ^{7}
seconds, one notes a pulmonary and specific internal-source irradiation of **
3,1536 X 10 ^{7} X 1,569017 X 10 ^{- 6} erg per gram per year =
**

** **

**49, 382275 erg per gram per annum. **

Like the definition of the RAD (roentgen absorbed dose) is of 100 erg absorbed per 1gramme of living matter, we have the irradiated and very small pulmonary zone surronding the radioactive DU dust

maybe in RAD = (49,382 / 100) RAD per annum; and as EBR
value (*) of alpha rays is 10, one has the following final result : __
(49,382 : 100) x 10__ =

** **

__4, 938 REM per annum in the alive sphere irradiated
by DU, or 5 REM (0,05 sievert) per annum.__

**(relation 8)**

By taking account of the rounded figure we thus have a
proven irradiation, specific permanent which adds up ** 5 REM (0,05 sievert)**
inflicted

**“ Texts of Antipas -Tahat Kôl news ” special edition
October 15, 2003. Page 4**

Evaluate with the 1/5ème irradiations alpha, we have __
a specific total annual irradiation of :__

**5
REM (alpha) + 1 REM (gamma) = 6 REM (total) per annum
(relation 9)**

** **

**by the place surronding one dust DU with 1 µmeter of
diameter blocked in a lung.
**

** Note * : the letters RBE** = factor of Relative
Biological Efficacity, which give the biological damage in REM, since

** **

**(k) 1 RAD x RBE = X REM.
(relation 10)**

** **

** **

** The RBE changes with the type of received
radiation** : it is worth 1 for gamma and x-rays, like for beta ; it is worth
from 10 to 20 for alpha, and 20 for the neutron shootings.

**(L)** **VERY SIGNIFICANT CONCLUSION **: The
radioactive dusts immobilized in a lung have tendancy to gather in CLUSTER in
this lung. However so only one cluster of dust UA/DU reaches 5 micrometers
diameter and remains prisoner in the lung, the contaminated person will undergo
an irradiation of :

6 rem/an X 5^{3 }=
**750 rem/an**,
**(relation
11)**

**in a "hot pulmonary
zone" **where will leave cancer to be disseminated in body via
metastases.

** **

**(m) Col.
U.S. Asaf Durakovic was right thus from the beginning to denounce, the
serious dangers of DU (or UA, of the words Uranium Appauvri in
French) in the projectiles. **

** **

**(n) And if PLUTONIUM is present in traces in
uranium (DU) used, the consequences will be GRAVELY. See on this subject
my article “ Plutonium, this isn’t. chocolate ! ” **

** **

-------------------------------------------------------------------------------------------------------------------------------------------

**« Fact by Maurice Eugène ANDRE,
author and editor specialised in nuclear protection, **

**Quai du Halage, 54, 4600 Visé,
Belgium. With the voluntary collaboration of our French friend Patrick CHAPUS.
October 15, 2003. English translation : Patrick CHAPUS. All rights reserved.
**

** **

**Special edition October 15,
2003. Phone in Belgium : 0032 – (0) 4 374 24 62. Don’t dial (0)
abroad. **

**MAIL
mauriceandre@skynet.be URL
http://users.skynet.be/mauriceandre/
**

**Registration of copyright a the Royal
Library of Belgium in the month of October 2003. Original printed in Belgium in
« Texts of Antipas – Tahat Kôl news » special of October 15, 2003.**

**Electronic diffusion of the complete
text authorized, but printed duplication for sale without authorization
of the editor, is forbidden. » **

---------------------------------------------------------------__PART
2__ : __PLUTONIUM__

Plutonium 239 , it’s no chocolate !

Only one plutonium 239 dust which would float in air, (and so small that it would be invisible) could … to kill You,… if you breathe air which contains it ! MISS BOWL ! YES, it’s TRUE. And if plutonium is present in traces in DU (air dust with depleted uranium) then, yes You get it !

Therefore I will speak : **It’s
very dangerous to get air with DU dusts that are contamined with plutonium.****
**After the few precises details which will
follow, You will hold finally between Your hands the mathematical proff that
only one dust of plutonium 239 can kill You. Precision : plutonium 239 is the
largest killer who exists. And « It » is made entirely by scientists grassement
paid. Plutonium is pyrophorus, which means when is burning it
will divide
in billions
of particles which will float into
air…Take guard to breathe …

** **

** **

**“ Texts of Antipas -Tahat Kôl news ” special edition
October 15, 2003. Page 5**

plutonium ! It is a « gunner alpha ».
This means __once hid____den in You__,
it ‘give’ cancer. Inside You it ‘shuts’ particles
having each one an energy of 5 000 000 electrons-volts, or 5 MeV. Its
projectiles alpha are seven thousand three hundred forty eight more heavier than
the beta rays. In interior of your
body, - for example in one of your lungs - , its subatomic projectiles strike
your alive cells very extremely and put out of order their ADN. In fact they
permanently destroy your alive cells on a few depth of 1/20^{ème} of
millimeter,
from the dust blocked in the lung. And this permanent ‘blitz’ of relatively low
depth in a lung, causes CANCER free.

Here are the calculations which
give the proff of it. Perhaps You wil not understand them easely. They were
however certified exacts by the Professor in nuclear physics, Jeans SHEER, who
certified it to me __by personal letter__.

Calculations determine the volume of one tiny dust of Pu 239 which diameter is one micrometer. Then they determine how many subatomic projectiles per second shut this dust, thus that ionizing energy that is released in the alive flesh. Calculations specify the pulmonary volume violently attacked by the plutonium 239 tiny dust which has penetrated into the lung. Calculations determine the weight of global cells violently attacked by dust. Then they give endure irradiation (in erg per gramme and per second) of irradiated alive volume. Finally they bring to Your attention the number of RAD (roentgen absorbed dose) per annum, and the of REM (roentgen equivalent man) per annum that a tiny part of the lung boxed. The result is impressive.

__
CALCULATIONS THEMSELVES ON PLUTONIUM 239, IN 10 POINTS.__

**1. **
Volume of one particle of plutonium with diameter
‘D’ of 1 micrometer or 1/1000^{ème} of millimeter (presumedly spherical
for the facility of calculation ).

Formulate volume of the sphere :
V = 4/3 x p
x
R^{3 } = 1/6 x
p
x D ^{
3}

Expression of the volume of the plutonium dust :

**V _{d.pu}**

**2**.
Weight of one particle of Pu 239, with volume given by the relation (1).

Knowing that 1 liter of Pu 239
weights 19 840 grams, one can write, if Lit_{pu} is one liter of Pu
239 :

1/6 x
p
x 10^{-15 }liter x 1 Lit_{pu }= 1/6
x p
x 10^{-15 }liter x 19 840 g = __1/6 x __
__p
x 10__^{-12
}__x 19, 840 g__

**
(relation 2)**

** **

**3. **
Number of disintegrations per second (or Becquerel)
which release a plutonium particle 239 with diameter of on micrometer (or of
1/1000^{ème} of mm) ; knowing the weight of this particle (relation 2)
and knowing that 1 Curie or 37 billions becquerels are coming from 16,303 grams
of Pu 239, we can write, if Bq accounts for 1 disintegration per second, that
the number of required Bq is :

__1/6 x
p
x 10__^{-12 }x
__19, 840 g__ x 37 Bq x 10^{9} x 1/16,303 g = p
x __10__^{-3 }__ x 37 x
19,840 x 1/6 x 1/16,303 x 1 Bq__

this is our **(relation
3)**

**4. **
Search now the number of erg (1 erg = 10^{-7}
joule) released per second by the plutonium particle considered in the present
study ;

- knowing that one disintegration resulting atom of Pu 239 projects a particle alpha with an energy

of 5 MeV or 8 millionth of erg ;

- knowing the relation (3), we can write :

number of erg released per second by the particle of Pu 239 considered is :

p
x 10^{-3 } x 37 x 19,840 x 1/6 x 1/16,303 x 8
x 10^{-6 } x 1 erg/second =

__
p
x 10__^{-9
}__ x 37 x 19,840 x 1/6 x 1/16,303 x
8 x 1 erg per second__ = this is our
**(relation 4)**

**5. **
Going to second phase of the problem, we will write
that the volume of the sphere of flesh injuried by the irradiations resulting
from the Pu 239 dust, is a small alive sphere of __50 micrometers__ of ray R
and having the radioactive dust like center ; and we will have :

V_{sph }= 4/3 x
__p__
x R^{3} = 4/3 x __
p__
x(5 x 10 x 10^{-6} x 1 meter)^{3
} = __4/3 x ____
p
x 125 x 10__^{-12}__
liter__ **(relation
5)**

**“ Texts of Antipas -Tahat Kôl news ” special edition
October 15, 2003. Page 6**

**6. **
Now, go to the weight from the sphere from irradieted
flesh, 50 micrometers of ray. We can estimate that the flesh weights 1g per
cubic centimeter. We can write :

The weight of the sphere of flesh which will very violently be irradiated, is of :

**4/3 x
p
x 125 x 10 ^{-9 } x 1 gramme **
this is our

**7. **
Compute the irradiation received in erg per gramme
and per second, by the small sphere of irradieted flesh which has a radius of 50
micrometers and which has the Pu 239 radioactive dust like center : the result
that we seek is given by the fraction having like numerator the relation (4) and
like the denominator the (relation 6). Here this result :

(__p
x 10__^{-9
}__ x 37 x 19,840 x 1/6 x 1/16,303 x
8 x 1 erg per second)__

divided by (4/3 x pi x 125 x 10^{-9
} x 1 gramme), which gives ** 0, 3602 erg x sec^{-1} x
g^{-1 }.**

^{ }

And as one year contains 3, 1536
x 10^{7 }seconds, **the small sphere (R=50 micrometers) of irradiated
flesh boxes in one year :**

** **

**0,3602 erg x sec^{-1}
x g^{-1 }x 3, 1536 x 10^{7 }seconds = **

**
(relation 7)**

**8**.
Like the definition of the RAD
(roentgen absorbed dose) is of 100 ergs absorbed per 1gramme of living matter,
we have the strongly irradiated and very small pulmonary zone surronding the
radioactive Pu dust : **it boxes the very great absorbed dose of ****
113 592 RAD per annum^{
}^{ }**

^{
}(relation
8)

** **

**9.
But the true measurement of biological damage boxed is expressed in REM (abbreviation
of Roentgen Equivalent Man) (100 REM = 1 sievert). And to pass RAD in REM it is
necessary to apply the factor of Relative Biologique Efficacity (factor RBE)
while following the formulate : **

**« 1 RAD x RBE = X REM ».
This factor RBE (factor of harmfulness) depends on the boxed radiations. Here
it’s rays alpha and their RBE is value 10. The required result will be
thus the dose received in the lung by the small alive sphere concerned,
which should need every day to be restaured after complete
destruction.
The alive place of this sphere (R=50 micrometers) in the lung, will be boxed as
this way :**

** **

__113 592 RAD x RBE (10)__
= __1 135 920 REM per
year.__
(relation 9)

** **

**10.
But the natural irradiaton for every cells of the body **
(irradiation
IN TOTO) ** is only 1/10 ^{ème} REM per annum. **

**11. This means that the
small sphere inside the body (R = 50 micrometers) where the radioactive dust is
located, will be irradiated more than **

__TEN MILLION TIMES OF THE
NATURAL IRRADIATION :__ this very high
irradiation is due to the presence of the dust of plutonium 239 inside of the
lung. (relation
10)

**
-----------------------------------------------------------------**

** **

**« Fact by
Maurice Eugène ANDRE, author and editor specialised in nuclear protection, Quai
du Halage, 54, 4600 Visé, Belgium, with the voluntary collaboration of our
French friend Patrick CHAPUS. October 15, 2003. English translation : Patrick
CHAPUS. All rights reserved. **

** **

__Special
second edition October 15, 2003.__ Phone
in Belgium : 0032 – __(0)__ 4 374 24 62. Don’t dial __(0)__ from abroad.
MAIL
mauriceandre@skynet.be
URL
http://users.skynet.be/mauriceandre/

**Registration
of copyright a the Royal Library of Belgium in the month of October 2003.
**

** **

**Original
printed in Belgium in « Texts of Antipas – Tahat Kôl news » special of October
15, 2003.**

**Electronic
diffusion of the complete text authorized, but printed duplication for sale
without authorization of the editor, is forbidden. » **

**
**

__Editeur responsable__ :
Maurice Eugène ANDRE, auteur spécialisé en protection nucléaire, Quai du Halage,
54 à 4600 Visé, Belgique. Textes réalisés avec la collaboration bénévole de
notre ami français Patrick CHAPUS.

**Edition spéciale du 15
octobre 2003. Traduction anglaise par Patrick CHAPUS. Tous droits réservés.
**

__
__

__Dépôt légal__
à la Bibliothèque Royale de Belgique, 4, Boulevard de l’Empereur à 1000
Bruxelles, en octobre 2003. Original imprimé en Belgique, dans « Textes
d’Antipas –Tahat Kôl news » numéro spécial du 15 octobre 2003. Diffusion
électronique __autorisée __si le texte diffusé est complet et avec toutes les
références. – Duplication ou diffusion du texte imprimé, en libraire ou non, __
afin ____de le vendre ou de faire du
commerce est strictement interdite__
sans l’accord écrit de l’éditeur responsable.

**(
0032 (0) 4 374 24 62. Ne pas faire
le (0) à partir de l’étranger.
Deuxième édition spéciale du 15
octobre 2003.**

__
__

** La présente
édition remplace celle du 01 octobre 2003 qui peut être détruite**