tag:blogger.com,1999:blog-29468514595621503202024-03-12T17:29:30.571-07:00Charles Danten, DVM, MAIn this blog, I debunk several false notions on animals, humans, and the human-animal bond.
Dans ce blogue, je démystifie plusieurs notions fausses sur les animaux, les humains et le rapport entre les humains et les animaux.
Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comBlogger48125tag:blogger.com,1999:blog-2946851459562150320.post-82414952314300609472023-09-06T07:19:00.008-07:002023-09-06T07:34:54.228-07:00The Democratization of Basic InstinctsCharles Danten<div><br /></div><div>After the Renaissance, in the XVIth century, at the dawn of the industrial revolution, a “mutation of sensibilities” begins which will result in the XIXth century in a major change of the animal condition. Until then, confined to the wealthy classes, the passion for pets spread to the rising classes of the bourgeoisie, and even to the working classes. (1) <h3 style="text-align: left;"><br /></h3><h3 style="text-align: left;">A Terrible Plague </h3><div>Before that, men lived like animals, in tune with their animality, without any clear demarcation between one and the other; pigs, cows, chickens, dogs, and cats, everyone crammed together in the same house, in the same yard, and in the same street. Manifest violence, both towards humans and animals, was widespread, in all social strata. The men all carried knives in their belts, which they did not hesitate to draw at the slightest pretext. Fear was everywhere. One had to be constantly on one’s guard. (2)</div><div><h3 style="text-align: left;"> </h3><h3 style="text-align: left;">Compulsory Schooling</h3></div><div>The <i>stick</i> alone being ineffective, even counter-productive since it incited to revolt, the authorities of the time chose a gentler way to manage impulses and increase social cohesion: compulsory schooling.
This major renovation in the way of training the animal inside is a Prussian invention that forced all citizens to submit to a long process of socialization that guaranteed good behavior while preventing dissension. Its institution was painful, as parents of that time were strongly opposed to it; children were often led to school by soldiers at gunpoint. (3) Today, ironically, only the gun, and even then, could prevent parents from bringing their children to school for indoctrination. </div><h3 style="text-align: left;"><br /></h3><h3 style="text-align: left;">The Weaponization of Writing </h3><div>According to French social anthropologist Claude Lévi-Strauss, to instill good behavior, everyone had to learn to read and write, so the production of books suddenly intensified on a massive scale: </div><div><blockquote>Writing seems to favor the exploitation of men before their enlightenment. [...] The primary function of written communication is to facilitate enslavement. [...] The systemic action of European states in favor of compulsory education, which developed during the 19th century, went hand in hand with the extension of military service and proletarianization. The fight against illiteracy was thus confused with the reinforcement of the control of citizens by the Power. For it is necessary that all know how to read so that the latter can say: no one is supposed to ignore the law. (4)</blockquote></div><h3 style="text-align: left;"><br /></h3><h3 style="text-align: left;">The Civilizing Process </h3><div> “<i>The authority of the state and of the teacher must be transferred from the outside to the inside of the subject</i>,” emphasizes the Prussian theologian Hermann Francke (1663-1727), one of the founders of the present-day educational system, “... <i>that is why it is important to integrate the rules of power into the personality of the pupil as early as possible so that he will be self-disciplined</i>.” (5) </div><div><br /></div><div>Thus, the principles of virtue and good behavior must penetrate deep into the student’s psychology, internalized, somatized to the point of making him think that he is free to do as he wishes. (6) </div><div><br /></div><div>If misbehavior was still punished by the stick (fear) or positive punishment, it was thought at that time, as it still is today, that passive domination, by the carrot (pleasure) was the ideal instrument of control. </div><div> </div><div>“<i>Excessive severity hardens or embitters the pupil, strive to be a father not a disciplinarian; as an instrument of pedagogical control, affection is far more effective than corporal punishment; use gentle rather than open violence, that way, genuine obedience is not merely outward, but comes from deep within the soul. It is not rendered out of [hard] coercion but with a willing heart</i>,” argues Hermann Francke. (7) </div><div><br /></div><div>In this training scheme, various handouts and treats quickly lead to dependence and submission to established rules. Replacing open violence with its anodyne, affection, what H. Francke calls “<i>gentle violence</i>,” (8) is much more efficient and revolt-proof. Anyone who doesn’t obey or act as is required receives no gratification or feel-good sensations. It’s as simple as that. In this form of training, the victim cannot revolt because there are no physical blows. All he feels is a void, or a vague, unpleasant sensation in the pit of his stomach. This makes this kind of invisible control much more perverse and crueler by its subtlety and sophistication than open violence. </div><div><br /></div><div>In older democracies, where this training scheme has been perfected, citizens in general no longer have to be forced to comply with established rules. Obedience is second nature. Instincts are regulated with state-of-the-art domination, with a minimum of open violence, thereby creating the illusion that everyone is free to come and go as he pleases, to the point of loving it and asking for seconds in the spirit of this quote falsely attributed to Aldous Huxley, but often repeated: </div><div><blockquote>The perfect dictatorship would be a dictatorship that would have the appearance of democracy, a prison without walls from which the prisoners would not think of escaping. A system of slavery where, thanks to consumption and entertainment, the slaves would have the love of their servitude. (9)
</blockquote><h3 style="text-align: left;"> </h3><h3 style="text-align: left;">Civilization and Its Discontents </h3><p style="text-align: left;"><span style="font-size: small; font-weight: normal;">This kind of educational scheme based on affection and gentle violence quickly causes a disruption of the emotional regulator, or “emotionstat,” and a progressive emotional dependence that leads to infantilization and feelings of emptiness and loneliness. In short, a chronic anxiety develops that pushes one to compulsive indulgence in a never-ending vicious circle, which can culminate in bizarre and unpredictable ways. </span></p><p> While some will cope with this chronic anxiety by channeling it into various forms of escapes like cell-phone addiction, zootherapy, hoarding, smoking, bulimia, binge drinking, compulsive shopping, hypersexuality, others will simply channel it into various psychosomatic diseases like chronic urinary problems (interstitial cystitis), colitis, heart, skin problems, and self-mutilation. (10) </p><p>This portrait can be transposed on a larger scale to nations and civilizations. Extreme or neoliberal capitalism, an Orwellian type of “inclusive” capitalism — defined by the morally unrestricted exploitation of goods, people, animals, services, and capital under the mantle of democracy, humanism, philanthropy, goodness, and love — which could be considered as another form of flight from anxiety, has certainly led us into a planetary depression. Never-ending commercial expansion, war, social chaos, sexual dystopia, loss of biodiversity, pollution, and a growing gap between the rich and the poor are a few psychosomatic expressions of this deep depression. In the same line of thought, the 9/11 attacks, for example, can be seen as a bizarre outcome of this illness, a form of self-mutilation of the same nature as genocides. </p><h3 style="text-align: left;"> </h3><h3 style="text-align: left;">The Bestiary, the Shadow and the Light of the Human Saga </h3><p>Naturally, this radical change in the exercise of power and the management of our instincts transposes itself on the human-animal relationship. The master implanted within deals with the outside world, notably animals, in the only way he knows how, preferably using various forms of affection. Hence, the enhancement of our virtues by positive and negative conditioning and the repression of our defects by positive punishment translate on the outside by a greater fondness for those species which flatter us via their latent symbolism, and an increased brutality towards those which shame us via their latent symbolism. </p><p>This translates starting in the early XIXth century into an inordinate affection for pets (the light) (11) and the birth and massive proliferation of factory farms in conditions of cruelty that are completely unjustified from a strictly production point of view (the shadow). (12) </p><p><i>To put it differently, our disturbing impulses are symbolically repressed in depth in factory farms, and our accommodating impulses are exalted on the surface in the homes. </i></p><p>The demarcation between the two is often fuzzy because training schemes between these two poles — pleasure and fear — can vary considerably between and within species. This makes the relationship to animals — and to people, since they are also trained in this way — sometimes difficult to interpret, since there are so many variations. </p><p>Broadly speaking, pets are situated towards the carrot pole and livestock at the other extreme, towards the stick pole. But within either extreme, the dynamics can vary considerably. The dog, for example, can be at either pole. However, the dog is usually trained with a mixture of fear and pleasure, while the cat, like the citizens of a well-oiled democracy, is trained almost exclusively with the carrot. The phenomenon must be seen on a global perspective rather than a case-by-case one. </p><p>And on a horizontal scale of cruelty and hypocrisy graded from the least cruel and hypocritical to the cruelest and most hypocritical, the glorified relationship with pets is skewed to the cruelest and least authentic end of the scale. Here, as we shall see in a future article, goodness is the instrument of power and its most evil manifestation. </p><p>Thus, according to this version of things, by its manifest violence and cruelty, the condition of farm animals would be a living dramatization of an openly totalitarian model of society, and, by its latent violence and cruelty, the condition of companion animals would be a living dramatization of a democratic model of society. The fact that these two categories of animals are present in a democracy indicates that within this political structure, totalitarianism is indeed still alive, but in a “declawed” or passive form, invisible to the naked eye, but ready to pounce at the slightest opportunity. </p><h3 style="text-align: left;"><br /></h3><h3 style="text-align: left;">This Theory Raises a Number of Troubling Questions </h3><p>Is our democracy authentic? Are children educated according to their own needs or are they weaponized for the same purposes as animals? Are women really nicer than men? And what about the people on the left, the so-called liberals and humanists? Are they more human than those of the so-called extreme right? Has humanity evolved to a higher level of consciousness? Does moral and spiritual evolution even exist? Is our current social structure an illusion collectively maintained with lies and deceit? </p><p>If we presuppose, that domestic animals are revelators of authenticity. Their absence by our side would mean nothing, but according to this theory, their presence by our side would be symptomatic of a confused mind that tries to manage its impulses by different means oscillating between affection and fear. </p><p>In this perspective, the human-animal bond would be a way to detect, with surgical precision, the evil that can sometimes hide in its opposite, goodness. Thus, if you want to know the true nature of a person — or on a larger scale, a nation like the US — that looks down at you from the height of his moral and spiritual superiority, with a dog tethered to his feet or a cat on his lap, you will know where that person or nation is located on the scale of goodness. If the animal in question eats industrial kibble, even better, you will then smell for good the putrid odor of sulfur that emanates from its entrails... the devil’s favorite den, these days and ages. </p><p>In short, we try to obey the precepts that are written in some guide of good conduct of our invention; short of solutions and out of desperation, we blindly follow the leaders who best embody the human ideal that we covet. </p><p>In the meantime, the real problems are relegated to the back burner: how our brain works, how we fall victim to its traps, how our buried past leads us by the nose and how we refuse to question our founding creed.
In the end, our moral and spiritual evolution is not the result of understanding, but of mimicry and escape. </p><h4 style="text-align: left;"> </h4><h3 style="text-align: left;">References and Notes </h3><p>1. K. Thomas, <i>Man and the Natural World: Changing Attitudes in England (1500-1800</i>), Penguin, 1983. </p><p> 2. Norbert Elias,<i> The Civilizing Process: Sociogenetic and Psychogenetic Investigation</i>s, Wiley-Blackwell, 2000. </p><p>3. John Taylor Gatto, The Underground History of American Education, 2002; Dumbing us down, 2008; Weapons of Mass Instruction, 2011, New Society Publishers: <a href="http://www.johntaylorgatto.com">www.johntaylorgatto.com</a>. </p><p>4. Claude Lévi-Strauss,<i> Tristes tropiques</i>, Plon, 1955, p. 344. </p><p>5. James Melton, <i>Absolutism and the eighteenth-century origins of compulsory schooling in Prussia and Austria</i>, Cambridge University Press, 1988, p. 40. </p><p>6. A more in-depth explanation of somatization of behavior is beyond the scope of this article. For those who are interested in this question see: Antonio R. Damasio, “The Somatic Marker Hypothesis,” <i>Descartes' Error. Emotion, Reason, and the Human Brain,</i> Harper Collins, 1994, p. 174. </p><p>7. James Melton, <i>work cited</i>, p. 42. </p><p>8. <i>Ibid</i>. </p><p>9. <a href="http://wiki.gentilsvirus.org/index.php?title=Thread:Discussion:FV:Huxley1958:LeMeilleurDesMondes/Citation_faussement_attribu%C3%A9e_%C3%A0_Huxley&lqt_method=edit&lqt_operand=783">http://wiki.gentilsvirus.org/index.php?title=Thread:Discussion:FV:Huxley1958:LeMeilleurDesMondes/Citation_faussement_attribu%C3%A9e_%C3%A0_Huxley&lqt_method=edit&lqt_operand=783</a> </p><p>10. “Troubles du contrôle des impulsions,” Catalogue and Index of French Medical Sites. <a href="http://www.chu-rouen.fr/ssf/psy/troublesducontroledesimpulsions.html">http://www.chu-rouen.fr/ssf/psy/troublesducontroledesimpulsions.html</a>. </p><p> 11. Kathleen Kete, <i>The Beast in the Boudoir: Petkeeping in Nineteenth-Century France</i>, University of California Press, 1994. </p><p>12. Jean-Pierre Digard, “L’élevage industriel,” <i>Les Français et leurs animaux : Ethnologie d’un phénomène de société</i>, Fayard, Pluriel Ethnologie, p. 41.</p></div></div>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-24177843218723050292023-01-05T06:51:00.007-08:002023-01-11T12:59:50.842-08:00Animal Hoarding and Other Similar Pathologies<p><span style="font-family: times; font-size: large;">Charles Danten</span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">Collectors keep dozens, sometimes a hundred or a thousand animals in their homes, in filthy conditions. American scientist Gary Patronek has estimated that there are about two thousand animal collectors in the United States - a figure he says is far from the truth. (1)</span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">The vast majority of hoarders are women, on average fifty-five years old, single, divorced, or widowed. The stereotype of the old cat lady is wrong as half of the collectors Patronek counted were employed, some in professions as mundane as teaching and real estate. Among them, Patronek even counted four veterinarians.<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">Cats are the favorite victims of collectors, followed by dogs, birds, reptiles, small mammals (ferrets, rats, hamsters), horses, cows, goats, and sheep. Many of them have a real menagerie in their house and on their property.</span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">In every home, there is an accumulation of miscellaneous items such as newspapers, laundry, books, and garbage cans. Some collectors meticulously preserve dead animals. Many others have sexual relations with their animals. (2)</span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">Researchers liken this habit to obsessive-compulsive disorder. "There are far more similarities than differences between obsessive-compulsive disorder and animal collecting," notes researcher Gary Patronek, "the interaction between a living thing and a person gives it a level of intensity that does not exist with a pile of newspapers. (...) Collectors use these animals to fulfill their emotional needs, while denying those of their pets (...) Psychologists suspect a link between animal collecting and attachment disorders." (3)<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">If the object of the passion varies, according to the inclinations and the means of each one, its origin is on the other hand the same: an unspecified psychological insufficiency. Thus, the collected object is more or less accessory, provided that the collector finds his fulfillment.<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">According to scientists Maria Vaca-Guzman and Arnold Arluke, "collectors do not lack arguments and excuses to justify their mania and make it more socially acceptable. This is how they clear their name and protect their self-esteem:" (4)(5)(6)</span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;"><b>The Good Samaritan Argument</b></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">Some will use the Good Samaritan argument, claiming that these animals would have died anyway, and that by adopting them they are saving them from certain death. In their logic, death is considered an unthinkable option, any other possibility, no matter how horrible, is considered preferable. In other words, the Good Samaritan absolves himself of blame by giving his obsession a noble purpose. The "rescuers" who collect wild or domestic animals in non-killing shelters fall into this category.<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;"><b>The Love Argument</b></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">Many claim to love their animals, deeply, as much or more than their own children. Naming their animals after their children or being loved by their pets is the ultimate proof of their love, and that all is well in the best of worlds. Collectors consider their pets to be an integral part of the family. They say things like:<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">We take good care of our pets, the proof is they are happy and they love us back (...) this is heaven for them (...) they play ball... they love it... they don't have mange and they love to be here... did you see how this dog flicks his tail? This dog wants to play ball. It's elephant man syndrome. Appearances are deceiving. It is not by things like this (conditions of captivity) that one should judge suffering. (7) </span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;"><b>Other Arguments of Denial</b></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">Some deny the facts or minimize their consequences. Others try to divert attention by pointing the finger at those who take them to task and by calling them names (ad hominem attacks); they look for scapegoats by saying for example: it is society's fault if animals are mistreated; it’s the breeders who produce too many animals; owners don’t have them neutered or are not sufficiently responsible for the animals under their thumb; some will plead ignorance, lack of know-how, good intentions, a physical or psychological handicap of some kind that prevents them from taking good care of the object of their devotion; the lack of intellectual freedom caused by a difficult life that pushes them to act in this way, against their will. Others confess to being under the influence of a mysterious force that the media calls "extreme love." (8)<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">The most affected, and the most resistant, employ the full arsenal of excuses and justifications. Strategies of denial commonly evoked, to different degrees, by all animal owners, including animal activists who seem to be as unaware as everyone else that sometimes it can be cruel to be good. (9)</span></p><p class="p2" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px; text-align: center;"><span style="font-size: large;">***</span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">This psychological profile carries over to those who are fixated on money, accolades, knowledge, and ideas; fraudsters, corporations, and investors who accumulate money for no other reason than to enrich themselves; nations who hoard information, nuclear warheads, and soldiers; institutions and intellectuals who accumulate books endlessly in private or public libraries; breeders who herd millions of animals into unsanitary, unspeakably cruel factory farms, and authorities who hoard children in factory schools to be indoctrinated into the logic of consumerism are also unaware collectors.<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">« Hoarding," in the broadest sense, a generic term which can be applied to all neurotic forms of accumulation, is an escape, a means like any other to ease the tensions inherent to the human condition. Pollution and destruction of biodiversity, moral decay, gender dystopia, race-mixing, multiculturalism are the equivalent on a planetary scale of the filthy conditions typical of animal collectors' houses.<span class="Apple-converted-space"> </span></span></p><p class="p1" style="font-family: "Times New Roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px;"><span style="font-size: large;">According to this version of things, the current pet craze is a hidden form of collective hoarding.</span></p><p class="p3" style="font-family: "Times New Roman"; font-size: 18px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 12px; min-height: 21px;"><br /></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;"><br /></span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">References</span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;"><br /></span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">1. Gary J. Patronek, "Hoarding of animals: An Under-estimated Public Health Problem in a Difficult to Study Population," <i>Public Health Reports,</i> 114 : 81-87, 1999.</span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">2. <i>Ibid</i>.<span class="Apple-converted-space"> </span></span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">3. Randy Frost, "People who hoard animals," <i>Psychiatric Times, </i>2006.<span class="Apple-converted-space"> </span></span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">4. Maria Vaca-Guzman and Arnold Arluke, "Normalizing passive cruelty: The excuses and justifications of animal hoarders,"<span class="Apple-converted-space"> </span><i>Anthro-zoös,</i> 18(4), 2005.</span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">5. Lynn Tryba, "Trash menagerie. The disturbing world of animal hoarding," <i>Psychology today, 2002.</i></span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">6. Maria Vaca-Guzman and Arnold Arluke, <i>Article cited.</i></span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">7. <i>Ibid</i>.</span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">8. <i>Ibid</i>.</span></span></p><p class="p1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: justify; text-indent: 0.3px;"><span class="s1" style="vertical-align: 12px;"><span style="font-family: times; font-size: large;">9. Patrick West, <i><a href="https://www.amazon.com/Conspicuous-Compassion-Sometimes-Really-Cruel/dp/1903386349">Conspicuous Compassion. Why Sometimes, it Really Is Cruel to be Kind</a></i>, Civitas, 2004. </span></span></p><p><span style="text-align: justify; text-indent: 0.3px;"><span style="font-family: times; font-size: large;"><br /></span></span></p><p><span style="text-align: justify; text-indent: 0.3px;"><span style="font-family: times; font-size: medium;"><br /></span></span></p><p class="p4" style="font-family: "Times New Roman"; font-size: 12px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; min-height: 15px; text-align: justify; text-indent: 0.3px;"><br /></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-87260232744892293592023-01-03T04:52:00.003-08:002023-09-04T09:26:30.512-07:00 “Furry Babies” Are Lousy Baby Substitutes<p style="text-align: center;"><i style="font-family: "PT Serif"; text-indent: 14.2px;"><span style="font-size: medium;">When a man is penalized for honesty, he learns to lie</span></i></p><p class="p2" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: center; text-indent: 14.2px;"><span style="font-size: medium;">Criss Jami, Salomé</span></p><p class="p3" style="font-family: "PT Serif"; font-size: 9px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; min-height: 11px; text-align: left; text-indent: 14.2px;"><span class="Apple-converted-space"> </span></p><p class="p4" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left;"><span style="font-size: large;">During the Renaissance, at the dawn of the Industrial Revolution, humankind underwent a “mutation of sensitivities.” This would eventually lead, in the 19<span class="s1" style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"><sup>th </sup></span>century, to an important change in the animal condition. A passion for animals, which had previously been limited for the most part to the lords, would be propagated throughout the rising classes of the bourgeoisie, making its way into the hearts of average people. (1)</span></p><p class="p5" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">This change in the animal condition corresponded to mankind’s efforts to civilize and moralize the general population, a slow process of taming our impulses. (2) Before this crucial step in our spiritual and moral evolution, manifest violence was widespread throughout all social strata, both towards humans and animals. Slavery was considered natural and legitimate; animals, the poor, the insane, blacks, women, and children were generally treated as chattel or cannon fodder. Men all carried knives in their belts and did not hesitate to draw them at the slightest dispute. “Fear reigned everywhere; one had to be on guard all the time,” writes the magisterial, historian, and sociologist Norbert Elias. (3) Food animals were butchered in the middle of the street in horrible conditions. Pitting dogs against bulls or bears was a fairly common pastime for both rich and poor. It was not rare to see an annoyed coachman beat his exhausted horse to death when it refused to advance. (4) It was thus necessary to find ways to heal the evil that was threatening order and eating away at society’s very base.</span></p><p class="p6" style="font-family: "PT Sans"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px;"><span style="font-size: large;"><br /></span></p><p class="p6" style="font-family: "PT Sans"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px;"><span style="font-size: large;"><span class="s2" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"></span>Animals as Saviors<span class="Apple-converted-space"> </span></span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">For the Christian Church of that period, to love animals as did the saints St. Francis of Assisi and St. Cuthbert was a way “to establish the pure reign of charity among men,” notes French sociologist Éric Baratay. The idea was to eradicate “the taste for blood and cruelty, to improve Man for his brothers and thus to protect humanity itself.” (5)<span class="Apple-converted-space"> </span></span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">Because mistreatment of animals became a sign of poor cha-racter and was then considered a bad example for children, it was believed that the opposite — affectionate contact with pets — would help mankind free itself from its archaic cruelty and insensitivity. According to this evolutionary strategy, as evolutionary biologist Kevin MacDonald would put it, loving animals means loving human beings, and not loving animals is almost proof of inhumanity. It was Thomas Paine in <i>The Age of Reason</i> who said, “Everything of cruelty to animals is a violation of moral duty.” (6)</span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">It has long since been forgotten, but humane societies like the Society for the Prevention of Cruelty to Animals (SPCA), which came about in the 19</span><span style="font-size: 20px;">th</span><span style="font-size: large;"> century in most Western countries, were originally founded mostly to put an end to violence towards people — the link between cruelty to animals and cruelty to humans being long established. (7)</span><span class="Apple-converted-space" style="font-size: x-large;"> </span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">Even the famous French “Gramont” law from 1850, which condemned public mistreatment of domestic animals, had among its aims an anthropocentric one: to improve mankind. (8) This law had equivalents in all Western countries. For example, in 1820, abuse of livestock and “blood sports” were prohibited in several American states. An 1866 New York law, which later became a model for all anti-cruelty laws in America, made it a misdemeanor to maliciously hurt or kill any domestic animal. (9)</span></p><p class="p5" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">The universal idea that affection for animals makes us more human takes on various forms across different cultures, but it is recognizably part of the founding credos of numerous societies. It has become popular wisdom, and we shouldn’t underestimate its power over us. (10)</span></p><p class="p5" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;"><span class="Apple-converted-space"> </span></span></p><p class="p6" style="font-family: "PT Sans"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px;"><span style="font-size: large;"><span class="s2" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"></span>Animal as Doctors</span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">Our appreciation of animals is not based solely on the notion that they make us better human beings; it is also that they add a little spice to our often sad and fastidious lives. We interpret this as a contribution to our physical and mental health, believing that they heal us from various threats to our wellbeing — inactivity, violence, anxiety, stress, solitude, boredom, depression, cancer, and mental illness, to name but a few.</span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">This symbiotic concept, which suggests that people’s physical, moral, and psychological ills may be cured by the reassuring presence of animals, has become known as “zootherapy” or “animal-assisted-therapy” as it is now called, a term “that can refer to institutionalized therapy sessions led by health professionals or another such intermediary as well as simply having an animal at home. The word ‘zootherapy’ is thus a generic term designating the positive impact of animals on people,” (11) and to give you the full story, I will add the impact of people on animals, since it is generally agreed that this form of affection is as good for them as it is for us.<span class="Apple-converted-space"> </span></span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">American Jewish psychiatrist Boris Levinson, who is conside-red the modern day father of this concept, summarized the im-portance that animals could have in people’s lives in several beacon articles published in the sixties and seventies. (12) According to Levinson, who advocated sex with animals, an emotional relationship with an animal is in itself a physiological intervention comparable to a drug. Since the publication of his writings, this line of thinking has become so mainstream that zootherapy is now a modern institution, with many such interventions being carried out as official treatments. They are “administered” by individuals and by organizations, all of whom aggressively promote the perceived benefits of companion animals.<span class="Apple-converted-space"> </span></span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">University of Concordia psychology professor Theresa Bianco, for example, cannot say enough good things about pet therapy:<span class="Apple-converted-space"> </span></span></p><p class="p8" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px 14.2px; text-align: left;"><span style="font-size: large;"></span></p><blockquote><span style="font-size: large;">There is a substantial body of research showing that people of all ages derive a multitude of psychosocial and health bene-fits from their involvement with pets. […] Moreover, these benefits are not limited to pet ownership, but also extend to therapeutic interventions involving a variety of animal species. In some instances, the mere presence of the animal is sufficient to reduce anxiety. (13)</span></blockquote><p></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">American veterinarian Marty Becker summed up the vital role animals play in people’s lives at a symposium on animal well-ness:<span class="Apple-converted-space"> </span></span></p><p class="p8" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px 14.2px; text-align: left;"><span style="font-size: large;"></span></p><blockquote><span style="font-size: large;">Most important, veterinary medicine is embracing the bond as a vital force for not just happy, healthy pets… but happy, healthy people as well. (14)</span></blockquote><p></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;">The present height of the pet phenomenon is thus closely linked to the perceived benefits of animals on people, and of people on animals. Allow me to emphasize the word “perceived,” because while public and manifest mistreatment of animals was indeed prohibited starting in the 19</span><span style="font-size: 20px;">th</span><span style="font-size: large;"> century, the use of animals for recreative, therapeutic, and spiritual purposes has untold consequences, not only on animals and nature but also on humanity.</span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;"><br /></span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: center; text-indent: 14.2px;"><span style="font-size: large;">Extract from The Globo Trickster Book</span></p><div style="text-align: center;"><a href="http://www.amazon.ca/dp/B0BQ91T2K9"><span style="font-size: large;"><br class="Apple-interchange-newline" />www.amazon.ca/dp/B0BQ91T2K9</span></a><br /></div><div style="text-align: center;"><span style="font-size: large;"><br /><a href="http://www.amazon.com/dp/B0BQ91T2K9">www.amazon.com/dp/B0BQ91T2K9</a><br /></span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://www.amazon.co.uk/dp/B0BQ91T2K9"><span style="font-size: large;">www.amazon.co.uk/dp/B0BQ91T2K9</span></a></div><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;"><br /></span></p><p class="p7" style="font-family: "PT Serif"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px 0px 6px; text-align: left; text-indent: 14.2px;"><span style="font-size: large;"><br /></span></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-66094133202914203102022-12-20T05:39:00.007-08:002023-09-07T05:50:12.056-07:00The Globo Trickster Book. The Biggest Globalist Lies<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0FOvFwzXQTfm5ElIsHoRbxu2O3ydpp0mgP8gnMWiDj3gkKMFpOg3D5_pzyET7L9khsALconr2T2aQouDDia4i4DJeQ2krZw9MMc8zkeMzOsKBOayhOVrsk4o8mAylvNHe3_Gs-WuRHE057nXFHHJLje3BJd-08kUPLoxWtEZ6Y07DpcuG8znHfDkswQ/s1095/cover_purple.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="797" data-original-width="1095" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0FOvFwzXQTfm5ElIsHoRbxu2O3ydpp0mgP8gnMWiDj3gkKMFpOg3D5_pzyET7L9khsALconr2T2aQouDDia4i4DJeQ2krZw9MMc8zkeMzOsKBOayhOVrsk4o8mAylvNHe3_Gs-WuRHE057nXFHHJLje3BJd-08kUPLoxWtEZ6Y07DpcuG8znHfDkswQ/w640-h466/cover_purple.png" width="640" /></a></div><br /><p></p><p></p><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;">Why did I write this book?</span><br /><br /></div><div class="separator" style="clear: both; text-align: center;"><div style="text-align: left;"><span style="font-size: medium;">I wrote it to help my readers and myself make sense of the tectonic changes that are imposed on us by the tricksters who are trying to remold humans and reconstruct society "nearer to their heart's desire" without the consent of the public, or even against its will, by perfidious and often violent means. Behind the masks of humanism, egalitarianism, democracy, goodness and tolerance, these tricksters hate humanity, which they seek to enslave through lies, fear, violence and false accusations of xenophobia, racism, antisemitism, and hate speech. The publication of this book is therefore a matter of self-defense. My survival and that of my race, ethnic group, society, religion, culture, country, and civilization are in legal terms "critically endangered." As long as this small clique of psychopaths – with their ill-gotten money and their almost total control of Western politicians, academia, media, and Internet – is not dethroned, no race, no ethnic group, no people can leave in peace.</span></div><div style="text-align: left;"><span style="font-size: medium;"><br /></span></div><div style="text-align: center;"><span style="font-size: large;">What are my goals?</span></div><div style="text-align: center;"><span style="font-size: large;"><br /></span></div><div style="text-align: left;"><span style="font-size: medium;">With this politically incorrect deprograming manual, I mean to debunk the tricks these tricksters are using to dumb us down and neutralize our survival instincts. I tried to do this in a simple and comprehensive matter that will hopefully lead to a Eureka experience for all my readers. This penetrating insight that's usually accompanied by the blissful excitement that occurs when one finally understands something at the deepest level of one's being is the only truly effective remedy against the psychological and physical warfare that is being waged not only against our race, but against all races. Through a clear understanding of the most deceptive tricks we are subjected to on a daily basis in the media, in schools, and in films, an individual is strengthened internally and better equipped morally and intellectually to confront the tricksters who want to enslave him with the lies and half-lies that are exposed and debunked in this manual. </span></div><div style="text-align: left;"><span style="font-size: medium;"><br /></span></div><div style="text-align: left;"><span style="font-size: medium;">It's fort Alamo, not only for us, the people of European descent who are particularly targeted by these dangerous dictators of democracy, but for all the peoples of the earth. If we do not resist, with all our might, we will become helots like in Sparta or slaves of kolkhozes like in the USSR.</span></div><div style="text-align: left;"><span style="font-size: medium;"><br /></span></div><div style="text-align: center;"><span style="font-size: large;">Available on Amazon</span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="http://www.amazon.ca/dp/B0BQ91T2K9"><span style="font-size: large;">www.amazon.ca/dp/B0BQ91T2K9</span></a><br /></div><div style="text-align: center;"><span style="font-size: large;"><br /><a href="http://www.amazon.com/dp/B0BQ91T2K9">www.amazon.com/dp/B0BQ91T2K9</a><br /></span></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><br /></div><div style="text-align: center;"><a href="https://www.amazon.co.uk/dp/B0BQ91T2K9"><span style="font-size: large;">www.amazon.co.uk/dp/B0BQ91T2K9</span></a></div><div style="text-align: left;"><span style="font-size: medium;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><br /></span></div><div style="text-align: left;"><span style="font-size: medium;"><br /></span></div><div style="text-align: left;"><span style="font-size: medium;"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /></div><br /><br /><br /><p></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-74658826911926804252022-01-23T07:59:00.004-08:002022-01-23T07:59:48.692-08:00Le végétarisme est-il l'avenir de l'humanité ?<p><span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: medium;">Charles Danten</span></span></p><p><span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: medium;">Comme le souhaiteraient Jacques Attali et Bill Gates, il est possible qu’un jour, pour des raisons médicales, climatiques, éthiques et spirituelles, nous abandonnions l’alimentation carnée. Mais avant de passer à l’acte, par mesure de précaution, afin d’être sûr de ne pas faire fausse route, assurons-nous d’abord que ce flip-flop radical de la viande au tofu est pleinement justifié.</span></span></p><p><span style="background-color: white; color: #222222; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiqBZETugbq4p243awvB4tultF5YnVuoZf1Mh-0NNQllKdfqeqc756nYxsAtACGOm-mQgHgG4fiO68o7sdHbg0CLgoHP1D3deQdLRfU1ddvas3GnmeihwfGWtA7vfj4qcujCK5PnY_fBLLJ-osLzAeMNwzqTtW1tYDzhBc8KIT9fFVq6lwXggN-GfX3-Q=s583" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="386" data-original-width="583" height="265" src="https://blogger.googleusercontent.com/img/a/AVvXsEiqBZETugbq4p243awvB4tultF5YnVuoZf1Mh-0NNQllKdfqeqc756nYxsAtACGOm-mQgHgG4fiO68o7sdHbg0CLgoHP1D3deQdLRfU1ddvas3GnmeihwfGWtA7vfj4qcujCK5PnY_fBLLJ-osLzAeMNwzqTtW1tYDzhBc8KIT9fFVq6lwXggN-GfX3-Q=w400-h265" width="400" /></a></div><span style="font-size: medium;"><br /></span><p></p><p><span style="background-color: white; color: #cc3f11; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: medium; text-decoration-line: none;"><a href="https://www.breizh-info.com/2022/01/22/178241/le-vegetarisme-est-il-lavenir-de-lhumanite/">https://www.breizh-info.com/2022/01/22/178241/le-vegetarisme-est-il-lavenir-de-lhumanite/</a></span></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-81127196177080130742022-01-19T07:03:00.000-08:002022-01-19T07:03:20.881-08:00Is a plant-based diet the future of humanity?<p>By Charles Danten</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhtyUBAFWG6rIw47YuyLx2s-pbACyLcW97ByjOEAjaS-RpHxBoyv_3Wv4h531WJGhEbYmdQRnUECznUDaP3WbKymvA8xHv8X26UZBWzPuOiG7RaxA6NE4k6LnokWDpd01aIZ4C-83tQsvw88Upy5gOnbJZ_xMRkM1aT66Fei7Xw_KmBse9grz36pjAfDA=s642" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="633" data-original-width="642" height="395" src="https://blogger.googleusercontent.com/img/a/AVvXsEhtyUBAFWG6rIw47YuyLx2s-pbACyLcW97ByjOEAjaS-RpHxBoyv_3Wv4h531WJGhEbYmdQRnUECznUDaP3WbKymvA8xHv8X26UZBWzPuOiG7RaxA6NE4k6LnokWDpd01aIZ4C-83tQsvw88Upy5gOnbJZ_xMRkM1aT66Fei7Xw_KmBse9grz36pjAfDA=w400-h395" width="400" /></a></div><span style="font-size: large;"><br /></span><p><span style="font-size: large;">Our friends from the Globalist community would like to abolish animal-based diets for health and environmental reasons. But before we jump the gun, let’s first make sure that this radical meat-to-tofu flip-flop is fully justified. The reader can decide at the very end whether or not he still wants to be a vegetarian or to become one. </span></p><p><a href="https://www.eurocanadians.ca/2022/01/is-egetarianism-the-future-of-humanity.html"><span style="font-size: large;">https://www.eurocanadians.ca/2022/01/is-egetarianism-the-future-of-humanity.html</span></a></p><p> </p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-61706742899903222122022-01-08T06:04:00.018-08:002022-07-03T07:17:01.144-07:00Recension du livre de Youssef Hindi, Covidisme et messianisme<p><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgxvKDjz1_2Oy1FnmcnZyJtQKz7QmozsUHByOQLdNFSV1p9JJKR81wxSpLUZeU2kzAc-cNBdpTHQ2HUJt5rUBnkIi7Z-aXUxUMTe3D_CVEbJDFbfFND_IkPTqeNsktXtwTCutnCTbzqtt4pItTK47Kb3g4DzM4xYWCW1S3i_DBe05gDVRq78zKvvuOZPA=s375" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="375" data-original-width="250" height="400" src="https://blogger.googleusercontent.com/img/a/AVvXsEgxvKDjz1_2Oy1FnmcnZyJtQKz7QmozsUHByOQLdNFSV1p9JJKR81wxSpLUZeU2kzAc-cNBdpTHQ2HUJt5rUBnkIi7Z-aXUxUMTe3D_CVEbJDFbfFND_IkPTqeNsktXtwTCutnCTbzqtt4pItTK47Kb3g4DzM4xYWCW1S3i_DBe05gDVRq78zKvvuOZPA=w266-h400" width="266" /></a></div><p><span style="font-family: times; font-size: medium;">La grille de lecture « messianique » de l’historien et politologue Youssef Hindi bouleverse l’interprétation officielle de la pandémie COVID-19 qui n’est plus selon son analyse une simple crise sanitaire, mais un moyen d’accélérer la rédemption du peuple juif et la restauration de son paradis terrestre, ce fameux jardin d’Eden où « toutes les créatures seront réconciliées ; le loup habitera avec la brebis, le tigre reposera avec le chevreau ; veau, lionceau, bélier vivront ensemble et un jeune enfant les conduira ». </span></p><p><span style="font-family: times; font-size: medium;">Pour réaliser l'utopie du peuple prétendument choisi par Dieu pour dominer la Terre, il faut détruire tout ce qui fait obstacle à sa rédemption et à la venue de son messie : les frontières, la nation, la patrie, l’ordre, la loi, la famille, le patriarcat, le sexe biologique, la diversité ethnique et raciale que la nature a créés, les particularismes locaux, la moralité et la spiritualité, le droit à la propriété, le protectionnisme économique, social et culturel, tout, absolument tout.</span></p><p><span style="font-family: times; font-size: medium;">Le Nouvel ordre mondial, la gouvernance mondiale, l'<a href="https://charles-danten.blogspot.com/2021/10/agenda-2030-lasservissement-de-lhumanite.html"><span style="color: #2b00fe;">Agenda 2030</span></a> et la grande remise à zéro (Great Reset) de l’économiste Klaus Schwab de la famille politique des Rothschild, le mentor des « Young Leaders » Justin Trudeau et Emmanuel Macron, s’inscrivent dans cette utopie messianique. Ainsi, dans l’imaginaire des messianistes, la <a href="https://charles-danten.blogspot.com/2019/09/les-ours-polaire-sont-en-pleine-forme.html"><span style="color: #2b00fe;">fausse crise climatique</span></a> et la pandémie du COVID-19, dont la gravité a été massivement exagérée, servent surtout à détruire l’Ancien monde afin de « reconstruire en mieux » ou en anglais <i>Build Back Better</i>, la version actualisée du messianisme actif.</span></p><p><span style="font-family: times; font-size: medium;">L'Organisation des nations unis, elle-même une émanation du messianisme actif, est un instrument essentiel de ce projet messianique. Son rôle n’est pas d’unir les nations, mais de les détruire à l’aide de divers manipulations psychologiques qui n’ont qu’une seule fonction : faire peur aux peuples afin de les inciter à obéir selon la stratégie du choc et de l’effroi clairement décrite par Naomi Klein dans son livre à succès, La stratégie du choc :</span></p><p></p><blockquote><span style="font-family: times; font-size: medium;">[…] le désastre déclencheur — le coup d’État, l’attentat terroriste, l’effondrement des marchés, la guerre, le tsunami, l’ouragan, [<i>la pandémie</i>], [<i>la crise climatique</i>] — plonge la population dans un état de choc collectif. Le sifflement des bombes, les échos de la terreur et les vents rugissants, [<i>la fonte des glaciers</i>], [<i>le nombre de morts dans les hospices ainsi que le nombre de faux tests +</i>], « assouplissent » les sociétés, un peu comme la musique tonitruante et les coups dans les prisons où se pratique la torture. À l’instar du prisonnier terrorisé qui trahit ses camarades et renie sa foi, les sociétés en état de choc abandonnent des droits que, dans d’autres circonstances, elles auraient jalousement défendus. </span></blockquote><p></p><p><span style="font-family: times; font-size: medium;">C’est l’aspect central de ce livre étonnant sur la signification économique, religieuse et anthropologique du covidisme. Mais il en existe plusieurs autres aussi surprenants : le cannibalisme social prôné par J. Attali ; la perte d’une religion structurante qui agissait comme antidote au messianisme actif, ce poison mortel qui ronge l'humanité depuis au moins la Révolution cromwellienne du 17e siècle ; la consommation vs la consumation ; la ruine économique des classes moyennes et le sacrifice rituel des peuples par l’injection d’un produit toxique fait pour les tuer ou pour <a href="https://charles-danten.blogspot.com/2021/08/la-guerre-contre-les-peuples.html"><span style="color: #2b00fe;">altérer leur fécondité</span></a>, une politique malthusienne scrupuleusement étayée par le groupe d'étude sur le covidisme de l'avocat allemand <a href="https://www.bitchute.com/video/WSyIVx5sR6zO/"><span style="color: #2b00fe;">Reiner Fuellmich</span></a>.</span></p><p><span style="font-family: times; font-size: medium;">Youssef Hindi</span></p><p><span style="font-family: times; font-size: medium;"><i>Covidisme et messianisme. Tyrannie sanitaire, crise religieuse et sacrifice</i></span></p><p><span style="font-family: times; font-size: medium;">KA’Éditions et Stratégika</span></p><p><span style="font-family: times; font-size: medium;">2021</span></p><p><span style="font-family: times; font-size: medium;">211 pages.</span></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"> </span></p><p> </p><div><br /></div>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-32289604618240937712021-10-24T06:28:00.004-07:002021-10-24T06:32:36.253-07:00Agenda 2030, l'asservissement de l'humanité<p><span face="Arial, sans-serif, serif, EmojiFont" style="font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: justify;">C'est en effet ce que j'ai décrit dans mon livre, <span style="color: red;"><a href="https://charles-danten.blogspot.com/2021/09/requiem-pour-la-bete-les-plus-gros.html" target="_blank">Requiem pour la bête</a>.</span> Mais sans identifier les responsables, il sera difficile de résister à l'asservissement de l'humanité qui s'en vient.</span></p><p><span face="Arial, sans-serif, serif, EmojiFont" style="font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: justify;">Sous couvert de « DÉVELOPPEMENT DURABLE »,</span><span face="Arial, sans-serif, serif, EmojiFont" style="font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: justify;"> </span><b style="font-family: Arial, sans-serif, serif, EmojiFont; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; text-align: justify;">les changements climatiques, l'inclusion et la santé</b><span face="Arial, sans-serif, serif, EmojiFont" style="font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: justify;"> </span><span face="Arial, sans-serif, serif, EmojiFont" style="font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; text-align: justify;">sont utilisés comme « Cheval de Troie » pour faire accepter l'« AGENDA 21 » que voici :</span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Éliminer la souveraineté des États-Nations et le sentiment d'appartenance national.</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> Il n'y aura plus d'élections démocratiques.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">La prise de contrôle absolue et la gestion par le gouvernement de toutes les ressources</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> incluant l'eau, les écosystèmes, les terres, les déserts, les montagnes, les forêts, tous les cours d’eau, les océans, les animaux, les minéraux, l’énergie, les moyens de production <b>et les humains</b>, les biotechnologies, le développement rural et industriel.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">L’abolition de la propriété privée.</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> Plus personne (excepté les plus riches) n’auront accès à la propriété.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Redéfinition du rôle de la famille :</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> Les enfants devront être élevés par l’État (conditionnement, endoctrinement). Abolition des rôles familiaux de parents.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Tout le domaine du travail doit être contrôlé par le gouvernement</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> et les emplois déterminés par celui-ci. Plus possible de changer de carrière ou de faire ce que l’on désire, l’État décide de tout.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Les déplacements seront strictement contrôlés et les véhicules personnels interdits.</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> On devra utiliser le transport en commun et il sera pratiquement <b>impossible de faire des voyages ou même de sortir de sa zone urbaine</b> pour aller en campagne par exemple.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Création de</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> <b>zones urbaines de concentration humaine</b> (camps de concentration) où chaque humain sera strictement surveillé en tout temps.</span></li></ul><div style="text-align: justify;"><span face="Calibri, sans-serif"><span style="font-size: 14.6667px;"><br /></span></span></div><p class="x_MsoNormal" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"></span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Expropriation de toutes les zones rurales.</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> Tout le monde devra vivre en ville, entassé dans de minuscules espaces de 265 pi<sup>2</sup>.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Redéfinition de l’éducation pour faire de chaque personne des sujets obéissants</span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">, incapable de faire autre chose que le travail assigné.</span></li></ul><p class="x_MsoListParagraph" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 18pt; text-align: justify;"><span face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; color: black; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><ul style="background-color: white; color: #201f1e; font-family: "Segoe UI", "Segoe UI Web (West European)", "Segoe UI", -apple-system, system-ui, Roboto, "Helvetica Neue", sans-serif; font-size: 15px; margin-bottom: 0cm; margin-top: 0cm;" type="disc"><li class="x_MsoListParagraph" style="color: black; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm 0cm 0cm 36pt; text-align: justify;"><b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Dépopulation massive de la planète. </span></b><span color="inherit" face="Arial, sans-serif, serif, EmojiFont" style="border: 0px; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Environ 6 milliards de personnes devront être <b>éliminées par des moyens divers</b>, dont la vaccination, les maladies virales créées, les « chemtrails », les guerres, la stérilisation, etc.</span></li></ul><p class="x_MsoNormal" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm;"> </p><p class="x_MsoNormal" style="background-color: white; color: #201f1e; font-family: Calibri, sans-serif; font-size: 11pt; margin: 0cm; text-align: center;"><img alt="L&#39;Agenda 21 | Commune de Lanteuil (Corrèze – 19)" crossorigin="use-credentials" data-custom="AQMkADAwATM3ZmYAZS1jNTQzLTY3ZTQtMDACLTAwCgBGAAADoPFLvEv3uUOkrbFUqnEISAcAwS5JaMP4WEC1Q9wLMXDGhgAAAgEMAAAAwS5JaMP4WEC1Q9wLMXDGhgAEsP56owAAAAESABAAjm7usny8%2FE%2BpWdxHQ2wXqA%3D%3D" data-imagetype="AttachmentByCid" height="284" id="x_Image_x0020_2" naturalheight="0" naturalwidth="0" 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" style="border: 0px; color: inherit; cursor: pointer; font: inherit; height: 2.9583in; margin: 0px; padding: 0px; vertical-align: baseline; width: 4.9947in;" width="480" /></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-60505132056580409492021-10-10T08:03:00.004-07:002021-10-10T08:26:57.210-07:00Un usage des animaux pondéré par la science et le gros bon sens<p> <span style="caret-color: rgb(0, 0, 0); font-family: helvetica;">Dr Charles Danten, MV, MA</span></p><div dir="ltr" trbidi="on"><div class="MsoNormal" style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 37.85pt 12pt 35.45pt;"><span style="font-family: "arial";"><o:p></o:p></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvKb9P9t4-Dp5_38cHA-xtNw9uW5RZYZMhRIrSvEJVCTjqmYGtglTVRl1IE_W-4r8nIjXc192_w17071QE-qCM-lKbCegbzCNPCRTq-kcUhyphenhyphenvtqECkfoycfzb3NDrmy3tuKy8REpYN0UmU/s1600/techno_cheval.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="449" data-original-width="611" height="469" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvKb9P9t4-Dp5_38cHA-xtNw9uW5RZYZMhRIrSvEJVCTjqmYGtglTVRl1IE_W-4r8nIjXc192_w17071QE-qCM-lKbCegbzCNPCRTq-kcUhyphenhyphenvtqECkfoycfzb3NDrmy3tuKy8REpYN0UmU/w640-h469/techno_cheval.png" width="640" /></a></div><br /><span style="font-family: "arial";"><b style="font-family: Cambria;"><span style="font-family: "arial";">Note</span></b><span style="font-family: "arial";"> : dans cet article, le terme « végétarien » est un générique englobant toutes les formes de régime à base de plantes, y compris le véganisme ; le terme « viande » est un générique pour tout régime à base de produits animaux y compris le poisson.</span></span></div><div dir="ltr" style="text-align: center;" trbidi="on"><span style="font-family: "arial";">***</span></div><div dir="ltr" trbidi="on"><span style="font-family: "arial";">Certaines formes d’exploitation animale sont toujours légitimes tant et aussi longtemps que des solutions de rechange ne seront pas trouvées, et du moment que c’est vital pour notre espèce, selon les données de la science et du gros bon sens. </span></div><div dir="ltr" trbidi="on"><h3 style="caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 0cm 6pt; text-align: left;"><span style="font-family: arial;"><br /></span><b><span style="font-family: "arial";">L’élevage</span></b></h3><div class="MsoNormal" style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Admettons pour un instant que les végétariens ont raison, que le régime carné est une tradition barbare, néfaste pour la santé et l’environnement, ce ne serait pas une raison pour imposer le végétarisme par la terreur, en saccageant les boucheries et les charcuteries comme les végétariens ont fait récemment en France et au Québec. Proposer, mais ne pas imposer par la force ses convictions à autrui nous semble être un sage conseil. On ne veut pas d’une révolution, mais d’une évolution, par simple précaution, afin d’avoir le temps de s’adapter et de ne pas faire fausse route.<o:p></o:p></span></div><div class="MsoNormal" style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Il est possible qu’un jour nous abandonnions l’alimentation carnée, mais c’est loin d’être fait. À l’heure actuelle, les études qui pointaient dans cette direction sont sérieusement remises en question (1). De fait, il n’est pas certain scientifiquement que le régime carné soit si mauvais pour la santé et l’environnement que le prétendaient jusqu’à maintenant les végétariens. <o:p></o:p></span></div><div class="MsoNormal" style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Plusieurs études importantes ont en effet démenti les allégations tapageuses des végétariens. Certains scientifiques pensent même que la fameuse pyramide alimentaire de l’Université Harvard est la source de l’épidémie d’obésité morbide et de diabète qui sévit actuellement aux États-Unis, en raison de son importance démesurée accordée aux hydrates de carbone et aux céréales (2).</span><br /><span style="font-family: "arial";"><br /></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaV2yYHqN-MwLF5PN94LH-GHa99xLekwvqxOBl7Qk-Pr2apCJDffMaadeBbgIU2PmOYcPCdRaxWfni_IpJnZpk-6jDQQNfLOmRoOZfMSzT4Wv2lajhN3x9NIyQ05VmIaxiOsK9cnwN04Ax/s1600/surpoids_harvard.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="234" data-original-width="461" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaV2yYHqN-MwLF5PN94LH-GHa99xLekwvqxOBl7Qk-Pr2apCJDffMaadeBbgIU2PmOYcPCdRaxWfni_IpJnZpk-6jDQQNfLOmRoOZfMSzT4Wv2lajhN3x9NIyQ05VmIaxiOsK9cnwN04Ax/s400/surpoids_harvard.png" width="400" /></a></div><div class="MsoNormal" style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 0cm 6pt;"><br /></div><div class="MsoNormal" style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Cambria; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Avis aux âmes sensibles : sachez que les animaux n’étant pas conscients de leur mort peuvent être élevés et abattus selon les règles de l’art, en minimisant leur stress et leur anxiété. Ce qui présuppose qu’ils soient élevés dans des conditions qui respectent leur besoin de socialisation, d’espace, d’air frais, d’eau et de nourriture saines.</span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Calibri; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">« Faisons l’homme à notre image selon notre ressemblance, et qu’il domine sur le bétail sur toute la terre », dit en résumé Dieu dans la Genèse (I, 26). Nous sommes bien d’accord avec ce principe de domination des humains sur les animaux, mais nous nous devons en retour de traiter ce cheptel providentiel avec le respect qu’il mérite. Ce n'est pas un chèque en blanc.</span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHTGI_y0LC5P8xK0E6ApZujWToWclS2TjNKX1o3BVfsuMvk0xhQgbhA6M6jXNPJPfgczVa_NDGTahCgTBUTE8XF43O-D5lXYmvlGwqlMkk1rPg5uLTMm_ufi2ZnpNDJsah1zx7UT6JdJBC/s1600/animaux_ferme.png" style="clear: left; float: left; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="279" data-original-width="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHTGI_y0LC5P8xK0E6ApZujWToWclS2TjNKX1o3BVfsuMvk0xhQgbhA6M6jXNPJPfgczVa_NDGTahCgTBUTE8XF43O-D5lXYmvlGwqlMkk1rPg5uLTMm_ufi2ZnpNDJsah1zx7UT6JdJBC/s1600/animaux_ferme.png" /></a></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Calibri; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Dans cette optique, nous réprouvons fortement l’élevage intensif. De fait, à l’instar de l’ethnologue français Jean Pierre Digard, c’est à se demander « si ce type d’élevage ne correspond pas à une logique inconsciente, proche du sadisme, totalement différente en tout cas de celle — productiviste — qui constitue sa raison d’être officielle (3) ». </span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Calibri; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Pour le dire autrement, élever des animaux dans des conditions concentrationnaires est non seulement un sacrilège, mais une manière malsaine de s’alimenter. Évitez par conséquent les produits pollués aux antibiotiques et aux additifs alimentaires issus des élevages intensifs, vous vous en porterez mieux et les animaux aussi (4).</span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Calibri; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Il va sans dire dès lors que les abattages halal et casher, deux traditions inutilement cruelles et irrespectueuses des animaux, n’ont pas leur place dans un pays civilisé comme le nôtre. Si les commandements sacrés ordonnent que le sang s’écoule de l’animal vivant, les méthodes modernes d’abattage correspondent aux rituels religieux bien mieux que la méthode religieuse (5). <o:p></o:p></span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Calibri; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Il faut savoir aussi que la méthode juive d’abattage (<i>shechitat) </i>n’est pas une exigence de l’Ancien Testament, mais du Talmud, une collection de malédictions dirigées contre les non-juifs et un recueil de superstitions qui n’a rien à voir avec l’authentique judaïsme de l’Ancien Testament (6).<o:p></o:p></span></div><div style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); font-family: Calibri; margin: 0cm 0cm 6pt;"><span style="font-family: "arial";">Par conséquent, saigner un animal à mort en lui tranchant la gorge sans l’étourdir au préalable, à la manière des djihadistes, est un acte que nous réprouvons avec vigueur. Cette pratique ignoble – interdite en Suisse depuis 1893, plus récemment, en Suède, au Danemark et en Slovénie, et depuis janvier 2019, en Belgique – doit cesser. </span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">La chasse</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Tuer par besoin, pour manger ou se vêtir, oui, mais tuer par caprice pour une fourrure ou un trophée, pour s’amuser et fuir la réalité parfois triste et fastidieuse de la condition humaine, non merci. Tuer un animal n’est pas une alternative au bowling. C’est un acte solennel qui ne devrait jamais être fait à la légère. Mais c’est une façon de voir qui ne se commande pas. Ça doit venir du cœur.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Laissons donc les chasseurs tranquilles. De toute façon, les gens fortement ancrés dans leurs convictions ne changent pas en général, mais finissent par être remplacés par des gens qui pensent autrement. La question est de savoir si oui ou non, cette tradition ancrée dans la préhistoire deviendra un jour obsolète. Rien n’est moins sûr, du moins au Québec, où la chasse gagne de plus en plus en plus d’adeptes, notamment chez les femmes (7). <o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Est-ce par un effet de mode ou de tapage publicitaire ? C’est fort possible. Dans la logique marchande actuelle, tous les moyens sont bons pour créer de la richesse, quelles que soient les conséquences ; une marchandisation tous azimuts du vivant que certains trouveront tout à fait légitime, mais qui ne concorde pas avec les valeurs que nous défendons. <o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Rappelons pour clore cette section que « le rôle d’un chasseur digne de ce nom n’est pas seulement de chasser le gibier, mais aussi de l’entretenir et de le soigner afin que naisse et se préserve une situation de gibier plus saine, plus forte et plus diversifiée quant aux espèces. Il doit aussi éviter toute cruauté. L’utilisation de pièges douloureux est prohibée » (8).<o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">Les animaux de compagnie</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Nous ne sommes pas totalement contre l’usage des animaux à des fins récréatives et thérapeutiques, mais il faudrait arrêter de faire croire au public que ces animaux sont non seulement indispensables, mais mieux traités que les autres catégories d’animaux. C’est tout simplement faux. <o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Les bienfaits physiques et psychologiques des animaux ont été massivement exagérés par les médias au service de l’industrie et des groupes d’intérêt qui en tirent profit. Comme le dit le psychologue américain Harold Herzog, du site américain <i>Psychology Today</i>, « l’existence d’un “effet animal” n’est pas un fait établi, mais une simple hypothèse qui n’a pas fait ses preuves (9) ». Plusieurs études importantes, complètement occultées par les médias ont montré que le placébo en plumes et en poils était plutôt nocif, non seulement pour les propriétaires eux-mêmes, mais pour les animaux et l’environnement (10)(11)(12). </span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8Uoxg3ANzO_cGZA1Kwk3-o690kXrnfiF42ehEHucEcmHVn4QW4bG21ElHj2Hy_LPUUgpWcV1fLzuxcJ2eeojiVlPciNUn1KAA6-b_O9V5bGQYno7NI5A9-IZ99xr-elFLSw6ynCqdT7Bt/s267/chiens_cages.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="267" data-original-width="147" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8Uoxg3ANzO_cGZA1Kwk3-o690kXrnfiF42ehEHucEcmHVn4QW4bG21ElHj2Hy_LPUUgpWcV1fLzuxcJ2eeojiVlPciNUn1KAA6-b_O9V5bGQYno7NI5A9-IZ99xr-elFLSw6ynCqdT7Bt/s0/chiens_cages.png" width="147" /></a></div><o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Doit-on pour autant interdire ce succédané qui sert entre autres à adoucir le vide créé par le démantèlement </span><span style="font-family: arial;">de la famille et l’atomisation de la population par le consumérisme ? Bien sûr que non, mais si on trompe les gens en leur cachant la réalité pour vendre du chien comme on vend du meuble, on provoque des dysfonctionnements significatifs tout au long de la chaîne de consommation, soit au niveau de la production, de la vente, de l’utilisation, de l’entretien et du recyclage. </span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Ne pas mentir au public pour faire de l’argent est une chose, mais reconstruire le tissu social que les marchands ont sciemment détruit en est une autre que nous préconisons fortement (13).<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Soulignons par ailleurs que les végétariens qui terrorisent les bouchers et les mangeurs de viande sont des amateurs notoires d’animaux de compagnie. Ils ne semblent pas comprendre que cette forme d’exploitation animale est à mettre dans le même sac que les autres formes d’exploitation animale énumérées dans cet article (14)(15)(16). Or, de deux choses l’une : ils ne font pas le rapport pour une raison ou une autre ou ils ne sont pas sincères, mais motivés par des intérêts personnels qui n’ont rien à voir avec les animaux (17)(18)(19).<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Nous ne pourrions pas terminer cette section sans mentionner le lien entre la religion et la popularité des animaux de compagnie. De fait, l’amour des animaux, un sentiment qui s’exprime notamment par le végétarisme, la défense et la protection des animaux, le droit des animaux, les soins vétérinaires, voire la simple possession d’un animal de compagnie, s'inscrit dans un mouvement social amorcé au XVIe siècle en Angleterre, à l'aube de la révolution industrielle (20).<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">À cette époque, comme aujourd’hui (21)(22), on pensait que se mettre à aimer les animaux à la façon des saints comme François d'Assise, le saint patron des animaux, était « un procédé fort ingénieux, pour établir parmi les hommes le règne pur de la charité ». Il s’agissait, souligne l'ethnologue Éric Baratay, « de purifier l'humanité, d’extirper le goût du sang et de la cruauté, de rendre l’homme meilleur pour ses congénères et donc de protéger l’humanité elle-même » (23). Les autorités morales et spirituelles du moment encourageaient les gens à exercer leur compassion, notamment sur un animal de compagnie (24)(25).<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Mais comme le constate le philosophe Luc Ferry dans son livre, <i>Le nouvel ordre écologique.</i><i>L’arbre, l’animal et l’homme</i>, publié aux éditions Grasset en 1992, l’amour des animaux n’est pas l’apanage du bien, du beau et du bon. Toutes les combinaisons sont possibles. <i>On peut être bon et aimer les animaux, on peut être méchant et aimer les animaux, on peut être bon et ne pas aimer les animaux et on peut être méchant et ne pas aimer les animaux.</i>Or, si vous éliminez ce prétendu monopole du Bien sur l’amour des animaux, vous enlevez aux animalistes leur faire-valoir moral, et par conséquent, leur source de pouvoir, car c’est en effet ce monopole qui les fait briller sur le marché de la compassion. </span></div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/7IagcHyPKQc/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/7IagcHyPKQc?feature=player_embedded" width="320"></iframe></div><div class="MsoNormal" style="margin-bottom: 6pt;"><br /></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Quoi qu’il en soit, ceux qui se servent des animaux à cette fin devront bientôt se trouver un autre moyen de signaler leur vertu, car dans un avenir proche, les animaux robots remplaceront les animaux en chair et en os notamment dans les milieux urbains, dans les hospices et dans les hôpitaux spécialisés en soins palliatifs, gériatriques et psychiatriques. Dans un futur proche, il sera par ailleurs de plus en plus mal vu d’exploiter un animal de compagnie pour des raisons ostentatoires ou pour son seul confort et son seul plaisir.</span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">Les chiens de fonction</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Les chiens pisteurs et de sauvetage, de même que les chiens de berger et de traîneau jouent un rôle important, pour l’instant irremplaçable. Par contre, nous ne sommes pas du tout convaincu de l’utilité des autres chiens de fonction comme les chiens pour sourds, handicapés et aveugles.</span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: arial;">Prenez le chien-guide pour aveugle, par exemple, eh bien, dans l’imaginaire chrétien,</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUlEvZdL4Be2aXK-prCvOq7wxc3zFHOqI-l8R9Bauzic7h9sqGM1LCGOUQqd-c09TnxtiRqoAqZWRhzvxxWCgn1M9UkXGLGB63Is9ON1hOD2Qo-F4YhzxIVlkVmTsZfKK5aXXiHHq4bk-y/s1600/aveugle.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="248" data-original-width="331" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUlEvZdL4Be2aXK-prCvOq7wxc3zFHOqI-l8R9Bauzic7h9sqGM1LCGOUQqd-c09TnxtiRqoAqZWRhzvxxWCgn1M9UkXGLGB63Is9ON1hOD2Qo-F4YhzxIVlkVmTsZfKK5aXXiHHq4bk-y/s200/aveugle.png" width="200" /></a></span></div><span style="font-family: arial;">l’aveugle symbolise l’humanité temporairement perdue dans les ténèbres, depuis sa chute du paradis, et qui cherche son chemin vers la rédemption avec l’aide de son fidèle chien, un envoyé de Dieu (26). Or, cette croyance contient à elle seule toute la chimie nécessaire pour entretenir les illusions du public sur l’efficacité de ces chiens, voire leur nécessité, qui à ma connaissance n’a jamais été démontrée scientifiquement. </span><br /><br /><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Heureusement, la vision artificielle, une technologie qui arrive à maturité, va bientôt remplacer ces chiens robots qui servent surtout à mettre en valeur l’industrie de la zoothérapie et des animaux de compagnie en général, notamment les fabricants d’aliments pour animaux qui financent généreusement les entreprises spécialisées dans la fabrication de chiens prothèses.</span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">La vivisection</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Tant qu’il n’existera pas d’alternatives, il serait pour le moment prématuré d’abandonner la vivisection pour la recherche médicale, notamment l’expérimentation chirurgicale, dans des conditions strictes et hautement réglementées. Il existe par contre une foule d’alternatives intéressantes aux essais pharmacologiques et toxicologiques. Il n’est plus nécessaire par ailleurs, pour les mêmes raisons, d’utiliser des cobayes ou des animaux préservés dans le formol pour les classes de biologie du secondaire (lycée), par exemple (28). <o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">La corrida</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Ses opposants assimilent la corrida à de la torture proposée en spectacle. C’est vrai au premier degré, mais symboliquement, au deuxième degré, on peut voir dans la corrida (comme dans l’élevage concentrationnaire et la chasse) une dramatisation vivante de la lutte contre les instincts, notamment la violence, symbolisée dans ce cas particulier par le taureau (29). Dans ce combat à mort, le matador symbolise la raison (logos) qui à l’aide de la volonté (ethos), symbolisée par la cape du toréador, les picadors, les banderilles et l’épée, affaiblissent la pulsion dérangeante (thanathos) pour mieux la mettre hors d’état de nuire.</span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Heureusement, la corrida est désormais interdite dans la plupart des pays sauf en Espagne et au Pérou où elle a été déclarée « bien d’intérêt culturel ». Nous préférons canaliser nos pulsions les plus dérangeantes dans des activités moins dommageables et beaucoup plus dignes comme le sport, la méditation, voire la prière.<o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">Les zoos</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Les zoos sont des archaïsmes que nous aurions avantage à abandonner. Ils ne jouent pas le rôle d’Arche de Noé qu’on leur attribue. Aucune des espèces élevées dans un zoo n’est en mesure de repeupler un habitat quelconque. Comme les animaux qui sont accouplés ne sont plus soumis à la sélection naturelle, après seulement quelques générations, il se produit chez les descendants une dérive génétique qui se traduit par une foule d’anomalies anatomiques, physiologiques et psychologiques. Des défauts parfois d’une subtilité impossible à déceler même par les yeux les plus aguerris. <o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">En définitive, le problème des espèces en voie de disparition se situant principalement au niveau de la perte d’habitat et des comportements humains, la solution n’est pas dans les zoos dont la fonction principale est de divertir les citadins et de créer de la richesse ; encore une fois, une marchandisation des animaux que certains trouveront légitimes, mais qui n’incarnent pas la mentalité plus conviviale que nous défendons (30)(31).<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Nous proposons à la place la diffusion de faux animaux par l’intermédiaire de la projection holographique et de la réalité augmentée, une technologie qui a déjà fait ses preuves en Asie, et qui permet même d’interagir avec les animaux par le biais d’une application de téléphone « intelligent ».<o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">Les parcs aquatiques</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">On peut mettre dans le même sac les parcs aquatiques, notamment pour la delphinothérapie. Selon les scientifiques Marino et Lilienfield, les plus grands spécialistes au monde des cétacés, la delphinothérapie est fréquemment associée chez les humains à des blessures et à des infections, et les dauphins font l’objet d’une chasse effrénée, aussi méconnue que cruelle (32)(33). <o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Enfin, toutes les thérapies assistées par l’animal ont ce que les économistes nomment un « coût d’opportunité », c’est-à-dire que l’argent et l’énergie que les parents dépensent sur une « thérapie » qui ne donne aucun résultat tangible ne sont plus disponibles pour investir dans des moyens plus éprouvés et sécuritaires comme ceux qui sont offerts par l’assistance publique et divers autres organismes à vocation caritative (34).<o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">Les cirques</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Les cirques quant à eux sont de moins en moins populaires. Ils ne sont plus dans l’air du temps. Emprisonner des animaux dans des conditions inhumaines pour leur faire faire des trucs de singe pour impressionner la galerie n’est plus tellement apprécié par le public. Le Cirque du Soleil a bien compris le message, au bon moment, et c’est ce qui explique son succès.<o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">En conclusion</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">L’exploitation animale, sous toutes ses formes, doit progressivement diminuer. Commençons par éviter les traitements abusifs comme l’élevage intensif, la chasse aux trophées, les placébos de poils et les cirques. N’attendons pas que la science rende finalement inutile l’usage des animaux de laboratoire et de compagnie pour améliorer dès maintenant leurs conditions de vie ou abandonner tout simplement leur usage lorsque c’est possible. <o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">* <b>Charles Danten</b>a une formation universitaire en agronomie et en médecine vétérinaire. Il a pratiqué la médecine vétérinaire pendant 18 ans, dont 10 à son propre compte. <o:p></o:p></span></div><h3 style="margin-bottom: 6pt; text-align: left;"><b><span style="font-family: "arial";">Bibliographie</span></b></h3><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Bernardina, Sergio Dalla (2008). <i>L’éloquence des bêtes</i>. Métailié.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";"><span style="text-indent: -24px;">Bousquet, </span></span><span style="font-family: arial; text-indent: -24px;">Suzanne </span><span style="font-family: arial; text-indent: -24px;">(2019). <i>Du cachère au halal: Quand cupidité, politique et sournoise destruction de la civilisation occidentale s’entremêlent.</i> Publié à compte d’auteur. </span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Danten, Charles (2015). <i>Un vétérinaire en colère. Sur les chemins de la rédemption</i>. Samizdat. La première version de ce best-seller québécois a été publiée par VLB en 1999.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Digard, Jean-Pierre (2005). <i>Les Français et leurs animaux : Ethnologie d’un phénomène de société</i>. Fayard, Pluriel Éthnologie.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Ewen, Stuart (2014). <i>La société de l’indécence. Publicité et genèse de la société de consommation</i>. Éditions Le Retour aux Sources.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";">Ferry, Luc (1992). <i>Le nouvel ordre écologique. L’arbre, l’animal et l’homme.</i>Grasset.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span style="font-family: "arial";"><span style="text-indent: -24px;">Le Prince, </span><span style="text-indent: -24px;">Juda (2020). </span><i style="text-indent: -24px;">Talmud. Voyage au bout de la nuit.</i><span style="text-indent: -24px;"> Éditions Saint Agobard.</span></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span lang="EN-CA" style="font-family: "arial";">Tuan, Yi-Fu (1998). <i>Slaves of Our Affection. The Making of Pets</i>. Yale University Press.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><span lang="EN-CA" style="font-family: "arial";">West, Patrick (2004). <i>Conspicuous compassion. Why sometimes it really is cruel to be kind</i>. </span><span style="font-family: "arial";">Civitas.<o:p></o:p></span></div><div class="MsoNormal" style="margin-bottom: 6pt;"><b><span style="font-family: "arial";">Références<o:p></o:p></span></b></div><div class="MsoListParagraphCxSpFirst" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">1.</span><span lang="EN-CA" style="font-family: times new roman;"> </span><span lang="EN-CA" style="font-family: "arial";">Bradley C. Johnston et coll. (2019). Unprocessed Red Meat and Processed Meat Consumption: Dietary Guideline Recommendations From the Nutritional Recommendation. <i>Annals of Internal Medicine</i>.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">2.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Meat is back on the menu, & scientists who want to ban cows for the sake of the planet are outraged. </span><span style="font-family: "arial";">RT Question more. [En ligne]. <o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">3.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Jean-Pierre Digard (2005). L’élevage industriel. <i>Les Français et leurs animaux : Ethnologie d’un phénomène de société</i>. Fayard, Pluriel Éthnologie, p. 4.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">4.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Tiffanie Ardoin Saint Amand (2004). La règlementation européenne face a l’évolution de la societé : les exemples des antibiotiques facteurs de croissance et du bien être animal en production porcine. Thèse pour obtenir le grade de docteur vétérinaire diplôme d’État présentée et soutenue publiquement en 2004 devant l’Université Paul-Sabatier de Toulouse, [en ligne].<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">5.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span><span style="font-stretch: normal; line-height: normal;">Suzanne Bousquet, (2019). Du cachère au halal: Quand cupidité, politique et sournoise destruction de la civilisation occidentale s’entremêlent. Publié à compte d’auteur. </span></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[endif]--><span style="font-family: "arial";">6. Juda Le Prince (2020). <i>Talmud. Voyage au bout de la nuit.</i> Éditions Saint Agobard.</span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><span style="font-family: "arial";">7. La chasse gagne de plus en plus d’adeptes au Québec. Publié le samedi 14 mars 2015 sur le site de Radio-Canada : https://ici.radio-canada.ca/nouvelle/711301/chasse-hausse-adeptes-quebec<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><span style="font-family: "arial";">8.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Luc Ferry (1992). <i>Le nouvel ordre écologique. L’arbre, l’animal et l’homme.</i>Grasset, p. 167.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><span style="font-family: "arial";">9.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Harold Herzog (2011). The Impact of Pets on Human Health and Psychological Well-Being: Fact, Fiction, or Hypothesis?<i></i></span><i><span style="font-family: "arial";">Current Directions in Psychological Science</span></i><span style="font-family: "arial";">20(4) 236–239.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><span style="font-family: "arial";">10.</span><span style="font-family: times new roman;"> </span><span style="font-family: "arial";">Jean-Baptiste Jeangène Vilmer (2008). <i>Éthique animale</i>. PUF.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><span lang="EN-CA" style="font-family: "arial";">11.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Jean-Luc Vadakarn (1992). <i>Parle à mon chien, ma tête est malade</i>. </span><span lang="EN-CA" style="font-family: "arial";">Albin Michel.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">12.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Michael W. Fox (1990). <i>The American Way of exploiting animals</i>. </span><span style="font-family: "arial";">St. Martin's Press.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">11.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Stuart Ewen (2014). <i>La société de l’indécence. Publicité et genèse de la société de consommation</i>. </span><span lang="EN-CA" style="font-family: "arial";">Éditions Le Retour aux Sources.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">12.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Stuart Spencer (2006). History and Ethics of Keeping Pets: Comparison with Farm Animals. <i>Journal of Agricultural and Environmental Ethics</i>; 19: 17-25. <o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">13.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Leslie Irvine (2004). Pampered or Enslaved? The Moral Dilemmas of Pets. </span><i><span style="font-family: "arial";">International Journal of Sociology and Social Policy</span></i><span style="font-family: "arial";">; 24 (4): 5-16.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">14.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Charles Danten (2015). <i>Un vétérinaire en colère. Sur les chemins de la rédemption</i>. Samizdat. La première version de ce best-seller québécois a été publiée par VLB en 1999.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">15.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Patrick West (2004). <i>Conspicuous compassion. Why sometimes it really is cruel to be kind</i>. Civitas.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><a href="https://www.blogger.com/blogger.g?blogID=2946851459562150320" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2946851459562150320" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2946851459562150320" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2946851459562150320" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=2946851459562150320" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span lang="EN-CA" style="font-family: "arial";">16.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Yi-Fu Tuan (1998). <i>Slaves of Our Affection. The Making of Pets</i>. Yale University Press.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">17.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Sergio Dalla Bernardina (2008). <i>L’éloquence des bêtes</i>. Métailié.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">18.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Keith Thomas (1983). Dans le jardin de la nature. La mutation des sensibilités en Angleterre à l’époque moderne (1500-1800). Gallimard (Bibliothèque des histoires).<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">19.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Temple Grandin et Catherine Johnson (2009). Animals make us human. Houghton Mifflin Harcourt. Kathleen Kete. Ouvr. cité.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">20.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Karine-Lou Matignon (2000). Sans les animaux, le monde ne serait pas humain. Albin Michel.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">21.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Éric Baratay (1995). « Respect de l’animal et respect de l’autre, l’exemple de la zoophilie catholique à l’époque contemporaine. » Des bêtes et des hommes : un jeu sur la distance : 255-265.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">22.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Éric Baratay (1998). « Le Christ est-il mort pour les bêtes? » Étude Rurales : 27-48.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">23.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Jean-Pierre Albert (1995). « L’Ange et la Bête : Sur quelques motifs hagiographiques. » Des bêtes et des hommes : un jeu sur la distance : 255-265.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">24.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Corinne Morel (2004). <i>Dictionnaire des symboles, mythes et croyances.</i>L’Archipel. <o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><i><span style="font-family: "arial";">25.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; line-height: normal;"> </span></span></i><!--[endif]--><span style="font-family: "arial";">Paul Ronecker (1994). <i>Le symbolisme animal : Mythes, croyances, légendes, archétypes, folklore, imaginaire.</i>Éditions Dangles.<i><o:p></o:p></i></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">26.</span><span style="font-family: times new roman;"> </span><span style="font-family: "arial";">Jean-Baptiste Jeangène Vilmer. <i>Ouvrage cité</i>.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">27.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Luc Ferry. <i>Ouvrage cité</i>, p. 97.</span><span lang="EN-CA" style="font-family: "arial";"><o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">28.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Jean-Claude Nouët (1998). « Zoos » dans <i>Si les Lions pouvaient parler. Essais sur la condition animale</i>. Sous la direction de Boris Cyrulnik. </span><span lang="EN-CA" style="font-family: "arial";">Paris : Quarto Gallimard : 543.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">29.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Eric Baratay et Elizabeth Hardouin-Fugier (2002). <i>Zoo, a history of zoological gardens in the west</i>. Reaction books.<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">30.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Marino Lori et Lilienfield Scott (1998). Dolphin-Assisted Therapy: Flawed Data, Flawed Conclusions. <i>Anthrozoös</i>; 11(4).<o:p></o:p></span></div><div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span lang="EN-CA" style="font-family: "arial";">31.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span lang="EN-CA" style="font-family: "arial";">Marino Lori et Lilienfield Scott (2007). Dolphin-Assisted therapy: More Flawed Data and More Flawed Conclusions. <i>Anthrozoös</i>; 20 (3) : 239-249.<o:p></o:p></span></div><div class="MsoListParagraphCxSpLast" style="margin-bottom: 6pt; margin-left: 21.3pt; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: "arial";">32.<span style="font-family: "times new roman"; font-stretch: normal; line-height: normal;"> </span></span><span style="font-family: "arial";">Lori Marino et Scott Lilienfeld (2007). </span><span lang="EN-CA" style="font-family: "arial";">Dolphin «therapy »: a dangerous fad, Researchers warn.</span><i><span style="font-family: "arial";">Science Daily</span></i><span style="font-family: "arial";">, [en ligne].<span style="font-size: large;"><o:p></o:p></span></span></div><span style="font-size: large;"><br /></span></div>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-26782497496344654512021-09-18T14:49:00.009-07:002023-09-07T05:58:40.598-07:00Requiem pour la bête. Les plus gros mensonges des mondialistes<p><span style="font-size: large;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Jf3MnMDAAvgtaDY_xQ-oWp8_HjbEBxhec-E_ov8C0eTPiapTmkjhS81TYn9-1iDwqn_YgzKVlMxBOCdV4Uvic8P0PYhFA4nfro9JP0cwFUzn-oX50FaS4LUYdB9qLn3EP-BbRdNTB8Cm/s2048/Cover.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1495" data-original-width="2048" height="469" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9Jf3MnMDAAvgtaDY_xQ-oWp8_HjbEBxhec-E_ov8C0eTPiapTmkjhS81TYn9-1iDwqn_YgzKVlMxBOCdV4Uvic8P0PYhFA4nfro9JP0cwFUzn-oX50FaS4LUYdB9qLn3EP-BbRdNTB8Cm/w640-h469/Cover.jpg" width="640" /></a></div><br /><br /><p></p><p><span style="font-size: medium;">Chères amies, chers amis,</span></p><p></p><p><span style="font-size: medium;">Dans mon livre que je suis heureux de vous présenter, je défends mon droit inaliénable non seulement de chercher et de dire la vérité, mais de me défendre contre l’hydre mondialiste qui tente d’imposer sa domination hégémonique sur le monde par divers moyens de subversion. </span></p><p><span style="font-size: medium;">D’un point de vue éthique, personne n’a le droit de façonner les humains à son image et de reconstruire la société sans le consentement du public, voire contre sa volonté, par des moyens perfides et souvent violents.</span></p><p><span style="font-size: medium;">Sous le couvert de beaux sentiments et de belles intentions, mes ennemis, qui sont peut-être aussi les vôtres, détestent l’humanité tout entière qu’ils tentent d’asservir par le mensonge, la peur et les fausses accusations de racisme, d’antisémitisme et d'incitation à la haine. </span></p><p><span style="font-size: medium;">Tant que cette petite clique de sociopathes - forte de son argent mal gagné et de son contrôle presque total des politiciens, des institutions, des médias et de l’internet - ne sera pas détrônée, aucune race, aucune ethnie, aucun peuple ne pourra vivre en paix. </span></p><p><span style="font-size: medium;">La publication de ce livre est donc pour moi une question de légitime défense. Ma personne, ma race, mon ethnie, ma société, </span><span style="font-size: medium;"><span>ma religion, </span><span>ma culture et ma civilisation sont, en termes juridiques, en « péril de survie ». </span></span></p><p><span style="font-size: medium;">Toutes mes actions, tous mes écrits n’ont donc qu’une seule fonction : contribuer à neutraliser la « bête » qui tente de nous asservir par les « diableries en 666 » qui sont répertoriées dans mon ouvrage.</span></p><p><span style="font-size: medium;">C’est Fort Alamo, non seulement pour nous les peuples de souche européenne qui sont particulièrement visés par ces dangereux psychopathes, mais pour tous les peuples de la Terre. </span><span style="font-size: medium;">Si nous ne résistons pas, de toutes nos forces, nous deviendrons tous des hilotes </span><span style="font-size: medium;">comme à Sparte ou des esclaves de Kolkhozes comme en URSS.</span></p><p><span style="font-size: medium;"><br /></span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2A_ucP2NVkRRZlA7ckKKXXde7S1DLhZTWIsk72f1KGmzW4kv-RFMKOfBb-3ekTrcVjQ8lbxmAVbmq4_c1XQagwhE73adwwKOwshVR1MsIZByFkdzp5c-R_m_CzxT3PuupZX3Tk5J1uLjc/s400/alamo.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="263" data-original-width="400" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2A_ucP2NVkRRZlA7ckKKXXde7S1DLhZTWIsk72f1KGmzW4kv-RFMKOfBb-3ekTrcVjQ8lbxmAVbmq4_c1XQagwhE73adwwKOwshVR1MsIZByFkdzp5c-R_m_CzxT3PuupZX3Tk5J1uLjc/s320/alamo.jpg" width="320" /></a></div><span style="font-size: medium;"><br /></span><p></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;"><br /></span></p><p><br /></p><p><br /></p><p><span style="font-size: medium;"><br /></span></p><p><span style="font-size: medium;">Charles Danten</span></p><p><span style="font-size: medium;">Titre : Requiem pour la Bête</span></p><p><span style="font-size: medium;">Sous-titre : Les Plus Gros Mensonges des mondialistes</span></p><p><span style="font-size: medium;">Préface : Vincent Reynouard</span></p><p><span style="font-size: medium;">Taille : 12,9 x 19,8 cm</span></p><p><span style="font-size: medium;">Nombre de pages : 276</span></p><p><span style="font-size: medium;">Éditeur : <a href="http://www.reconquistapress.com/requiem-pour-la-bete.html"><span style="color: #2b00fe;">Reconquista Press</span></a></span></p><p><span style="font-size: medium;">ISBN : 978-1-912853-28-1</span></p><p><span style="font-size: medium;">Prix : CA$24.50, 16,50 €</span></p><p><br /></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-16792016632866011222021-09-18T13:43:00.007-07:002022-07-11T14:13:54.550-07:00COVID-19, quelques réflexions sur la « plandémie »<p><span style="font-family: Cambria; font-size: medium;">Charles Danten</span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Disons d’emblée que je ne parle pas sans connaissance de cause, j’ai un B. Sc. en agronomie et un doctorat de premier cycle en médecine vétérinaire. J’ai de plus une maitrise en traduction orientée vers les études cliniques en médecine et en pharmacologie humaines. Je connais bien les principes de la médecine pour les avoir appliqués sur le terrain pendant 18 ans, dont dix à mon propre compte dans ma clinique vétérinaire située en banlieue de Montréal. Pour en avoir traduit bon nombre à titre professionnel, je suis par ailleurs relativement bien versé dans les études cliniques, comment elles sont conçues et comment les évaluer. En d’autres mots, même si je ne suis pas un spécialiste, je suis suffisamment compétent pour faire la part des choses et donner mon opinion sur ce crime contre l’humanité dont nous sommes victimes depuis maintenant deux ans et dont les responsables, je l'espère, vont bientôt devoir rendre des comptes.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><a href="https://www.francesoir.fr/opinions-tribunes/drosten-heure-comptes" style="color: purple;">Christian Drosten : l’heure des comptes ?</a><o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Je vous écris, donc, car je ne sais pas trop à qui je pourrais m’adresser, personne ne vous écoute, les médias de masse ne publient aucune opinion contraire à la doxa officielle. Le débat est clos, on vous tourne le dos dès que vous contestez le moindrement la gestion sanitaire de la COVID calquée en tout point sur les recommandations mensongères de l’OMS et du nabot Fauci, le grand gourou de cette crise à qui Israël vient de donner un million de dollars pour services rendus à l’humanité ! On vous ostracise, on vous prend pour un désaxé, un conspirationniste, voire un fasciste si vous avez le malheur de vous opposer à la version officielle sur :<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">- les mesures sanitaires inutiles, voire contreproductives faisant bien plus de mal que de bien au niveau économique, sociale et psychologique en plus d’être incapables d’arrêter le moindre virus ;<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><a href="https://www.francesoir.fr/opinions-tribunes/drosten-heure-comptes" style="color: purple;">Le confinement et ses avantages : des allégations délibérément fausses</a><o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">- l’escroquerie des tests PCR, des tests qui ne sont pas un test de dépistage du COVID-19 et qui peuvent donner dépendamment de leur degré de précision jusqu’à 90 % de faux + . Selon le Dr Mike Yeadon, ancien directeur et scientifique en chef de Pfizer, ce test est en effet « fatalement défectueux et doit être retiré immédiatement ». Il est utilisé uniquement pour créer la peur et faire perdurer la fausse pandémie pour des raisons politiques et financières. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><a href="https://www.francesoir.fr/societe-sante/le-test-pcr-va-au-tribunal-au-portugal-mais-aussi-en-allemagne-et-dans-de-nombreux" style="color: purple;">Le test PCR va au tribunal » : au Portugal, mais aussi en Allemagne et dans de nombreux pays</a>.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">- les soi-disant malades « asymptomatiques », un non-sens médical, une contradiction dans les termes, un pur mensonge scientifique inventée de toute pièce par le biologiste, Christian Drosten, le conseillé tout-puissant, d’Angela Merkel, dont les recommandations frauduleuses ont été adoptées aveuglément par l’OMS et tous les gouvernements à sa solde, y compris celui du Québec :<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">« La fausse affirmation selon laquelle une personne peut transmettre le virus sans symptômes est particulièrement perfide, car elle détruit la société : tout le monde ne voit que ses semblables comme un lanceur de virus très dangereux et y réagit avec dégoût, agressivité ou du moins avec peur et panique. Les écoliers étant également endoctrinés par les parents et les enseignants de cette manière, des troubles massifs du comportement et du développement sont déjà prévisibles. »<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><a href="https://www.francesoir.fr/opinions-tribunes/drosten-heure-comptes" style="color: purple;">Le mensonge terrible sur les bien-portants (dits « asymptomatiques »)</a><o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt; text-indent: 11.35pt;"><span style="font-size: medium;">- la vaccination avec un vaccin expérimental non testé comme il se doit dont les effets indésirables à court et à long terme sont désormais massivement documentés; un vaccin aussi inutile qu’inefficace puisque notre système immunitaire est équipé pour y faire face, ce type de virus n'étant pas nouveau.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Au bout du compte, au lieu de compter uniquement sur la vaccination, il serait beaucoup plus sensé médicalement d’isoler et de traiter précocement les cas symptomatiques avec des médicaments efficaces comme l’ivermectin, l’hydroxychloroquine, etc. Plus de 200 études crédibles prouvent l’efficacité de l’hydroxychloroquine lorsqu’elle est administrée dès le début des symptômes combinés à du zinc et à un antibiotique comme l’azithromycine ou la doxycycline. L'Inde a pratiquement éradiquer la maladie en traitant avec une combinaison de médicaments efficaces et peu couteux comme l'ivermectin.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><a href="https://iatranshumanisme.com/2020/10/25/les-etudes-mondiales-sur-hcq-hydroxycloroquine/" style="color: purple;">Les études mondiales sur l’hydroxychloroquine (version du 18 décembre 2020)</a><o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Pourquoi avoir interdit l’hydroxychloroquine uniquement dans les pays occidentaux alors qu’elle est prescrite avec succès partout ailleurs dans le monde comme en Inde, en Corée du Sud, en Chine et en Russie ? Trop toxique ? Par précaution, afin de protéger la population ? On se moque de qui là ! Avant son interdiction tout de suite avant la plandémie, ce médicament peu dispendieux, vendu à plus de deux milliards de personnes, était en vente libre depuis 70 ans. Par précaution, s’ils étaient réellement concernés par la santé du public, les deux clowns de Québec, les lèche-culs mondialistes, Arruda, Legault et compagnie, feraient bien mieux d’interdire le tabac et l’alcool, deux saloperies qui font bien plus de morts que la COVID et les effets indésirables de tous les médicaments sur le marché. <o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Est-ce pour maintenir la psychose afin de vendre le plus possible de vaccins inutiles ? Est-ce pour vendre du remdesivir, un médicament inefficace et extrêmement toxique pour les reins, et qui coute 3000 $ le traitement ? Est-ce pour pousser de plus en plus de PME à la faillite. Est-ce pour ruiner la classe moyenne ? Est-ce pour entraîner la population à obéir au doigt et à l’œil afin de favoriser la mise en place de la Grande réinitialisation vantée par Trudeau ? Est-ce pour réduire massivement la population ?<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Les autorités, l’OMS en tête, les gouvernements des démocraties occidentales, de même que les médias à leurs ordres ont perdu la tête. Impossible de les raisonner. Ils sont fous de cupidité et saouls de pouvoir. C’est triste à voir, mais c’est pénible aussi, car tout le monde subit les conséquences de cette tyrannie sanitaire, et il semble n’y avoir aucun moyen d'y mettre fin. Les recours en justice sont bloqués ou retardés à l’infini. Les juges sont peu coopératifs. La justice au bout du compte n’est pas rendue et les droits des peuples sont bafoués. Nous sommes en pleine tyrannie sanitaire. Du jamais vu dans les annales non seulement de la médecine, mais de l'histoire.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;"><a href="https://www.francesoir.fr/opinions-tribunes/drosten-heure-comptes" style="color: purple;">QUI PROTÈGE LA POPULATION DES MENSONGES POLITIQUES ET MÉDIATIQUES</a><o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">D’un variant à l’autre, cette calamité pas plus grave qu’une grippe pour la vaste majorité de la population (taux de létalité de 0,23 %) peut durer très longtemps. On parle même de mesures sanitaires permanentes et d’un carnet de vaccination obligatoire pour s’alimenter et prendre le métro, par exemple.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Quelle foutaise ! Si vous voulez vivre dans ce monde-là, moi pas.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: medium;">Tanné à mort, mais lucide.<o:p></o:p></span></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><span style="font-size: medium;"><br /></span><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p><p class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><o:p><span style="font-size: medium;"> </span></o:p></p>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-4633073899525123922021-08-04T13:13:00.076-07:002023-08-26T08:11:25.447-07:00COVID-19, la guerre contre les peuples<p></p><div class="separator" style="clear: both; text-align: left;"><b style="font-family: Calibri; font-size: 16pt;">La Grande Faucheuse au service des mondialistes</b></div><p></p><p align="center" class="MsoNormal" style="font-size: medium; text-align: center;"><o:p></o:p></p><p align="center" class="MsoNormal" style="text-align: center;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p> </o:p>Le but de la fausse pandémie COVID-19 a toujours été depuis le début l’imposition du passeport sanitaire. C’est grâce à ce passe numérisé que la population du monde entier pourra être fichée dans une banque de données centrale gérée par les oligarques de Davos qui ont manigancé ce crime contre l’humanité.</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">Ce sésame servira non seulement à surveiller, mais à mettre en place un gouvernement mondial, et en fin de compte, à réduire, nous verrons comment ci-dessous, la population mondiale à un milliard d’habitants ou moins, la capacité d’accueil idéale de la planète selon les écologistes de l'Agenda 2030 comme le Prince Charles et la référence allemande de la climatologie, Hans Joachim Schellnhuber (1).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><o:p> </o:p><b><span style="font-family: Calibri; font-size: 14pt;">La peur</span></b></p><p class="MsoNormal" style="font-size: medium;"><b><span style="font-family: Calibri; font-size: 14pt;"><br /></span></b></p><p class="MsoNormal" style="font-size: medium;">Mais comment imposer ce passeport sanitaire digne des pires romans dystopiques que personne ne voudrait en temps normal ? Par la peur, l’outil de contrôle par excellence de tout État totalitaire : « [...] le désastre déclencheur — le coup d’État, l’attentat terroriste, l’effondrement des marchés, la guerre, le tsunami, l’ouragan [<i>la pandémie</i>], [<i>la crise climatique</i>] — plonge la population dans un état de choc collectif, écrit Naomi Klein dans son livre, <i>La Stratégie du choc : La Montée d’un capitalisme du désastre</i>. […] À l’instar du prisonnier terrorisé qui trahit ses camarades et renie sa foi, les sociétés en état de choc abandonnent des droits que dans d’autres circonstances, elles auraient jalousement défendus. (2)»</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><b><span style="font-family: Calibri; font-size: 14pt;">Le plan directeur</span></b></p><p class="MsoNormal" style="font-size: medium;"><b><span style="font-family: Calibri; font-size: 14pt;"><br /></span></b></p><p class="MsoNormal" style="font-size: medium;">Afin de faire peur à la population, il a fallu mentir, encore et encore, dans l’esprit de cette citation d’Orson Welles : « 10 000 répétitions font une vérité. » Pour frapper fort là où les gens dans une société matérialiste et infantilisée comme la nôtre sont les plus vulnérables, les oligarques au pouvoir ont choisi la Grande Faucheuse comme bogeyman sous la forme d’un virus soi-disant très dangereux, voire mortel, le SARS-CoV-2. Tout a été pensé d’avance par des gens rompus aux techniques de manipulation psychologique. Voici le plan directeur de cette « plandémie » sortie tout droit d’une fiction de George Orwell :</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">1. Ne compliquez pas les choses. Résumez le danger au terme « COVID-19 ». C’est simple et ça se dit bien, aussi bien que « CO2 » (un autre bogeyman prétendument corrélé à cette pandémie ; les gens ordinaires ne connaissant pour ainsi dire rien en médecine et en science sont très faciles à manipuler ; il s’agit d’appuyer sur les bons boutons).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">2. Trouvez-vous si possible des porte-paroles sympathiques et bien de leur personne, des bons communicateurs, et placez-les dans des postes prestigieux pour leur donner de l’autorité (on a mis à leur service pour les aider des milliers de journalistes, des scientifiques corrompus et une foule d'agents sociaux stipendiés).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">3. Interdisez dès le début tout traitement précoce (alors que soigner est le fondement de la médecine ; cette interdiction est capitale pour imposer comme seules solutions tout ce qui va suivre : l’état d’urgence, les couvre-feux, les mesures sanitaires, les faux tests, les faux malades, la vaccination obligatoire et le passeport sanitaire ; les comploteurs ont également interdit les traitements au stade précoce afin de choquer la population en augmentant le nombre d’hospitalisations et de morts).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">4. Déclarez l’état d’urgence afin de mettre en place des pratiques autoritaires non justifiées (c’est un bâillon sur la démocratie, car le gouvernement n’est plus redevable en rien, <span>et les labos pharmaceutiques non plus, car grâce à l'état d'urgence, ils ont obtenu l'immunité pénale</span> ; c'est un moyen, en d'autres mots, avec l’absence de traitements alternatifs, d’autoriser l’usage de vaccins et de médicaments non testés comme il se doit et dont on ne connaît ni l’efficacité ni les effets secondaires à court et à long terme ; <span>les marchands, les idéologues et les ripoux du gouvernement sont donc dans le même bateau ; dans ce <a href="https://fr.wikipedia.org/wiki/Capitalisme_de_connivence">capitalisme de connivence</a>, les élites corrompues du monde entier vendent impunément aux marchands du Temple leurs propres peuples).</span></p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">5. Par le matraquage médiatique, les images et les statistiques anxiogènes, instillez la peur dans l’esprit de la population que vous voulez écraser et dominer sans concessions. Pour ce faire, mettez sur le dos de votre croquemitaine improvisé les pires catastrophes et les pires péchés du monde. Choquez. Jouez sur les sentiments. Montrer à la TV des malades au seuil de la mort et des gens en Chine s’écroulant raide morts dans les rues. Gonflez massivement les chiffres. <span>Décrétez des couvre-feux comme en temps de guerre (c’est anxiogène à mort et afin de favoriser la mise en place d'une gouvernance mondiale, cela unifie les peuples en les mobilisant contre un ennemi commun)</span>.</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">6. Confinez, masquez, distanciez et désinfectez (ces mesures sanitaires dont l’efficacité n’est pas étayée scientifiquement servent surtout à faire croire que l’heure est grave et que le seul moyen d’endiguer ce fléau est de vacciner toute la population, y compris les jeunes (une aberration sans nom) et les adultes en bonne santé (aussi aberrant) qui ne courent quasiment aucun risque de mourir de cette maladie, les gens à risque étant surtout les vieux moribonds de plus de 80 ans atteints de plusieurs maladies : selon les chiffres du CDC des États-Unis, le <b>taux de survie</b> pour les 0-19 ans est de <b>99,997 %</b>, les 20-49 ans, <b>99,98 %</b>, les 50-69 ans, <b>99, 5%</b>, et les 70 ans et +, <b>94,6 %</b> (3) ; ces chiffres seraient considérablement améliorés (+85 %), y compris chez les personnes les plus à risque, si l'interdiction de traiter précocement, avec entre autres l'ivermectin et l'hydroxychloroquine, était levée (4)).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">7. Aux mêmes fins : </p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b>A) </b>exagérez massivement le nombre de morts en classant « COVID-19 » n’importe quel décès ou presque ; <o:p></o:p></p><p class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><br /></p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b>B) </b>sous prétexte d’éviter la propagation du virus, interdisez les autopsies (impossible à ce moment-là d’identifier la cause exacte du décès) ; <o:p></o:p></p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><br /></p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b>C) </b>multipliez le nombre de cas+ avec des tests PCR incapables de faire la différence entre la COVID-19 et une grippe ou une autre maladie respiratoire (selon les chiffres du CDC, le nombre de cas d’influenza pendant la saison des grippes du 1er octobre au 1er avril 2019-2020 est passé en 2020-2021 de 39 000 000 à 2124 (5) ; ça ne prends pas la tête à Papineau pour comprendre que bon nombre de cas COVID-19 sinon la majorité étaient de toute évidence des cas d’influenza ou de grippe saisonnière, le test PCR n'étant pas spécifique au COVID-19, ils ont tout mis dans le même sac COVID) ;</p><p class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"> <o:p></o:p></p><p class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><!--[if !supportLists]--><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><b>D) </b>utilisez un test PCR réglé à son maximum de précision (soit 35 à 40 cycles et plus) afin d’exagérer massivement le nombre de faux cas + (un test réglé aussi haut trouvera du COVID-19 aussi bien dans un pot de fleurs que dans une papaye).</p><p class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18pt;"><br /></p><p class="MsoNormal" style="font-size: medium;">8. Inventez de toute pièce (ce n’est pas des blagues) la notion de transmission asymptomatique (une impossibilité médicale, car si vous avez une charge de virus assez élevée pour être contagieux, vous êtes obligatoirement malade, c'est-à-dire symptomatique) afin de faire croire que tout le monde peut être contagieux (justifiant ainsi la nécessité de tester les non malades et de confiner toute la population, alors que normalement on ne teste et on ne confine que les malades afin de les traiter et les empêcher de transmettre leur maladie. Un vaccin et des mesures sanitaires extrêmes sont donc inutiles, ce type de virus étant en circulation depuis longtemps, la plupart des gens sont déjà protégés).<o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">9. Culpabilisez les fortes têtes qui refusent de mettre le masque, par exemple, ou qui refusent de se faire vacciner, en leur faisant croire qu’ils mettent en danger autrui même s’ils n’ont aucun symptôme et ne sont pas à risques.</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">10. Faites faire la police par les propriétaires et les employés des magasins et des commerces <span>(un tas de gens bien intentionnés, des petits commis frustrés, des ayatollahs en herbe, des petits boss de bécosse saisiront cette occasion en or pour se défouler, s’affirmer ou signaler leur vertu en rappelant à l’ordre parfois violemment les récalcitrants et les délinquants</span>).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">11. Semez le doute et la confusion en changeant d’avis continuellement. Donnez la parole à de faux opposants qui ne feront que jeter de l’huile sur le feu par la désinformation. Publiez dans des revues prestigieuses comme la revue médicale <i>Lancet </i>des informations fausses ou contradictoires rédigées par des mercenaires de la science (ces techniques de manipulation exaltent la tension, l’insécurité et la peur afin de favoriser l’obéissance aveugle).</p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><o:p> </o:p></p><p class="MsoNormal" style="font-size: medium;">12. Répétez, répétez, répétez, voilà le secret de la fabrication du consentement. Faites-en un réflexe pavlovien en associant COVID-19 à catastrophe, désastre, souffrance danger et mort, et en associant solution à vaccin et vaccin à passeport sanitaire (c’est pour cette raison que cette pandémie est omniprésente dans les médias; il n’est pas absurde de penser dès lors qu’il s’agit d’une pandémie médiatique. Une personne, autrement dit, qui n’a pas la TV et qui ne lit pas les journaux ne se rendrait pas compte qu’elle est en danger de mort puisque personne ne meurt dans les rues et puisque peu de gens dans son entourage sont vraiment malades; elle verrait un cas de grippe pour ce qu’il est sans en faire un drame).<o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">13. Et surtout, n’allez pas dans les détails, cachez la vérité, censurez, ne donnez jamais la parole aux contradicteurs; insultez-les, salissez-les, moquez-vous d’eux, traitez-les de complotistes, de négationnistes, voire de fascistes et de racistes dès qu’ils pointent le nez ; persécutez-les, bloquez leurs comptes en banque, faites-les congédier ; ne publiez jamais leurs articles et leurs vidéos ; bannissez-les des réseaux sociaux (GAFA) ; accusez-les d’une déviance sexuelle quelconque, le sexe c’est très vendeur, il en restera toujours quelque chose. S'il le faut, traitez-les d'antisémite, le seul anathème encore passible d'excommunication et d'enfermement.</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">14. Pour finir, dites au public que par précaution, on ferait mieux de se faire vacciner tout de suite, bien avant la fin des études cliniques, même si on ne sait pas si ce vaccin expérimental est sécuritaire et efficace. Jouez sur l’altruisme naturel des populations, notamment d’origine européenne, dites-leur qu’en se protégeant, elles protègent les autres. Faites-les marcher à la carotte en leur faisant croire que <b>des matins glorieux les attendent au bout du chemin</b>. Vous aurez l’air d’une bonne personne, sincère et préoccupée par le bien-être de vos compatriotes. Reconnaissants, ils vous défendront et vous obéiront au doigt et à l’œil (selon le principe du syndrome de Stockholm défini comme ceci par Wikipédia : « un phénomène psychologique observé chez des otages ayant vécu durant une période prolongée avec leurs geôliers et qui ont développé une sorte d’empathie, de contagion émotionnelle vis-à-vis de ceux-ci, selon des mécanismes complexes d’identification et de survie. »).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><b><span style="font-family: Calibri; font-size: 14pt;">Les vaccins</span></b></p><p class="MsoNormal" style="font-size: medium;"><b><span style="font-family: Calibri; font-size: 14pt;"><br /></span></b></p><p class="MsoNormal" style="font-size: medium;">Inutile de le répéter, le but ultime des vaccins n’est ni la protection ni la prévention. Comment le savons-nous ? Eh bien parce que ces raisons ne sont pas plausibles pour les raisons suivantes :</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">Voici en gros le mode d’action prétendu de ces « vaccins » : on vous injecte dans le bras une substance contenant des messagers ARN et autres composants dont la nature est tenue secrète par les fabricants ; ces mARN vont utiliser la machinerie de vos cellules pour produire de la protéine "spike" (protéine de pointe), une protéine biologiquement active qui se trouve à la surface du virus ; cette protéine une fois libérée dans la circulation va stimuler la production d’anticorps pour la détruire ; toute autre présence subséquente de cette protéine dans votre organisme sera en théorie détruite par ces anticorps.</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">Or, selon l'immunologiste Mike Yeadon, cofondateur du laboratoire Zarco, ancien vice-président et directeur scientifique de Pfizer pendant 18 ans (ce n'est pas rien !), le problème avec cette explication est le suivant : d’abord pourquoi stimuler indirectement par l’entremise de mARN la production d’anticorps alors qu’on pourrait obtenir le même résultat (comme le font les Russes avec le SpoutnikV et les Chinois avec le CoronaVac) avec un vaccin conventionnel contenant une protéine spike, voire un virus désactivé ou modifié ? C’est une façon compliquée pour rien de produire des anticorps. Ensuite, étant trop gros pour rentrer dans les cellules où se trouvent les virus, les anticorps jouent un rôle dérisoire dans l'immunité contre les virus ARN comme le SARS-CoV-2 qui s'attaquent à l'épithélium du système respiratoire. Ce sont surtout l'interféron, la première ligne de défense à la surface de l'épithélium respiratoire, et les cellules T (<i>killer cells</i>), qui font partie de l’immunité cellulaire, qui protègent du virus en détruisant les cellules de l’épithélium respiratoire qui sont infectées. Cela veut dire en fin de compte que l’intention prêtée à ces « vaccins » est fausse (6). </p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">Mais si ces « vaccins » ne servent pas à protéger ou à prévenir, à quoi diable peuvent-ils servir ? « Si le but n’est pas bénin, il doit forcément être malin », constate avec effroi le Dr Mike Yeadon. Et si ce but est malin, quel est-il exactement ?</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">Avant de répondre à cette question qui tue, quelques notions élémentaires sur les variants sont nécessaires : comme l’explique le Dr Yeadon, lorsqu'un virus se réplique en utilisant les outils de la cellule, les erreurs typographiques sont la norme (erreurs de transcription). Pour faire simple, au lieu de répliquer, par exemple, le segment AATTGC du virus, le ribosome de la cellule qui fabrique les milliers de segments dont est fait un virus se trompe et produit un segment légèrement différent comme ATATCG. C'est un variant, mais la plupart des variants étant 99,97 % identiques à l'original, le système immunitaire n'a aucun mal à les reconnaître et les combattre (7). <span style="caret-color: rgb(255, 0, 0);">Si les vaccinés, autrement dit, sont sensibles aux nouveaux variants, c'est uniquement, aux mieux, parce que les vaccins sont inefficaces ou au pire, parce que les vaccinés font des réactions indésirables au vaccin qu'ils ont déjà reçu.</span></p><div><br /></div><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;">« On vous ment, par conséquent, déplore le Dr Yeadon, lorsqu'on vous dit qu'un variant 0,03 % différent du virus initial est plus dangereux. Une si petite différence ne justifie aucunement l’adaptation des vaccins aux variants comme les fabricants sont en train de faire, et ce, sans avoir à les tester puisque les autorités médicales ont jugé que ces adaptations aux variants étaient trop semblables aux premiers vaccins. Je suis terrifié à l’idée que ces vaccins adaptés à chaque variant pourraient être utilisés pour vous rendre malade, voire vous tuer, mais je ne vois pas d’autres explications. (8) »</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">Toujours d’après le Dr Yeadon, et de nombreux autres scientifiques, la protéine spike produite par les mARN du « vaccin » a la capacité de détruire votre santé, et si vous êtes en âge de procréer, de vous rendre stérile. Le but recherché de cette ingéniérie génique n’est donc pas la production d’anticorps pour vous protéger, mais la production de cette fameuse protéine spike. Cette protéine toxique peut se loger n’importe où dans votre corps: le cœur, les vaisseaux pulmonaires, les capillaires du cerveau, les ovaires, l'utérus, le placenta, les cellules séminales qui fabriquent les spermatozoïdes, etc. Et c’est sans parler des autres composants dont on ne connaît pas la nature. À quoi servent-ils exactement ? Pourquoi tenir cette information secrète ? Ne sommes-nous pas en droit de le savoir ?</p><p class="MsoNormal"><span style="font-size: medium;"><br /></span></p><p class="MsoNormal"><span style="font-size: medium;">Voici ce que dit le Groupe REINFO COVID sur les vaccins à mARN :</span></p><div class="form-control video-share-details" id="share-modal-embed"><div class="form-control video-share-details" id="share-modal-embed"><blockquote><span style="font-size: medium;">L’examen des données disponibles suggère clairement qu’une mortalité vaccinale inédite est en train de se développer partout en Occident, en lien avec l’usage des nouveaux vaccins anti-covid. […[ Et cette mortalité vaccinale n’est que la pointe émergée de l’iceberg des effets indésirables graves. Même réduite à ses plus élémentaires principes de déontologie (primum non nocher), l’approche de cette question en termes de santé publique devrait donc conduire à suspendre d’urgence la campagne vaccinale […]. (9)</span></blockquote></div><div class="form-control video-share-details" id="share-modal-embed"><span style="font-size: medium;"><br /></span></div><div class="form-control video-share-details" id="share-modal-embed"><span style="font-size: medium;">Voir aussi le témoignage du Dr Zelenko :</span></div><div class="form-control video-share-details" id="share-modal-embed"><h3 class="post-title entry-title" itemprop="name" style="background-color: white; color: #0000ae; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-stretch: normal; font-weight: normal; line-height: normal; margin: 0.75em 0px 0px; orphans: 2; position: relative; widows: 2;"><span style="font-size: medium;"><a href="https://chroniquesdelavieillerepublique.blogspot.com/2021/08/dr-vzelenko-sur-la-dangerosite-des.html">Dr. V. Zelenko sur la dangerosité des vaccins (1), la corruption de Big Pharma derrière le COVID-19 (2) et l’hypothèse d’une arme biologique génocidaire (3)</a></span></h3></div><div class="form-control video-share-details" id="share-modal-embed"><br /></div></div><div class="form-control video-share-details" id="share-modal-embed"><b><span style="font-family: Calibri; font-size: 14pt;"><br /></span></b></div><div class="form-control video-share-details" id="share-modal-embed"><b><span style="font-family: Calibri; font-size: 14pt;">Les matins glorieux au bout du chemin</span></b></div><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">Voici le but ultime de cette « plandémie » : il s’agit d’imposer à une échelle planétaire un passeport sanitaire électronique qui sera géré centralement par les oligarques qui ont manigancé cette plandémie médiatique avec la complicité de l'OMS et des gouvernements. Cet outil de contrôle et de surveillance permettra d'imposer la gouvernance mondiale et la dépopulation à l’aide d'injections toxiques répétées en réponse aux nouveaux variants « typographiques » qui surgissent. </p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">Ce système de flicage sera mis en place graduellement selon le principe de la grenouille ébouillantée. On commencera par l'exiger pour les restaurants et le cinéma, par exemple, puis on passera graduellement à d'autres services. Sous la menace continuelle de nouveaux variants prétendument dangereux, on vous forcera dès lors à renouveler vos injections régulièrement pour avoir accès aux soins, à la nourriture, votre compte en banque, les transports en commun, etc. Vous recevrez sur l’App de votre téléphone intelligent un avis vous invitant à renouveler votre « vaccin ». Vous aurez alors 20 jours, par exemple, pour vous faire piquer avant d’être en rupture de services. </p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">Et vous ne pourrez rien faire une fois que ce système de contrôle sera mis en place, les mesures de surveillance à l’instar des impôts et des taxes n’étant en effet jamais temporaires, mais toujours cumulatives et permanentes. De fait, les gouvernements ne reviennent jamais en arrière particulièrement en ce qui concerne les mesures liberticides. Pour votre bien, vous dira-t-on, <i>Big Brother </i>aura l’œil sur vous 24 h sur 24. Si vous avez le malheur de résister, on vous coupera tout simplement les vivres; l'argent liquide dans ce meilleur des mondes étant chose du passé, à moins d'avoir un moyen de subsistance alternatif, vous ne survivrez pas sans votre passe. Ce sera la société totalitaire la plus aboutie que le monde ait connue (10).</p><p class="MsoNormal" style="font-size: medium;"><br /></p><p class="MsoNormal" style="font-size: medium;">Dans ce dessin animé en anglais, facile à comprendre, on vous explique en quelques minutes ce que vous devez savoir non seulement sur cette fausse pandémie, mais sur les prétendus vaccins :</p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><a href="https://videos.files.wordpress.com/p8R7ebPy/if-people-get-jabbed-after-watching-this-they-are-beyond-saving-3_mp4_dvd.mp4">https://videos.files.wordpress.com/p8R7ebPy/if-people-get-jabbed-after-watching-this-they-are-beyond-saving-3_mp4_dvd.mp4</a></p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><b><br /></b></p><p class="MsoNormal" style="font-size: medium;"><b>NOTES</b></p><p class="MsoNormal" style="font-size: medium;">1. « The Great Reset (3) », <i>Faits & Documents</i>, n<sup>o</sup>489, 2020.</p><p class="MsoNormal" style="font-size: medium;">2. Naomi KLEIN, <i>La Stratégie du choc : La Montée d’un capitalisme du désastre</i>, essai traduit de l’anglais canadien par Lori Saint-Martin et Paul Gagné, Leméac, 2010.</p><p class="MsoNormal" style="font-size: medium;">3. Edwin Mora, “<a href="https://www.breitbart.com/politics/2020/09/25/cdc-data-shows-high-virus-survival-rate-99-plus-for-ages-69-and-younger-94-6-for-older/">CDC Data Shows High Virus Survival Rate: 99%-Plus for Ages 69 and Younger, 94.6% for Older</a>”, <i>Breibart News</i>, 20 septembre 2020.</p><p class="MsoNormal" style="font-size: medium;">4. <a href="https://www.youtube.com/watch?v=e6CA3q0qZdU"><i>Séminaire Peter A. McCullough</i></a>, IHU Méditerranée-Infection, 5 juillet 2021, <i>YouTube</i>.</p><p class="MsoNormal" style="font-size: medium;">5. Scrips National, “<a href="https://www.thedenverchannel.com/news/national/flu-cases-plummeted-during-the-2020-2021-season-cdc-says">Flu cases plummeted during the 2020-2021 season</a>”, CDC says, <i>The Denver Channel</i>, 24 mai 2021.</p><p class="MsoNormal" style="font-size: medium;">6. Dr. Mike Yeadon, “<a href="https://www.bitchute.com/video/4s9awAWFujlq/">A final Warning. Planet Lockdown</a>”, <i>Bitchute</i>.</p><p class="MsoNormal" style="font-size: medium;">7. <i>Ibid</i>.</p><p class="MsoNormal" style="font-size: medium;">8. <i>Ibid</i>.</p><p class="MsoNormal" style="font-size: medium;">9. <a href="https://reinfocovid.fr/science/episode-61-la-dangerosite-des-nouveaux-vaccins-anti-covid-est-un-fait-historique/">La dangerosité des nouveaux vaccins anti-civid est un fait historique</a>, REINFO COVID, le 20 août 2021. </p><p class="MsoNormal" style="font-size: medium;"> 10.<i> </i>Dr. Mike Yeadon. <i>Article cité</i>.</p><p class="MsoNormal" style="font-size: medium;"><o:p></o:p></p><p class="MsoNormal" style="font-size: medium;"><o:p> </o:p></p><style class="WebKit-mso-list-quirks-style">
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</style>Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-80776417187723187382020-01-11T11:27:00.003-08:002023-09-11T07:27:13.928-07:00L'origine du brasier australien<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;">Charles Danten</span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzoJDJtpiHPwE_3pElslWu7Q8eUfyI8oOGJlp9tP3Rolz2XkgQpE4naDe0Xnipgm7eCxSYzSA3A073OoIZGNybkK9ihgAnKSg_yunInC3vNKVkbL4DCsOkWlVfEjh1V_eePdjRjaczDmFp/s1600/koala.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="490" data-original-width="733" height="427" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzoJDJtpiHPwE_3pElslWu7Q8eUfyI8oOGJlp9tP3Rolz2XkgQpE4naDe0Xnipgm7eCxSYzSA3A073OoIZGNybkK9ihgAnKSg_yunInC3vNKVkbL4DCsOkWlVfEjh1V_eePdjRjaczDmFp/s640/koala.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">Koala échappé du brasier australien</span></td></tr>
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<span style="font-size: large;">L'importance, l'intensité et la durée des feux de brousse qui dévastent actuellement l’Australie, et qui ont tué des millions d'animaux sauvages, sont largement dues aux politiques écologiques insensées du Parti vert d’Australie (éco-marxisme). </span><br />
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<span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: large;">En croyant bien faire, afin de préserver la nature et les animaux, ce parti a en effet introduit des lois interdisant la coupe et le nettoyage des sous-bois autour des maisons et dans certaines régions forestières à haut risque d’incendie ; ces sous-bois sont les combustibles qui entretiennent ces feux.</span><br />
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<span style="font-size: large;">Pour les mêmes raisons, le Parti vert a aussi fait interdire les couloirs sans végétation (<i>fire trails</i>) qui limitaient auparavant la propagation des feux de brousse. </span><br />
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<span style="font-size: large;">Or, ces bonnes intentions qui n'ont pas en soi mis le feu aux poudres ont certainement pavé la route de l'enfer australien que nous connaissons, et que nous ne voulons pas reproduire ni au Québec ni ailleurs.</span><br />
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<span style="font-size: large;">Comme il fallait s'y attendre, les activistes du changement climatique se sont saisis de cette occasion en or pour promouvoir leur projet de gouvernance mondiale qu'ils cherchent à imposer au monde par des moyens non démocratiques comme le catastrophisme épidémique, climatique et écologique.</span><br />
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<span style="font-size: large;">Voir l’article ci-dessous du <i style="-webkit-font-smoothing: antialiased;">New York Post</i> :</span></div>
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<span style="font-size: large;"><a href="https://nypost.com/2020/01/08/celebrities-activists-using-australia-bushfire-crisis-to-push-dangerous-climate-change-myth-devine/">Celebrities, activists using Australia bushfire crisis to push dangerous climate change myth</a></span><br />
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<span style="font-size: large;">(Voir à ce sujet la version longue de mon article sur</span><span style="font-size: large;"> <span style="color: blue;"><a href="http://charles-danten.blogspot.com/2019/09/les-ours-polaire-sont-en-pleine-forme.html">la supercherie climatique</a>.</span></span><br />
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<div style="-webkit-font-smoothing: antialiased; border: 0px; font-stretch: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">
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<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: medium;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;">Or, qu'il soit dit une fois pour toutes, les brasiers de l'Australie - tout comme ceux de l'Amazonie - sont bel et bien dus aux activités humaines, mais pas celles que l'on croit.</span></span></span></span></span></span><br />
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<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: small;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;">Ces feux de forêt gigantesques qui n'en finissent plus de bruler sont en effet d'origine criminelle ou accidentelle dans la majorité des cas </span></span></span></span></span></span><span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: small;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;">(1). </span></span></span></span></span></span><br />
<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: small;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;"><br /></span></span></span></span></span></span>
<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: small;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;">De fait, </span></span></span></span></span></span><span style="font-size: large;"><a href="https://www.zerohedge.com/geopolitical/nearly-200-people-arrested-across-australia-deliberately-starting-bushfires?fbclid=IwAR0NX5YPjAWtjTFoJsP6QWZNW7qLrAwSnyhpDjuTQ_LOMvS6Mp2sMWL514M" style="font-family: calibri, helvetica, sans-serif;">plus de 200 pyromanes associés à cet incendie ont été arrêtés</a><span style="font-family: "calibri" , "helvetica" , sans-serif;">. Un grand nombre d'entre eux sont des militants écologistes qui se sont mis dans la tête qu'il fallait absolument faire peur à la population pour que les gouvernements agissent dans leur sens, c'est-à-dire <a href="http://charles-danten.blogspot.com/2019/09/les-ours-polaire-sont-en-pleine-forme.html">la gouvernance mondiale et le socialisme</a> (marxisme).</span></span><br />
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<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: medium;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;">Mais si ces brasiers se sont ensuite propagés et intensifiés indument, c'est largement à cause des politiques insensées du Parti vert d'Australie. </span></span></span></span></span></span><br />
<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: medium;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;"><br /></span></span></span></span></span></span>
<span style="font-stretch: inherit;"><span style="line-height: inherit;"><span style="vertical-align: baseline;"><span style="font-family: "calibri" , "helvetica" , sans-serif; font-size: medium;"><span style="font-family: "calibri" , "helvetica" , sans-serif;"><span style="font-size: large;">Le réchauffement climatique soi-disant dû aux énergies fossiles n'a rien à voir dans cette tragédie.</span></span></span></span></span></span><br />
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<span style="font-size: large;">Référence</span><br />
<span style="font-size: large;"><br /></span><span style="font-size: large;">1. Nick Culvert (2019). </span><span style="caret-color: rgb(51, 51, 51); color: #333333; font-family: "abcsans" , "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><a href="https://www.abc.net.au/news/science/2019-11-20/bushfire-ignition-source-how-we-know/11701132">This is how most bushfires in Australia start,</a></span></span><span style="caret-color: rgb(51, 51, 51); color: #333333; font-family: "abcsans" , "arial" , "helvetica" , sans-serif;"><span style="font-size: large;"><a href="https://www.abc.net.au/news/science/2019-11-20/bushfire-ignition-source-how-we-know/11701132"> and how we know.</a> ABC Science.</span></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-40088992972831771032019-09-27T06:08:00.004-07:002022-03-12T09:26:51.643-08:00Les ours polaires sont en pleine forme, Mlle Thunberg<div dir="ltr" style="text-align: left;" trbidi="on">
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">La supercherie climatique, une vérité qui dérange</span><br />
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<span face=""arial" , "helvetica" , sans-serif" style="font-size: large;">Charles Danten</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjroUjl1YKsbb3oGStffjATIDqNuSYXAOk9Yj-V-RuXANjpXBNxEvmhhnKSLNYsQataYIUKWjnOT_lPSBzeWqc5dJ9alXd6piCIG_6c4hpC407J9hPMre-1dlGvJGfWPjcg3h2VygxJ0B7V/s1600/ours_polaire.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="317" data-original-width="478" height="424" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjroUjl1YKsbb3oGStffjATIDqNuSYXAOk9Yj-V-RuXANjpXBNxEvmhhnKSLNYsQataYIUKWjnOT_lPSBzeWqc5dJ9alXd6piCIG_6c4hpC407J9hPMre-1dlGvJGfWPjcg3h2VygxJ0B7V/s640/ours_polaire.png" width="640" /></a></div>
<span style="font-size: large;"><div class="MsoNormal" style="font-family: Cambria; margin: 0cm 0cm 0.0001pt;"><span style="font-size: large;"><br /></span></div>Les thèses du célèbre documentaire sur le réchauffement climatique, <i>Une vérité qui dérange</i>, sont l’invention d’un scientifique véreux nommé, Michael Mann, un climatologue de renommée internationale travaillant pour le </span><span style="font-size: large;">Groupe d’experts intergouvernemental sur l’évolution du climat (GIEC) de l'ONU </span><span style="font-size: large;">(1). </span></div>
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<span style="font-size: large;">Son graphique en forme de bâton de hockey publié pour la première fois en 1998 dans la revue scientifique, <i>Nature </i>(2)<i>, </i>était la vedette du rapport sur le climat de l’ONU (2001) qui s’est traduit par une levée de boucliers d’une ampleur sans précédent (3). <o:p></o:p></span><br />
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<span style="font-size: large;">Cette courbe falsifiée par le Dr Mann et ses collègues montrait que le climat était monté en flèche après plus de 1000 ans de stabilité, et que cette hausse de température aussi soudaine qu’inédite ne pouvait être due qu'à l’activité humaine, notamment à la production de CO2, cette molécule « climatocide » que la jeune militante écologique de 16 ans, Greta Thunberg, prétend voir à l’œil nu (4). <o:p></o:p></span></div>
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<span style="font-family: "cambria"; font-size: large;">Or, depuis que Mlle Greta a vu, de ses yeux vus, le CO2 dramatiquement illustré par la courbe de Mann, elle est convaincue comme bien des gens que la crise climatique est une crise mondiale, la plus grande crise jamais affrontée par l’humanité. « Nous ne pourrons pas sauver la Terre sans nous unir », déclare l'égérie de l’ONU à son arrivée à New York, sur un voilier de milliardaire, pour la conférence sur le changement climatique (2019). </span><br />
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<span style="font-family: "cambria"; font-size: large;">« Écoutez la science M. Trump, supplie la chou chou des antifas, mais il ne le fait évidemment pas, personne n’a réussi à le convaincre que la crise climatique est réelle et que la situation est urgente, alors pourquoi y arriverais-je ? </span><span style="font-family: "cambria"; font-size: large;">(5) </span><span style="font-family: "cambria"; font-size: large;">», déplore l’égérie du catastrophisme climatique dirigée de main de maître par </span><span style="color: red; font-family: "cambria"; font-size: large;"><a href="https://freewestmedia.com/2019/04/24/george-soros-is-backing-greta-thunberg/">Luisa-Marie Neubauer</a></span><span style="font-family: "cambria"; font-size: large;"> </span><span style="font-size: large;"><span style="font-family: "cambria";">du groupe écologique <i>One Foundation</i>, un organisme financé notamment par le chanteur Bono, Bill et Mélissa Gates de même que le réseau</span><span style="font-family: "cambria";"> </span><i style="font-family: Cambria;">Open Society </i><span style="font-family: "cambria";">de Georges Soros, le mentor de Justin Trudeau (6).</span></span><br />
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<span style="font-size: large;">Vous avez raison Mlle, vous n’arriverez pas à convaincre Donald Trump. Savez-vous pourquoi ? Parce qu’un adulte comme Trump ne prend pas au mot ce que peut bien dire une gamine de votre genre qui passe son temps à foxer l’école. Et parce que la science, la vraie, celle qui n’est pas frelatée par les oligarques et les idéologues qui vous mènent par le bout du nez, n’est pas de votre côté (7). </span><br />
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<span style="font-size: large;">C’est dérangeant pour vous et tous les enfants et leurs parents qui vous suivent aveuglément, car c’est contraire aux idées fausses que les médias de masse et l’école vous ont inculquées depuis vingt ans, mais c’est ainsi, Mlle, vous n’y pouvez rien, la science, la vraie, ne transige pas avec la réalité. <o:p></o:p></span></div>
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<span style="font-size: large;">De fait, en 2003, une étude canadienne a montré, sans équivoque, que la courbe en forme de bâton de hockey devenue l’icône des écologistes du monde entier est principalement un artéfact dû à une mauvaise gestion des données, des données obsolètes et un calcul incorrect des principaux facteurs (8). « Lorsqu’on a recalculé les données, précise le climatologue, John O’Sullivan, la courbe a montré qu’il y avait eu un réchauffement au 15</span><span style="font-size: medium;">e<span style="font-size: 20px;"> </span><span style="font-size: large;">siècle plus important que celui du 20</span>e<span style="font-size: large;"> </span><span style="font-size: large;">siècle » (9).</span></span></div>
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<span style="font-family: "cambria"; font-size: medium;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuRkAyCr9dE6RkeKKeQA06m_6n3BZrZoQYPIXKxDToQBPIm_o9typwxclUtaBVtwBn-tRsg09fcuYs6jAt_56xMwh1Kjyfirtqq6KpcmcES0BHJTKMwEqUlIb0hq7sZnkNeL13JnLESQ-t/s1600/john_Daly.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="390" data-original-width="564" height="442" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuRkAyCr9dE6RkeKKeQA06m_6n3BZrZoQYPIXKxDToQBPIm_o9typwxclUtaBVtwBn-tRsg09fcuYs6jAt_56xMwh1Kjyfirtqq6KpcmcES0BHJTKMwEqUlIb0hq7sZnkNeL13JnLESQ-t/s640/john_Daly.png" width="640" /></a></span></span></div>
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<span style="font-family: "cambria";"><span style="font-size: large;">Comme on peut le constater dans le graphique ci-dessous, entre le 10<sup>e </sup>et le 14<sup>e </sup>siècle, en plein Moyen Âge, la température moyenne de l’Europe est en effet montée jusqu’à 10<sup>o </sup>C au-dessus de la moyenne des températures enregistrées au 20<sup>e </sup>siècle, soit plus de 9<sup>o </sup>C plus élevés que les hausses les plus récentes d’environ 0,5<sup>o </sup>C. Cette hausse de température a été suivie d’une mini période glaciaire qui a duré jusqu’au début du 20<sup>e </sup>siècle. </span></span><br />
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<span style="font-family: "cambria";"><span style="font-size: large;">Depuis ce temps, la température se réchauffe tranquillement, c’est normal après une période de froid, mais il n’y a pas eu de montée en flèche fracassante de la température, et n’ayez crainte, Mlle Thunberg, <span style="color: blue;"><span style="color: blue;"><a href="https://m.washingtontimes.com/news/2019/oct/20/susan-crockford-fired-after-finding-polar-bears-th/">les ours polaires sont en pleine forme</a></span>,</span> et n'ont jamais été en danger puisqu'ils ont survécu à des températures beaucoup plus élevées que maintenant (10)(11).</span></span><span face="-webkit-standard"></span><br />
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<tr><td style="text-align: center;"><span style="margin-left: auto; margin-right: auto;"><a href="https://polarbearscience.com/2019/03/19/the-polar-bear-catastrophe-that-never-happened-is-now-for-sale/"><img border="0" data-original-height="350" data-original-width="236" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkPP25A9UaUoOiiSTSJR18ClD6VMx4R3vpaPTUozEGOBPK2xq1jluXlhKgziXOEgSDCy5jUi9e4yoc9uQXcIr8C9o7eK0Cl4evBjoMlWc9rYmZjmdBkNZUU8SoqAu5jeC2TDZ3QZNLQB1T/s400/Capture+d%25E2%2580%2599e%25CC%2581cran+2019-10-23+a%25CC%2580+19.04.51.png" width="268" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Susan <a href="https://polarbearscience.com/2019/03/19/the-polar-bear-catastrophe-that-never-happened-is-now-for-sale/">Crockford, une scientifique de haut niveau, a perdu son poste<br />pour avoir contesté le mythe de l'ours polaire en danger</a></span></td></tr>
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<span style="font-size: large;"><span style="font-family: "cambria";">En d’autres mots, la courbe de la température climatique des dix siècles passés, voire des cent siècles passés ne ressemble pas du tout à un bâton de hockey, mais à une montagne russe. Ça monte, ça descend. Ça passe de la chaleur torride au froid polaire. </span></span><br />
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<span style="font-size: large;"><span style="font-family: "cambria";">Et nous tous, pauvres petits humains insignifiants que nous sommes, n’avons rien à voir là-dedans, c'est surtout le <span style="color: blue;"><a href="https://principia-scientific.org/vast-body-of-scientific-data-for-past-2000-years-affirms-sun-not-co2-controls-climate/">soleil qui contrôle le climat</a>.</span> Le lien entre l'activité du soleil et la température globale est d'ailleurs scientifiquement établi. </span></span><br />
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<span style="font-size: large;"><span style="font-family: "cambria";">Rien à voir avec le CO2 produit par les énergies fossiles qui ne représente que 4 % des émissions de CO2 dans l'atmosphère, et non 90 % comme le prétend faussement le GIEC (ONU). La majorité du CO2 (90 %) provient de la décomposition de la matière organique végétale et animale (12). </span></span><br />
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<span style="font-size: large;"><span style="font-family: "cambria";">Dans le graphique ci-dessous, on voit à droite la période de réchauffement médiévale (<i>medieval</i></span><i style="font-family: cambria;"> warming</i><span style="font-family: "cambria";">) et tout au bout en rouge, le réchauffement actuel. On constate dans ce graphique que les émissions de CO2 des énergies fossiles n'existaient pas pendant les périodes les plus chaudes de l'histoire terrestre. <o:p></o:p></span></span><br />
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<span style="font-size: large;">Pour ne pas nuire à leurs intérêts, Michael Mann et son équipe de pseudo scientifiques du GIEC (ONU) ont tout simplement effacé de leurs travaux cette vérité dérangeante. Comme aucune de leurs prévisions de réchauffement catastrophique ne se produisait, ils ont par ailleurs changé le terme « réchauffement climatique » pour « changement climatique », comme ça, aucune chance de se tromper, car par définition le climat change constamment.</span><br />
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<span style="font-size: large;">C’est le Dr Tim Ball, un climatologue canadien qui a découvert le pot aux roses. Ce chevalier sans peur et sans reproche, tout droit sorti d’une gravure d’Albrecht Dürer, mérite tous les honneurs, car le procès pour diffamation que lui a intenté Michael Mann était loin d’être gagné (13). </span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;"><span style="color: blue;"><a href="https://fr.wikipedia.org/wiki/Le_Chevalier%2C_la_Mort_et_le_Diable">Le chevalier, Tim Ball, la mort, les Fabiens, et le diable</a>,<u> M. Mann</u></span></span></td></tr>
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<span style="font-size: large;"><span style="font-family: "cambria";">Mann, ce climat-criminel était en effet moralement soutenu par un grand nombre de climatologues aussi pourris que lui ; il était également soutenu financièrement non seulement par l’ONU, mais par la Fondation Suzuki, une organisation elle-même financée par des grandes corporations et des fondations comme la Fondation Rockefeller (14), membre influent de la </span><span style="color: blue; font-family: "cambria";"><a href="http://quebecoisdesouche.info/la-societe-fabienne-les-maitres-de-la-subversion-demasques/"><span style="color: blue;">Société fabienne</span></a>.</span></span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">Banderole affichée par l’« <a href="https://fr.wikipedia.org/wiki/Extinction_Rebellion"><span style="color: blue;">Extinction Rebellion</span> </a>»</span></td></tr>
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<span style="font-size: large;"><span style="font-family: "cambria";">La Société fabienne dont l’objectif est d’instaurer subrepticement, par des moyens non démocratiques, le socialisme planétaire, le démantèlement des Nations, l'ouverture des frontières et la gouvernance mondiale (15) compte parmi ces membres, les Rockefeller, les Rothschild, George Soros, Barack Obama, les Clinton, Tony Blair, François Hollande, Jeremy Corbin, Ehud Barak, Gerhard Schröder et feu Pierre Eliot Trudeau et son fils, Justin Trudeau </span><span style="font-family: "cambria";">(16)(17).<o:p></o:p></span></span></div>
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<span style="font-size: large;">David Rockefeller, par exemple, ne cachait d’ailleurs pas sa volonté d’unifier la terre en un seul pays et de réaliser la gouvernance mondiale : « Certains pensent même que nous [<i>la famille Rockefeller</i>] faisons partie d’une cabale qui travaille contre les intérêts supérieurs des États-Unis ; que nous serions des internationalistes conspirant avec d’autres autour de la planète afin de construire une structure politique et économique plus intégrée – un seul monde, si vous voulez. Si c’est de cela qu’on m’accuse, je suis coupable, et j’en suis fier. (18) »<o:p></o:p></span></div>
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<span style="font-size: large;">Comme le dit David Ruse, l’auteur du livre, <i><a href="https://www.amazon.ca/Fake-Science-Exposing-Skewed-Statistics/dp/1683669177?SubscriptionId=AKIAILSHYYTFIVPWUY6Q&tag=duc12-20&linkCode=xm2&camp=2025&creative=165953&creativeASIN=1683669177">Fake Science</a>, </i>«<i> </i>l’arnaque du réchauffement climatique favorise la réalisation de ce qu’on appelle la gouvernance mondiale, un réseau d’institutions encadrées par des bureaucrates de l’ONU à New York et à Genève devant qui les États souverains doivent se présenter et rendre des comptes sur une base régulière. L’idée est de céder sa souveraineté, petit à petit, à des organisations que les Américains [<i>citoyens du monde entier</i>] moyens ne peuvent voir, et encore moins contacter (19) ». </span><br />
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</span><span style="font-size: large;"><span style="font-family: "cambria";">Le cerveau de ce plan machiavélique est </span></span><a href="https://fr.wikipedia.org/wiki/Maurice_Strong"><span style="font-size: large;">Maurice Strong</span></a>, <span style="font-size: large;">un socialiste Fabien aujourd’hui décédé </span><span style="font-size: large;">(20). Par souci d’égalitarisme, celui-ci s’est servi de l’écologie et de la science du climat pour appauvrir les nations riches au profit des nations pauvres. « Le Programme des Nations unies pour l'environnement et le Groupe d’experts intergouvernemental sur l’évolution du climat (GIEC) furent ses instruments, souligne le climatologue Tim Ball ; Strong les a réunis au Sommet de Rio en 1992 [<i><a href="https://www.youtube.com/watch?v=qXqOzAWeTmY&feature=emb_logo">Agenda 21</a></i>]. Mais le fruit de ses efforts et des politiques qu’ils ont engendré fait désormais souffrir les pauvres et les classes moyennes de tous les pays en raison de l’augmentation du prix de la nourriture et du coût de l’énergie. (21) »</span><br />
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<span style="font-size: large;">Ce qui explique aussi pourquoi le climat-menteur, Michael Mann, milite pour faire destituer Donald Trump qui s'oppose farouchement à la gouvernance mondiale et à la destruction des nations.</span><br />
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<span style="font-size: large;">En résumé, Mlle Thunberg, l’ennemi commun contre lequel nous devons nous unir n’est ni le changement climatique ni le CO2, mais une petite clique de malades déterminée à réaliser leur projet diabolique, sans nous consulter… que ça nous plaise ou non ! Dans cette supercherie climatique, c’est sans aucun doute la vérité la plus dérangeante.</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">« Ces alarmistes exigent toujours la même chose, le pouvoir absolu de dominer, transformer et controller chaque facette de notre vie. » </span><br />
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">D. Trump, discours de Davos du 21 février 2020.</span><br />
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<span style="font-size: large;"><a href="https://www.rt.com/usa/478786-trump-davos-rejects-environmental-doom/" style="font-family: -webkit-standard;">https://www.rt.com/usa/478786-trump-davos-rejects-environmental-doom/</a></span></div>
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<span style="font-size: large;">Bibliographie</span></div>
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<span style="font-size: large;">Ball, Tim, phd (2014). <i><a href="https://www.amazon.ca/-/fr/Tim-Ball/dp/0988877740/ref=sr_1_1?__mk_fr_CA=%C3%85M%C3%85%C5%BD%C3%95%C3%91&keywords=The+deliberate+corruption+of+climate+science&qid=1571873272&s=books&sr=1-1">The deliberate corruption of climate science</a></i>. Stairway Press.</span></div>
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<span style="font-size: large;">Boulianne, Guy (2019). <i><a href="https://www.amazon.ca/Soci%C3%A9t%C3%A9-fabienne-ma%C3%AEtres-subversion-d%C3%A9masqu%C3%A9s/dp/177076738X">La Société fabienne: les maîtres de la subversion démasqués</a></i>. Éditions Dédicaces.</span></div>
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<span style="font-size: large;">Crawford, Susan (2019). <i><a href="https://www.amazon.ca/Polar-Bear-Catastrophe-Never-Happened/dp/0993119085/ref=cm_cr_arp_d_product_top?ie=UTF8&language=fr_CA">The Polar Bear Catastrophe That Never Happened.</a></i> The Global Warming Policy Foundation.</span></div>
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<span style="font-size: large;">Cuddy, Dennis L. phd (2008). <i><a href="https://www.amazon.ca/-/fr/Dennis-L-Cuddy/dp/193364110X/ref=sr_1_1?__mk_fr_CA=%C3%85M%C3%85%C5%BD%C3%95%C3%91&keywords=The+Road+to+Socialism+and+the+New+World+Order&qid=1571873302&s=books&sr=1-1">The Road to Socialism and the New World Order</a></i>. Cuddy.</span></div>
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<span style="font-size: large;">Geoffroy, Michel (2018).<a href="https://www.amazon.ca/-/fr/Michel-Geoffroy/dp/2372710958/ref=sr_1_1?__mk_fr_CA=%C3%85M%C3%85%C5%BD%C3%95%C3%91&keywords=La+super-classe+mondiale+contre+les+peuples.&qid=1571873330&s=books&sr=1-1"> <i>La super-classe mondiale contre les peuples</i>.</a> Via Romana.</span><br />
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<span style="font-size: large;">Gervais François (2013). <span style="color: blue;"><a href="https://www.amazon.ca/LINNOCENCE-DU-CARBONE-Leffet-question/dp/2226209166">L'innocence du carbone. L'effet de serre remis en question</a>.</span> Albin Michel.</span></div>
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<span style="font-size: large;">Green, John (2015). <i><a href="http://saint-remi.fr/fr/judaisme-franc-maconnerie/1403-la-societe-fabienne-l-instauration-d-un-nouvel-ordre-international-chez-beatrice-et-sidney-webb.html?search_query=La+societe+fabienne&results=1">La société Fabienne. L’instauration d’un nouvel ordre internationale chez Béatrice et Sydney Webb</a></i>. Éditions Saint-Rémi.</span></div>
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<span style="font-size: large;">Plaquevent, Pierre-Antoine (2018). <i><a href="https://www.amazon.fr/SOROS-soci%C3%A9t%C3%A9-ouverte-M%C3%A9tapolitique-globalisme/dp/2355120870/ref=sr_1_1?__mk_fr_CA=%C3%85M%C3%85%C5%BD%C3%95%C3%91&keywords=Soros+et+la+soci%C3%A9t%C3%A9+ouverte.+M%C3%A9tapolitique+du+globalisme&qid=1571873516&s=books&sr=1-1">Soros et la société ouverte. Métapolitique du globalisme</a>.</i> Le retour aux sources.</span></div>
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<span style="font-size: large;">Ruse, David (2017). <i><a href="https://www.amazon.ca/Fake-Science-Exposing-Skewed-Statistics/dp/1683669177?SubscriptionId=AKIAILSHYYTFIVPWUY6Q&tag=duc12-20&linkCode=xm2&camp=2025&creative=165953&creativeASIN=1683669177">Fake Science. Exposing the Left’s skewed statistics, fuzzy facts, and doggy data</a></i>. Regency Publishing.</span></div>
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<span style="font-size: large;">Soral, Alain (2011). <i><a href="https://www.amazon.ca/Comprendre-lempire-gouvernance-globale-r%C3%A9volte/dp/284628248X/ref=sr_1_fkmr0_1?keywords=Comprendre+l%27empire.+Demain+la+gouvernance+mondiale+ou+la+r%C3%A9volte+des+nations&qid=1571873710&sr=8-1-fkmr0">Comprendre l'empire. Demain la gouvernance mondiale ou la révolte des nations</a>.</i> Éditions Blanche. </span></div>
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<span style="font-size: large;">1. John O’Sullivan (23 août 2019). <a href="https://www.sott.net/article/419217-Climate-fraud-justice-Dr-Tim-Ball-defeats-Michael-Manns-climate-lawsuit#comment275787" style="color: purple;">Climate fraud justice: Dr Tim Ball defeats Michael Mann’s climate lawsuit</a>. <i>Signs of the Times</i>, [en ligne].<o:p></o:p></span></div>
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<span style="font-size: large;">2. Michael E. Mann, Raymond S. Bradley & Malcolm K. Hughes (avril 1998). <a href="https://www.nature.com/articles/33859.epdf?referrer_access_token=UcQMRAUPUscPRGtZ_nmN0tRgN0jAjWel9jnR3ZoTv0PIU6928D7U3LQJxug20QYL9ESIIW5WxXKIhZdkFHPvJyCgGXYnBzO2iiIqbRp1deponI44NSXsWPHevD1owOCzy-M7seCPmAtP9uptNzLwM0cPBtAqbyWTRLYziB4QAcNUZppYicirN1qvEePdK7PXfPV0rWC3s1R_r-yu5jgaARXTHsmrZypQ4t2zgUOLblqSL4dO3ayXicSrBFhH94ERlk4rGXq0DDsogNi_Vg4Asw%3D%3D&tracking_referrer=blogs.scientificamerican.com" style="color: purple;">Global-scale temperature patterns and climate forcing over the past six centuries</a>. <i>Nature</i>, vol. 392, p. 779-787.<o:p></o:p></span></div>
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<span style="font-size: large;">3. Bilan 2001 des changements climatiques. <a href="http://www.grida.no/climate/ipcc_tar/vol4/french/index.htm" style="color: purple;">Rapport de synthèse</a>. Groupe d’experts intergouvernemental sur l’évolution du climat (GIEC). Organisation des Nations Unis. <o:p></o:p></span></div>
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<span style="font-size: large;">4. Benoît Rayski (25 juin 2019). <a href="https://www.atlantico.fr/decryptage/3575017/mieux-que-jeanne-d-arc--greta-thunberg-voit-le-co--a-l-oeil-nu--benoit-rayski" style="color: purple;">Le crétinisme pollue aussi. Mieux que Jeanne d'Arc : Greta Thunberg voit le CO² à l'œil nu !</a> <i>Atlantico</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">5. New York : Écoutez la science M. Trump. <i>France 24 Français</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">6. </span><span style="font-size: large;"><span style="font-family: "cambria";">George Soros is backing Greta Thunberg. Behind the world famous 16-year-old climate activist, there is a liberal oligarch and a globalist movement.</span><span style="font-family: "cambria";"> </span><i style="font-family: Cambria;">Free West Media </i><span style="font-family: "cambria";">(24 avril 2019).</span></span><br />
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<span style="font-size: large;">7. Ferdinand Bardamu (September 17, 2019). <a href="https://www.theoccidentalobserver.net/2019/09/17/global-warming-and-the-leftist-war-on-western-industrial-society-parts-i-and-ii/?unapproved=319618&moderation-hash=62fc456e1d2ac7687557861452fd5c40#comment-319618" style="color: purple;">Global Warming and the Leftist War on Western Industrial Society, Parts I and II</a> & <a href="https://www.theoccidentalobserver.net/2019/09/18/global-warming-and-the-leftist-war-on-western-industrial-society-parts-iii-v/">Parts III and IV</a> <i>The Occidental Observer</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">8. Stephen McIntyre et Ross McKitrick (2003).<a href="http://www.multi-science.co.uk/mcintyre-mckitrick.pdf"> Corrections to the mann et. al. (1998) proxy data base and northern hemispheric average temperature series</a>. <i>Energy & Environment</i>, vol. 14, n<sup>o</sup>6.<i><o:p></o:p></i></span></div>
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<span style="font-size: large;">9. John O’Sullivan. <i>Article cité.<o:p></o:p></i></span></div>
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<span style="font-size: large;">10. Tim Ball, phd (2014). <a href="https://www.amazon.com/Deliberate-Corruption-Climate-Science-ebook/dp/B00HXO9XGS/ref=sr_1_1?keywords=tim+ball+deliberate+corruption+of+climate+science&qid=1566595875&s=digital-text&sr=1-1" style="color: purple;"><i>The deliberate corruption of climate science</i>.</a> Stairway Press.<o:p></o:p></span></div>
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<span style="font-size: large;">11. </span><span style="font-size: large;"><span style="caret-color: rgb(34, 34, 34); color: #222222; font-family: "cambria";"><span style="background-color: white; font-family: "times" , "times new roman" , serif; text-align: justify;">Susan Crawford (2019). </span></span><i style="caret-color: rgb(34, 34, 34); color: #222222; font-family: Cambria;">The Polar Bear Catastrophe That Never Happened</i><span style="background-color: white; color: #222222; font-family: "cambria";">. The Global Warming Policy Foundation.</span></span><br />
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<span style="font-size: large;">12. </span><span style="font-size: large;">Tim Ball. </span><i><span style="font-size: large;">Ouvrage cité</span></i><span style="font-size: large;">, p. 268.</span><br />
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<span style="font-size: large;">13. John O’Sullivan. <i>Article cité.</i><o:p></o:p></span></div>
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<span style="font-size: large;">14. Vivian Krause (april 19, 2012). <a href="https://business.financialpost.com/opinion/vivian-krause-suzukis-funding" style="color: purple;">Suzuki’s funding</a>. <i>Financial Post</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">15. John Green (2015). <i>La société Fabienne. L’instauration d’un nouvel ordre internationale chez Béatrice et Sydney Webb</i>. Éditions Saint-Rémi, p. 110.<o:p></o:p></span></div>
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<span style="font-family: "cambria"; font-size: large;">16. </span><span style="background-color: white; text-align: justify;"><span style="font-family: "times" , "times new roman" , serif; font-size: large;">Guy Boulianne (2019). <i>La Société fabienne: les maîtres de la subversion démasqués</i>. Éditions Dédicaces, 484 p.</span></span></div>
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<span style="font-size: large;">17. Dennis L. Cuddy, phd (2008). <i>The Road to Socialism and the New World Order</i>. Cuddy.<o:p></o:p></span></div>
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<span style="font-size: large;">18. Dennis L. Cuddy. <i>Ouvrage cité</i>, citation en exergue.<o:p></o:p></span></div>
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<span style="font-size: large;">19. David Ruse (2017). <i><a href="https://www.amazon.ca/Fake-Science-Exposing-Skewed-Statistics/dp/1683669177?SubscriptionId=AKIAILSHYYTFIVPWUY6Q&tag=duc12-20&linkCode=xm2&camp=2025&creative=165953&creativeASIN=1683669177">Fake Science. Exposing the Left’s skewed statistics, fuzzy facts, and doggy data</a></i>. Regnery Publishing, p. 194.</span><br />
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<span style="font-size: large;">20. Tim Ball. <i>Ouvrage cité</i>, p. 55.<o:p></o:p></span></div>
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<span style="font-family: "cambria";"><span style="font-size: large;">21. Ferdinand Bardamu. <i>Article cité</i>, <a href="https://www.theoccidentalobserver.net/2019/09/18/global-warming-and-the-leftist-war-on-western-industrial-society-parts-iii-v/">parties III à V</a>.</span></span><span face="-webkit-standard"></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-65013056675297411132019-04-06T08:31:00.005-07:002019-04-06T08:36:31.858-07:00La delphinothérapie, un grave danger aussi bien pour les humains que pour les dauphins<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "cambria"; font-size: large;">Charles Danten</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PZCerWEqYZHSo0m89bCOf60iDIAMWA7XTnfbMv1whTTPtinhyphenhyphenKlAxWtGikGAEldPUUFJdm8YvyRHkL71d4W2J41PCyMQetC4jJCWG-c-VCc8TNYW7qlnM-jKbiIrzK8ox-lowttLnxcP/s1600/delphinothe%25CC%2581rapie.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="182" data-original-width="276" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1PZCerWEqYZHSo0m89bCOf60iDIAMWA7XTnfbMv1whTTPtinhyphenhyphenKlAxWtGikGAEldPUUFJdm8YvyRHkL71d4W2J41PCyMQetC4jJCWG-c-VCc8TNYW7qlnM-jKbiIrzK8ox-lowttLnxcP/s400/delphinothe%25CC%2581rapie.jpeg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Les apparences sont souvent trompeuses.</span></td></tr>
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<span style="font-size: large;">En 1998 (1), puis en 2007 (2), les scientifiques Marino Lori et Lilienfield Scott, les plus grands spécialistes au monde des dauphins, ont dénoncé dans les médias généralistes, la piètre qualité de la recherche sur les bienfaits thérapeutiques des dauphins sur les enfants autistiques :</span></div>
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<span style="font-size: large;">Presque dix ans après notre première évaluation, la légitimité de la delphinothérapie n’est toujours pas démontrée. Cette thérapie ne procure qu’une brève amélioration de l’humeur. Les allégations sur son efficacité sont toujours aussi invalides. Les études que nous avons évaluées sont soit trop petites soit sujettes à des biais évidents; elles n’offrent aucune perspective à long terme. Cette thérapie n’offre aucune amélioration palpable dans l’état des enfants atteints d’un déficit mental. (3) </span></blockquote>
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<span style="font-size: large;">Les rares études fiables comme celles qui sont répertoriées par Tracy Humphries sont unanimes : nager avec les dauphins n’améliore pas durablement la condition psychologique et physique des autistes ni de qui que ce soit d’ailleurs (4)(5)(6).<o:p></o:p></span></div>
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<span style="font-family: "cambria";"><span style="font-size: large;">Selon les scientifiques Marino </span></span><span style="font-family: "cambria"; font-size: large;">et Lilienfield, la delphino-thérapie, par exemple, est fréquemment associée chez les humains à des blessures et à des infections, et les dauphins font l’objet d’une chasse effrénée, aussi méconnue que cruelle (7).</span><span style="font-family: "cambria"; font-size: large;"> </span><br />
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<span style="font-family: "cambria"; font-size: large;">Enfin, toutes les <a href="http://charles-danten.blogspot.com/2017/07/au-secours-m-trump-les-fake-sciences-en.html">thérapies assistées par l’animal</a> ont ce que les économistes nomment un « coût d’opportunité », c’est-à-dire que l’argent et l’énergie que les parents dépensent sur une « thérapie » qui ne donne aucun résultat tangible ne sont plus disponibles pour investir dans des moyens plus éprouvés et sécuritaires comme ceux qui sont offerts par l’assistance publique et divers autres organismes à vocation caritative (8).</span><br />
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<o:p><span style="font-size: large;">Références</span></o:p></div>
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<span style="font-size: large;">1. Marino Lori et Lilienfield Scott (1998). <a href="https://www.academia.edu/2569340/Dolphin-Assisted_Therapy_Flawed_Data_Flawed_Conclusions">Dolphin-Assisted Therapy: Flawed Data, Flawed Conclusions</a>. <i>Anthrozoös</i>; 11(4).<o:p></o:p></span></div>
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<span style="font-size: large;">2. Marino Lori et Lilienfield Scott (2007). <a href="https://animalstudiesrepository.org/cgi/viewcontent.cgi?article=1003&context=acwp_aat">Dolphin-Assisted therapy: More Flawed Data and More Flawed Conclusions</a>. <i>Anthrozoös</i>; 20 (3) : 239-249.<o:p></o:p></span></div>
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<span style="font-size: large;">3. Lori Marino et Scott Lilienfeld (2007). <span style="color: blue;"><a href="https://www.sciencedaily.com/releases/2007/12/071218101131.htm">Dolphin «therapy » : a dangerous fad, Researchers warn</a>.</span> <i>Science Daily</i>. [En ligne]. <o:p></o:p></span></div>
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<span style="font-size: large;">4. Scott O. Lilienfeld et Hal Arkowitz (2008). Is Animal Assisted Therapy Really the Cat's Meow? The jury's out on whether animals can initiate long-lasting improvements in mental health. <i>Scientific American</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">5. Humphries Tracy L. (2003). « Effectiveness of Dolphin-Assisted therapy as a behavioral intervention for young children with disabilities. » <i>Bridges</i>, 1(6).<o:p></o:p></span></div>
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<span style="font-size: large;">6. A. Baverstock et F. Finlay (2008). « Archives of Disease in Childhood. » 93 (11) : 994-995.<o:p></o:p></span></div>
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<span style="font-size: large;">7. Lori Marino et Scott Lilienfeld (2007). <i>Art. cité</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">8. <i>Ibid</i>.<o:p></o:p></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-31914190554533745132019-04-04T05:22:00.002-07:002023-09-11T07:27:36.356-07:00La vision eurêka<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;">Charles Danten</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXRxYwFcJhKbqBNkHI6NnWhNlNURlo3yxuADCBzyi_BuYRJiIhTjN2nDPjNSnIPP1vurO4GF05s97aaUQTQ9BLd0_yZpIZtCxdw0Rzxzz2KYm9oPXGP_-cpPNYgBj8gs6AUivZfYSIYLBD/s1600/drawing-on-the-right-side-of-the-brain.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="279" data-original-width="229" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXRxYwFcJhKbqBNkHI6NnWhNlNURlo3yxuADCBzyi_BuYRJiIhTjN2nDPjNSnIPP1vurO4GF05s97aaUQTQ9BLd0_yZpIZtCxdw0Rzxzz2KYm9oPXGP_-cpPNYgBj8gs6AUivZfYSIYLBD/s400/drawing-on-the-right-side-of-the-brain.jpg" width="326" /></a></div>
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<span style="font-size: large;">Le livre du Dr Betty Edwards, <i style="-webkit-text-stroke-width: 0px; caret-color: rgb(0, 0, 0); color: black; font-family: "times new roman"; font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; text-decoration: none; text-transform: none; white-space: normal; word-spacing: 0px;">Apprendre à dessiner avec le côté droit du cerveau</i>, traduit en treize langues et vendu à plus de 2,5 millions d'exemplaires, est tout simplement génial. Je l'ai lu plusieurs fois en faisant religieusement tous les exercices recom-mandés. Grâce à ce livre, je sais désormais dessiner suffisamment bien du moins pour me débrouiller seul, et c'est ça le principal. Je n'aime pas être tributaire d'autrui, et en général, dans l’odyssée de la vie, je préfère travailler seul dans mon petit coin, bien arrimé au mat de la réalité. <o:p></o:p></span></div>
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<span style="font-size: large;">Comme le dit Betty, pour bien dessiner, il faut d'abord bien voir, et pour bien voir, il faut s'affranchir de l'intempestif cerveau gauche, le siège de la pensée. Elle a bien étudié la question et toute sa méthode pédagogique consiste à aider ses élèves à se libérer de la dictature de la gauche cérébrale. Elle leur dit de voir les objets sans les nommer pour se détacher de leur signification schématisée, et donc, limitée. Une démonstration factuelle valant mille mots, Betty leur fait faire un autoportrait. <o:p></o:p></span></div>
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<span style="font-size: large;">Comme tout élève qui se respecte, je l'ai fait moi aussi. Le résultat m’a étonné. Moi, un quinquagénaire dans la force de l’âge, j'ai fait un dessin qui ressemblait à un gribouillis d'enfant. Les yeux, le nez, le rond du visage, les lèvres, le cou étaient exactement comme j'avais appris à les dessiner pendant l'enfance lorsque je suivais des cours de dessins à l’école élémentaire. Comme je n'avais pas dessiné depuis, ces empreintes d’un autre temps étaient restés gravés dans mon esprit à mon insu, et c'est à travers elles que je me voyais inconsciemment. <o:p></o:p></span></div>
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<span style="font-size: large;">Alors que mon œil captait sur la rétine mon apparence réelle, dans l'ombre, mon cerveau faisait un travail d'édition, un couper-copier-coller, pour ajuster la réalité à l'idée qu'il s'en faisait. J'ai vite compris que ce que nous voyons, lisons ou entendons est remanié pour concorder avec des notions apprises pendant l’apprentissage.<o:p></o:p></span></div>
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<span style="font-size: large;">Grâce à Betty, j'ai aussi constaté que mon dessin manquait de contraste, que certaines facettes de mon visage étaient plus accentuées que d'autres, que ma vision d'ensemble était réduite et plutôt pauvre et schématisée. Les partis de mon visage s'agençaient grossièrement comme les morceaux inertes d'un casse-tête. Pas de mouvements, de vie et de liens, que de pâles reflets d'un temps révolu, d'un simplisme ridicule. <o:p></o:p></span></div>
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<span style="font-size: large;">J'ai tout de suite compris l'importance de cette expérience. Même si je le savais intellectuellement, je ne le savais pas avec mes tripes. J'en avais seulement une idée conceptuelle de la même nature que celle que j'entretenais à propos de mon visage. <o:p></o:p></span></div>
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<span style="font-size: large;">Je peux remercier Betty pour cette vision de type eurêka, et pas un de ces petits eurêka minables qui ne concerne qu'un tout petit fragment de la personnalité, mais un de ceux qui vous transforment radicalement dans votre être tout entier. J'avais enfin compris la différence entre connaître et savoir.<o:p></o:p></span></div>
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<span style="font-size: large;">Je SAVAIS désormais que je voyais autrui, les animaux, la nature, l’histoire et mes rapports à la vie à travers le prisme des concepts et des expériences emmagasinées pendant mon apprentissage. Je pris conscience que plusieurs de ces empreintes conceptuelles étaient démodées, voire fausses. <o:p></o:p></span></div>
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<span style="font-size: large;">Je comprenais mieux désormais pourquoi j'avais toujours eu tant de difficultés à changer ou à abandonner une mauvaise habitude. Profondément incrustées en moi, ces pensées polluantes agissent en douce, en toile de fond, par action réflexe, machinalement, en dehors de mon champ de conscience. <o:p></o:p></span></div>
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<span style="font-size: large;">J'ai beau réussir parfois à penser autrement par un effort de volonté courageux, le naturel finit toujours par revenir au galop. Tant que je ne m'en débarrasserai pas une fois pour toutes, ce prêt à penser enfoui dans les méandres de ma mémoire agira toujours à mon insu, avec un déterminisme implacable. <o:p></o:p></span></div>
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<span style="font-size: large;">Je sus dès lors que je pouvais transposer cette information à presque tous les aspects de ma vie. Je compris que je devais trouver un moyen de me détacher le mieux possible de mes idées toutes faites. Le problème, souligne Betty, c'est que nous définissons tout par le langage et qu'en utilisant des mots pour décrire n'importe quoi, nous tombons automatiquement dans le piège des concepts. <o:p></o:p></span></div>
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<span style="font-size: large;">Depuis que j'ai suivi l'atelier de Betty Edwards, je suis désormais beaucoup plus conscient des limites de la description. Avant de sauter trop vite aux conclusions, je dois retenir mon jugement, ne pas laisser mes préjugés interférer avec les faits, être capable de voir comment les parties s’agencent et saisir la signification profonde du portrait d'ensemble, sa propriété émergente, sa <i>gestalt</i>. <o:p></o:p></span></div>
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<span style="font-size: large;">Sinon, tout ce que j'apprendrai restera au niveau abstrait, et sans impact véritable sur ma vie. Au lieu d'en faire une expérience constructive, j'en ferai un simple divertissement, un objet de consommation comme les autres. Après avoir lu un livre, ou écouté un conférencier, je passerais à un autre, et au suivant... Je serai peut-être en mesure de répéter comme un perroquet savant ce que j'ai lu ou entendu, mais cette connaissance ne sera pas pédagogique au sens propre du terme. Autant parler dans l'oreille d'un sourd. <o:p></o:p></span></div>
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<span style="font-size: large;">Betty explique fort bien les erreurs les plus fréquentes que fait le cerveau gauche, le siège de la pensée symbolique. Il y a celles qui consistent à :</span></div>
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<span style="font-size: large;">1. confondre la description avec la réalité;</span></div>
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<span style="font-size: large;">2. réduire l'ensemble à ses parties;</span></div>
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<span style="font-size: large;">3. raisonner exclusivement en surface; </span></div>
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<span style="font-size: large;">4. ne voir et retenir que les partis qui concordent avec ses idées reçues; </span></div>
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<span style="font-size: large;">5. hâter son jugement avant d’avoir pris connaissance de tous les faits. </span></div>
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<span style="font-size: large;">Rappelez-vous en, en lisant les articles de ce blogue, car ces facteurs d’incompréhension qui se résument à la pensée parcellaire sont beaucoup plus importants que l’on croit.</span><span style="font-size: small;"><o:p></o:p></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-59071311934709525742019-03-30T04:24:00.001-07:002023-09-11T07:27:47.189-07:00La propagande du multiculturalisme au secours des propitbulls<div dir="ltr" style="text-align: left;" trbidi="on">
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Charles Danten<o:p></o:p></h2>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO5YHVhQcmi5XKxg9liRsw8T-h2enGbg8vP_rJCQ41lsl3JU-HJRUN4uX1SNYXYf0Uws1-bbem-rqk4Lr_v0XpuuUUxTTH_xZdjrXV0PjHPfgPn_rIeFN_SjY4MSR2IU17yAt7fDNtdvVd/s1600/goldwater%2528999%2529.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="648" data-original-width="900" height="287" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhO5YHVhQcmi5XKxg9liRsw8T-h2enGbg8vP_rJCQ41lsl3JU-HJRUN4uX1SNYXYf0Uws1-bbem-rqk4Lr_v0XpuuUUxTTH_xZdjrXV0PjHPfgPn_rIeFN_SjY4MSR2IU17yAt7fDNtdvVd/s400/goldwater%2528999%2529.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">Me Goldberg claironne sa propagande</span></td></tr>
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<span style="font-size: large;">« Racisme » est un terme de propagande conçu et utilisé dans les années trente par la gauche internationaliste (marxiste) dans le but de stigmatiser toute affirmation raciale de la part des Blancs et toute critique de l'immigrationnisme et du multiculturalisme (1). Or, ce terme empoisonné est couramment instrumentalisé par les porte-parole de l'industrie des animaux de compagnie comme la chroniqueuse vétérinaire de <i>Salut Bonjour</i>, Claudia Gilbert, pour stigmatiser toute critique des pitbulls et faire fléchir les autorités dans le sens voulu. Et ça marche. Plusieurs maires se sentant coupables sont en effet revenus sur l'interdiction des pitbulls suite à des accusations de ce genre (2). <o:p></o:p></span></div>
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<span style="font-size: large;">D'autres termes stigmatisants visant à réprimer toute critique sont couramment déblatérés par les propitbulls et les défenseurs des animaux et de l’industrie : « le pitbull est le juif du monde canin », « gazé », « chambre à gaz », « déporté », « génocide », « les pitbulls sont les Noirs de la société et les anti-pitbulls des KKK », « minorité visible », « discrimination d'une race », « le profilage racial des chiens sanctionne le profilage racial des êtres humains ».<o:p></o:p></span></div>
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<span style="font-size: large;"> Avec des expressions et des termes de ce genre, ces agents de désinformation et d'intimidation bien versés dans la rhétorique du multiculturalisme, des droits civiques et des droits de l’homme font un amalgame entre la persécution des humains et la « persécution » des pitbulls. Comble de l'outrecuidance, au grand dam des associations juives qui ont fait interdire cette manifestation, les propitbulls voulaient même défiler dans la rue avec des pitbulls arborant une étoile jaune (3)(4)(5)(6)(7) !<o:p></o:p></span></div>
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<span style="font-size: large;">« Je suis pour tout règlement qui demande de stériliser, vacciner, garder en laisse et enregistrer un chien, déclare <a href="http://charles-danten.blogspot.com/2018/07/les-chiens-tueurs-et-les-mondialistes.html"><span style="color: blue;">Anne-Marie Goldwater</span></a>. Même les muselières, je suis assez ouverte, mais “jamais je ne vais appuyer un projet qui cible une minorité visible de chiens. [...] Avec tout mon ADN d’avocate, je suis contre cette idée de discriminer une race. On est en 2016, on ne juge pas les humains par leur apparence, alors comment pourrait-on accepter de le faire avec les chiens ? (8) » <o:p></o:p></span></div>
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<span style="font-size: large;">Mais Mme Goldwater, ces chiens que vous défendez avec tout votre ADN comme si c’était des êtres humains en bonne et due forme ne sont pas des êtres humains, mais des animaux domestiques créés par l'homme précisément pour le servir. Il est tout à fait justifié par conséquent, compte tenu de leur mauvaise réputation et du danger qu’ils représentent pour les humains, notamment les enfants et les personnes âgées, de prendre certaines mesures de prévention, voire de précaution pour se protéger. On ne cible pas une « minorité visible », car encore une fois, les chiens ne sont pas des êtres humains, mais des animaux domestiques conçus par l'homme pour le servir. Pourquoi faites-vous un amalgame entre ces animaux et les humains ? <o:p></o:p></span></div>
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<span style="font-size: large;">De toute évidence si vous êtes pour la stérilisation, la vaccination, la contention, la muselière et l’identification obligatoire des animaux, vous êtes en flagrant délit de contradiction, car vous admettez de facto que les animaux ne sont pas des êtres humains. Ne savez-vous pas qu’on ne stérilise pas de force des êtres humains, on ne leur enlève pas la liberté, on ne leur passe pas une muselière et on ne les identifie pas non plus avec une micro puce sous la peau? Vous employez des termes et des arguments propres aux humains pour culpabiliser le public et le convaincre que vous avez raison. Cela s’appelle du chantage émotionnel et de l'intimidation.</span></div>
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<span style="font-size: large;">La Coalition pour la promotion de la sécurité des personnes et des chiens, fondée par les avocats Geneviève et Julius Grey de même que Sabrina Sabbah, ne fait pas non plus dans la dentelle. « Je ne comprends pas, se lamente M. Grey, pourquoi, contrairement à tous les rapports des vétérinaires, on insiste pour dire que les règlements qui choisissent d'éliminer certaines races sont efficaces. (9) » Eh bien tout simplement parce que les rapports des vétérinaires, M. Julius, n’ont aucune crédibilité. Ces <a href="http://charles-danten.blogspot.com/2017/06/la-defense-des-pitbulls-une-cabale-de.html"><span style="color: blue;">agents de désinformation patentés</span></a> ne servent ni le public ni les animaux qu'ils soignent, mais leurs propres intérêts et ceux de leur industrie. Vous seriez plus crédible si vous citiez des études comme celles qui sont citées au début de cet article.<o:p></o:p></span></div>
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<span style="font-size: large;">« La coalition, insiste M. Julius Grey, s'appuie sur des études qui démontrent que le bannissement de ces chiens n'a pas amélioré la sécurité des personnes en Ontario. (10) » Or, c'est faux. L'Ontario est au contraire un exemple à suivre (voire le tableau ci-dessous) (11). <o:p></o:p></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=2946851459562150320" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Y60le-p7RfUNZzRm5cnYxIJZMVsZW_Npd91ujQCxfddVHPsVMpTFdUN2oByq4eeAk33g1TKAYh1y-Yc7vR8y2nV4qXLUWz4ZZ5E_Pp1EhlGyVmSIYW7Zm-yjb1nM3-9-wM1kkAlH4Gv0/s1600/banissement.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="554" data-original-width="644" height="548" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4Y60le-p7RfUNZzRm5cnYxIJZMVsZW_Npd91ujQCxfddVHPsVMpTFdUN2oByq4eeAk33g1TKAYh1y-Yc7vR8y2nV4qXLUWz4ZZ5E_Pp1EhlGyVmSIYW7Zm-yjb1nM3-9-wM1kkAlH4Gv0/s640/banissement.jpg" width="640" /></a></div>
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<span style="font-size: large;">M. Julius Grey termine sa diatribe par des menaces de poursuites judiciaires et l'avertissement suivant : « Montréal sera pointée du doigt dans le monde entier pour son intolérance et son manque d'humanisme. (12) ». On croirait entendre Hillary Clinton ou CNN traiter Donald Trump de raciste et de xénophobe !<o:p></o:p></span></div>
<span style="font-family: "times new roman";"><span style="font-size: large;">Ces tactiques d'intimidation cousues de mensonges et d'amalgames aux relents d'antisémitisme, de xénophobie, de racisme, de fascisme, de nazisme et d'holocauste sont des outils de propagande hostiles à ceux qui voudraient faire valoir leurs droits pour des raisons parfaitement légitimes. Sans ces « boules puantes », les opposants aux lois visant des races particulières seraient forcés de défendre leur point de vue avec des arguments objectifs, et ils échoueraient à coup sûr, car ils n'ont pas d'arguments raisonnables.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;"><b>Références</b></span><br />
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<span style="font-size: large;">1. Sam Francis (1999). The Origins of “Racism”. The Curious Beginnings of a Useless Word. <i>American Renaissance</i>; 10(5). <o:p></o:p></span></div>
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<span style="font-size: large;">2. Claudia Gilbert, vétérinaire (2015) L’agressivité et le racisme canin. <i>Salut Bonjour</i>de TVA.<o:p></o:p></span></div>
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<span style="font-size: large;">3. Linda Hammerschmid (15 septembre 2016) Banning dog breeds – knee “jerk” political decisions. <i>The Montrealer</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">4. Common pit bull argument Shriek Racisim – Pit bulls are Blacks and BSL is the KKK. Pit bull Holocaust – Pro BSL BAN THE BREED – STOP THE DEED – Anti Pitbull and Pit bull owner website : https://pitbullholocaust.wordpress.com/2014/12/01/common-pit-bull-argument-shriek-racisim-pit-bulls-are-blacks-and-bsl-is-the-kkk/ (site consulté le 11 nov. 2016)<o:p></o:p></span></div>
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<span style="font-size: large;">5. ‘Puppycide’: 2 Detroit cops kill 100 dogs during tenure, investigation reveals. RT : https://www.rt.com/usa/367086-detroit-police-dog-killings/ (site consulté le 16 novembre)<o:p></o:p></span></div>
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<span style="font-size: large;">6. Marjorie Ingall (2016). The Jews of the Canine World. Pit bulls have been unfairly stereotyped as genetically dangerous monsters. Sound familiar? <i>Tablet Mag</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">7. Amélie Pineda (17 juillet 2016). L’avocate-pitbull est prête à montrer les dents en cour. Me Anne-France Goldwater est contre l’interdiction des pitbulls dans les villes. <i>Journal de Montréal.</i><o:p></o:p></span></div>
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<span style="font-size: large;">8. <i>Ibid.<o:p></o:p></i></span></div>
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<span style="font-size: large;">9. Une coalition contre l'interdiction des pitbulls à Montréal (21 septembre 2016). Radio-Canada : http://ici.radio-canada.ca/regions/Montreal/2016/09/21/004-coalition-avocats-defense-pitbulls-chiens-interdiction-ville-montreal.shtml (site consulté le 12 novembre 2016).<i><o:p></o:p></i></span></div>
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<span style="font-size: large;">10. <i>Ibid.</i><o:p></o:p></span></div>
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<span style="font-size: large;">11. Eric Andrew-Gee et Joel Eastwood. Article cité.<span style="text-indent: 0cm;">54.</span><span style="text-indent: 0cm;"> </span><span style="border: none; text-indent: 0cm;">Une coalition contre l'interdiction des pitbulls à Montréal. <i>Article cité</i>.</span></span></div>
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<o:p></o:p></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-52111817657776742382019-03-04T06:08:00.004-08:002024-03-05T10:57:08.855-08:00La démocratisation des pulsions, clin d'œil à Laurent Obertone<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;"><span style="font-family: cambria; text-align: justify;">Charles Danten</span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRNuFz5eU-_XHZtR-Icev6v39BIzOudi4iZb0MA6iaSaKFuiEL3OnYNPNIChyphenhyphenYKl4B2DA3Z98IKMDgZM0AVUu1Q9kFvEuD0yk6MYyM7zcW9bBmdXv6LugSRUVL6ERdgYWzI7stb_PKsJFf/s1600/Capture+d%25E2%2580%2599e%25CC%2581cran+2019-03-04+a%25CC%2580+09.15.25.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="345" data-original-width="219" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRNuFz5eU-_XHZtR-Icev6v39BIzOudi4iZb0MA6iaSaKFuiEL3OnYNPNIChyphenhyphenYKl4B2DA3Z98IKMDgZM0AVUu1Q9kFvEuD0yk6MYyM7zcW9bBmdXv6LugSRUVL6ERdgYWzI7stb_PKsJFf/s400/Capture+d%25E2%2580%2599e%25CC%2581cran+2019-03-04+a%25CC%2580+09.15.25.png" width="252" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;">Voir aussi dans cet esprit, </span><br />
<span style="color: blue; font-size: large;"><a href="http://charles-danten.blogspot.com/2019/02/les-animaux-sont-lombre-de-la-saga.html">Les animaux sont l'ombre de la saga humaine</a></span></td></tr>
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<span style="font-size: large;">Après la Renaissance, au XVI</span><sup>e </sup><span style="font-size: large;">siècle, à l’aube de la révolution industrielle, une « mutation des sensibilités » s’amorce qui se traduira au XIX</span><sup>e </sup><span style="font-size: large;">siècle par un changement majeur de la condition animale (1). Jusqu’alors cantonnée aux classes aisées, la passion pour les animaux de compagnie se propage aux classes montantes de la bourgeoisie, jusqu’au peuple. Le chat un animal à fonction strictement utilitaire change de statut et devient un animal de compagnie dont la popularité ne cessera d’augmenter au détriment du chien et parallèlement à l’évolution des sociétés démocratiques (2). </span></div>
<h3 style="text-align: left;">
<span lang="FR"><span style="font-size: large;">Un terrible fléau</span></span></h3>
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<span style="font-size: large;">Avant cette étape cruciale de l’évolution spirituelle et morale de la civilisation occidentale, les hommes vivaient comme les animaux, en diapason avec leur animalité, sans démarcation nette entre les uns et les autres ; les cochons, les vaches, les poules, les chiens et les chats, tout le monde ensemble dans la même maison, dans la même cour et dans la même rue. <o:p></o:p></span></div>
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<span style="font-size: large;">La violence manifeste, autant envers les humains qu’envers les animaux, était fort répandue, dans toutes les couches sociales. Les hommes portaient tous un couteau à la ceinture qu’ils n’hésitaient pas à dégainer au moindre prétexte. « La peur régnait partout. On se devait d’être constamment sur ses gardes », écrit le magistral historien sociologue, Norbert Ellias (3). L’abattage et le débitage des animaux de boucherie se faisaient en pleine rue dans des conditions abominables. « L’affrontement de chiens contre des taureaux ou des ours, souligne l’historienne, Kathleen Kate, est une distraction relativement banale (…) on voit des femmes d’un certain rang, à l’exemple des dames romaines, prendre plaisir à voir couler le sang, à voir le taureau mis à mort par la fureur des chiens. (…) Dans les rues, il n’était pas rare de voir un cocher frustré battre à mort son cheval épuisé qui refusait d’avancer » (4).<o:p></o:p></span></div>
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<span style="font-size: large;">Le <i>baton </i>à lui seul étant inefficace, voire contre-productif puisqu’il incite à la révolte, les autorités du moment ont choisi une manière plus douce pour gérer les pulsions et augmenter la cohésion sociale.<o:p></o:p></span></div>
<h3 style="text-align: left;">
<span lang="FR"><span style="font-size: large;">L’école obligatoire</span></span></h3>
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<span style="font-size: large;">Cette rénovation majeure dans la façon de dresser l’animal en soi, qui se dédouble à l’occasion en Satan, fut appliquée grâce à l’école obligatoire, une invention prussienne qui forçait tous les citoyens à se soumettre à un long processus de socialisation qui garantissait la bonne conduite tout en empêchant la dissension. Son institution fut pénible, car les parents de cette époque s’y opposaient fortement; les enfants étaient souvent conduits à l’école par les soldats, à la pointe du fusil (5). Aujourd’hui, ironie du sort, seul le fusil, et encore, pourrait empêcher les parents d’amener leurs enfants à l’école pour se faire endoctriner. <o:p></o:p></span></div>
<h3 style="text-align: left;">
<span style="font-size: large;"><span lang="FR">L’instrumentalisation de l’écriture</span></span></h3>
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<span style="font-size: large;">Pour instiller la bonne conduite, tout le monde devait apprendre à lire et à écrire; la production de livres s’est donc soudainement intensifiée sur une échelle massive.<o:p></o:p></span></div>
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<span style="font-size: large;">L’écriture paraît favoriser l’exploitation des hommes avant leur illumination. (…) La fonction primaire de la communication écrite est de faciliter l’asservissement. (…) L’action systémique des États européens en faveur de l’instruction obligatoire, qui se développe au cours du XIX<sup>e</sup>siècle, va de pair avec l’extension du service militaire et la prolétarisation. La lutte contre l’analphabétisme se confond ainsi avec le renforcement du contrôle des citoyens par le Pouvoir. Car il faut que tous sachent lire pour que ce dernier puisse dire : nul n’est censé ignorer la loi. (6) </span></blockquote>
<h3 style="text-align: left;">
<span lang="FR"><span style="font-size: large;">La civilisation des mœurs</span></span></h3>
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<span style="font-size: large;">« L’autorité de l’état et du maître doit être transféré de l’extérieur à l’intérieur du sujet, souligne le Prussien Hermann Francke (1663-1727), l’un des fondateurs du système pédagogique actuel, (…) c’est pourquoi il est important d’intégrer les règles du pouvoir à la personnalité de l’élève le plus tôt possible pour qu’il s’autodiscipline (7). » <o:p></o:p></span></div>
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<span style="font-size: large;">Ainsi, les principes de vertu et de bonne conduite doivent pénétrer au plus profond de la psychologie de l’élève, internalisés, somatisés au point de lui faire croire qu’il est libre de ses faits et gestes (8). <o:p></o:p></span></div>
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<span style="font-size: large;">Si la mauvaise conduite était encore punie par le <i>baton </i>(la peur) ou la punition positive, on pensait à cette époque, comme c'est toujours le cas, que la domination passive, par la <i>carotte </i>(le plaisir) était l’instrument de contrôle idéal. <o:p></o:p></span></div>
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<span style="font-size: large;">La sévérité excessive créant le ressentiment et la révolte, remplaçons-la, conseille Hermann Francke, par l’affection qui est un instrument de contrôle beaucoup plus efficace que la punition corporelle. (9) </span></blockquote>
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<span style="font-size: large;">Au lieu de le forcer à coopérer par la discipline et la force brute, un sujet est amené à coopérer subtilement, gentiment, de son propre chef, grâce à diverses formes d’affection. <o:p></o:p></span></div>
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<span style="font-size: large;">Deux méthodes sont couramment utilisées pour le pacifier, le démocratiser, voire le dégriffer symboliquement :<o:p></o:p></span></div>
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<span style="font-size: large;"><b>1) Le conditionnement positif</b> <o:p></o:p></span></div>
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<span style="font-size: large;">Un sujet est récompensé par un compliment, une bonne note, une prime, un jeu ou une friandise quelconque à chaque fois qu’il se comporte de la façon requise. <o:p></o:p></span></div>
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<span style="font-size: large;"><b>2) Le conditionnement négatif</b><o:p></o:p></span></div>
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<span style="font-size: large;">Un sujet est puni en le privant de récompense.<o:p></o:p></span></div>
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<span style="font-size: large;">Cette méthode de dressage conduit rapidement à la dépendance affective et à la soumission aux règles établies. Substituer le plaisir à la peur confère au maître un pouvoir encore plus grand puisque le manque de récompense est plus redoutable que la punition positive ; la victime ressent un vide dont elle ignore la cause; elle ne peut par conséquent ni résister ni se défendre; tout ce qu’elle peut faire c’est obéir pour obtenir en échange les récompenses qui lui permettront de retrouver et de maintenir son équilibre psychique (10). <o:p></o:p></span></div>
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<span style="font-size: large;">Dans les démocraties où la méthode est bien huilée, personne n’a l’impression d’être mené par le bout du nez. La majorité des citoyens n’ont même plus besoin d’être incités à bien se tenir. Le maître inséré à l’intérieur domine les instincts selon les règles de l’art de la domination, subtilement, avec un minimum de force. Ce qui donne l’impression trompeuse que personne n’agit contre son gré, au point d’aimer ça et d’en redemander dans l’esprit de cette citation faussement attribuée à Aldous Huxley mais maintes fois reprise :<o:p></o:p></span></div>
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<span style="font-size: large;">La dictature parfaite serait une dictature qui aurait les apparences de la démocratie, une prison sans murs dont les prisonniers ne songeraient pas à s’évader. Un système d’esclavage où, grâce à la consommation et au divertissement, les esclaves auraient l’amour de leur servitude…</span></blockquote>
<h3 style="text-align: left;">
<span lang="FR"><span style="font-size: large;">Malaise dans la civilisation</span></span></h3>
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<span style="font-size: large;">C’était imprévisible à l’époque, avant le fait accompli, mais comme chez les autres animaux domestiques, notamment chez le chat, nous l’avons vu dans un <a href="https://charles-danten.blogspot.com/2018/09/le-chat-animal-fetiche-de-la-servitude.html"><span style="color: blue;">article précédent</span></a>, cette forme de dressage des instincts uniquement par la <i>carotte </i>infantilise la victime à un degré extrême, au point de dérégler son régulateur des émotions, « l’émotivostat », situé dans le lobe limbique du cortex cérébral ; ce qui a pour effet de baisser le seuil de tolérance au stress à un niveau dangereux pour la santé. Une anxiété chronique s’installe qui se traduit par une sensation de vide croissante et une chute de l’amour propre qu’un sujet essaiera de compenser en consommant… de plus en plus. <o:p></o:p></span></div>
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<span style="font-size: large;"><span style="font-family: cambria;">Les uns canaliseront cette anxiété chronique dans divers faux-fuyants comme le militantisme, l'art, le collectionnisme, le tabagisme, la boulimie, l’achat compulsif (oniromancie), l’attirance obsessionnel envers tout ce qui est nouveau (néopathie), l’hypersexualité alors que les autres la somatiseront dans des maladies comme la cystite interstitielle, la colite, les troubles cardiaques et de peau, notamment l’automutilation (11).<o:p></o:p></span></span></div>
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<span style="font-size: large;">L’ultralibéralisme, l’une des manifestations les plus connues de ce trouble du contrôle des impulsions (12) s’est traduit à une plus grande échelle par une dépression planétaire dont les symptômes principaux sont le chaos écologique, l’industrie de la guerre et un écart financier de plus en plus grand entre les riches et les pauvres. <o:p></o:p></span></div>
<h3 style="text-align: left;">
<span lang="FR"><span style="font-size: large;">Le bestiaire, l’ombre et la lumière de la saga humaine</span></span></h3>
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<span style="font-size: large;">Naturellement, ce changement radical dans l’exercice du pouvoir et de la gestion des instincts se transpose sur le rapport aux animaux puisque le maître inséré dans la psychologie d’un sujet gère l’extérieur, et notamment les animaux en chair et en os, comme il gère l’intérieur. Ainsi, l’exaltation des vertus accompagnées d’une répression des défauts se concrétise par une affection pour les espèces, par leur symbolisme latent, qui flattent notre vanité et notre idéal humain et une brutalité envers celles qui les dévalorisent. Cela se traduit entre autres par une affection démesurée pour les animaux de compagnie (la lumière) et une prolifération massive des élevages industriels dans des conditions de cruauté tout à fait injustifiées d’un point de vue strictement productiviste (l’ombre). Pour le dire autrement, nos pulsions dérangeantes sont refoulées symboliquement dans les élevages et nos pulsions arrangeantes exaltées en surface dans les maisons.<o:p></o:p></span></div>
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<span style="font-size: large;">La démarcation entre l’exaltation et le refoulement des pulsions est souvent floue, car les moyens de dressage varient à l’intérieur d’une dynamique commune qui oscille entre le plaisir et la peur. Ce qui rend le rapport aux animaux — et aux gens puisqu’ils sont aussi dressés de cette manière — parfois difficile à interpréter tellement les variantes sont nombreuses. <o:p></o:p></span></div>
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<span style="font-size: large;">Dans les grandes lignes, les animaux de compagnie se situent vers le pôle de la <i>carotte </i>et les animaux de rente à l’autre extrême, c’est-à-dire vers celui du <i>baton</i>. Mais, à l’intérieur de l’une ou l’autre de ces extrêmes, la dynamique peut varier considérablement. Le chien peut par exemple se retrouver à l’un ou à l’autre des deux pôles. Cependant, en général, ce dernier est entraîné avec un savant mélange de peur et de plaisir, alors que le chat, comme les citoyens d’une démocratie bien huilée, est <span style="color: blue;"><a href="https://charles-danten.blogspot.com/2018/09/le-chat-animal-fetiche-de-la-servitude.html">dressé exclusivement à la <i>carotte</i></a>.</span><o:p></o:p></span></div>
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<span style="font-size: large;">Ainsi, selon cette version des choses, par sa violence et sa cruauté manifestes, la condition des animaux de boucherie serait une dramatisation vivante d’un modèle de société ouvertement totalitaire et, par sa violence et sa cruauté latentes, la condition des animaux de compagnie serait une dramatisation vivante d’un modèle de société démocratique. Le fait que ces deux catégories d’animaux soient présentes dans une démocratie indique qu’à l’intérieur de cette structure politique, le totalitarisme est toujours bel et bien vivant, mais dans une forme « dégriffée » ou passive, invisible à l’œil, mais prête à bondir à la moindre occasion.<o:p></o:p></span></div>
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<span style="font-size: large;">Dans cet esprit, la popularité grandissante des animaux de compagnie autant en Chine qu’en Iran serait le signe précurseur d’une violence en voie de prendre le maquis dans son opposé la non-violence, une stratégie déjà bien amorcée en Chine et à l’état embryonnaire en Iran où les classes sociales les plus aisées s’intéressent de plus en plus aux chiens de race pure, une passion totalement étrangère à la culture de ce pays (15).<o:p></o:p></span></div>
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<span style="font-size: large;">L’animal domestique est donc un révélateur criant de vérité. Son absence ne veut rien dire, mais sa présence près de l’homme est symptomatique d’une pensée confuse qui s’efforce de gérer ses pulsions par différents moyens oscillant entre le plaisir et la peur. <o:p></o:p></span></div>
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<span style="font-size: large;">Dans cette optique, le rapport des humains aux animaux est un moyen de déceler, avec une précision chirurgicale, le Mal qui peut parfois se cacher dans son opposé le Bien. Ainsi, si vous voulez connaître la véritable nature d’une personne ou à plus grande échelle, une nation, qui vous regarde du haut de ses grandes qualités humaines, vous saurez à quoi vous en tenir. Si l’animal en question mange des croquettes industrielles, encore mieux, vous sentirez alors pour de bon l’odeur putride de soufre qui se dégage de ses entrailles… l’antre préféré du diable, par les temps qui courent… <o:p></o:p></span></div>
<h3 style="text-align: left;">
<span style="font-size: large;">Références</span></h3>
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<span style="font-size: large;">1. K. Thomas (1983). <i>Man and the Natural World: Changing Attitudes in England (1500-1800)</i>. London : Penguin.<o:p></o:p></span></div>
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<span style="font-size: large;">2. Kathleen Kete (1994). <i>The Beast in the Boudoir: Petkeeping in Nineteenth-Century France</i>. University of California Press<o:p></o:p></span></div>
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<span style="font-size: large;">3. Norbert Elias (1984). <i>La civilisation des mœurs </i>et<i>La dynamique de l’Occcident</i>. Calmann-Levy.<o:p></o:p></span></div>
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<span style="font-size: large;">4. Kathleen Kate. <i>Ouvr. Cité</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">5. John Taylor Gatto (2002).<i>The Underground History of American Education</i>; (1998). <i>Dumbing us down</i>; (2008). <i>Weapons of Mass Instruction</i>. New Society Publishers. [En ligne]. Adresse URL : www.johntaylorgatto.com/ (page consultée en mai 2011)<o:p></o:p></span></div>
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<span style="font-size: large;">6. Claude Lévi-Strauss (1955). <i>Tristes tropiques</i>. Plon : 344.<o:p></o:p></span></div>
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<span style="font-size: large;">7. Melton James (1988). <i>Absolutism and the eighteenth-century origins of compulsory schooling in Prussia and Austria</i>. Cambridge University Press: 40.<o:p></o:p></span></div>
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<span style="font-size: large;">8. Une explication plus approfondie de la somatisation des comportements dépasse le cadre de ce livre. Pour ceux que la question intéresse voir : Antonio R. Damasio (1994). « L’hypothèse des marqueurs somatiques. » <i>L’erreur de Descartes</i>. Odile Jacob : 229. Le sociologue français Pierre Bourdieu s’est également penché sur cette question, voir : (1998). « L’incorporation de la domination. » <i>La domination masculine</i>. Éditions du Seuil : <o:p></o:p></span></div>
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<span style="font-size: large;">9. Le criminologue américain Lonnie Athens. [En ligne]. Adresse URL : http://en.wikipedia.org/wiki/Lonnie_Athens (page consultée en juin 2011. Lire le récit exceptionnel des découvertes de L. Athens par un journaliste d’investigation exceptionnel : Richard Rhodes (1999). <i>Why they kill. The discoveries of a maverick criminal</i>. Vintage books. Pour un résumé de ce livre : [En ligne]. Adresse URL : http://www.csudh.edu/dearhabermas/tchessay64.htm (page consultée en juin 2011).<o:p></o:p></span></div>
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<span style="font-size: large;">10. Melton Jones. <i>Ouvr. Cité</i> : 42.<o:p></o:p></span></div>
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<span style="font-size: large;">11. <i>Ibid</i>.<o:p></o:p></span></div>
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<span style="font-size: large;">12. Néopathie : « La néopathie est un comportement obsessionnel consistant à être attiré de façon constante et répétitive par tout ce qui est nouveau. Dans ses aspects les plus extrêmes, elle relève de la psychopathologie et s'apparente par certains de ses aspects au collectionnisme de l'homme obsédé par l'idée de trouver à tout prix l'élément manquant à sa collection. Il faut avoir le dernier gadget, si possible "avant les autres". C'est pour ainsi dire la pratique d'une sorte de culte de la nouveauté pour la nouveauté, ne tenant absolument pas compte de son utilité ni de son prix. Le néopathe s'endette facilement pour satisfaire son besoin irrépressible d'objet nouveau. […] Le comportement néopathe est amplifié par la société de consommation qui entretient savamment l'attrait pour la nouveauté à travers la publicité. Une grande partie des objets produits par l'industrie se vendent grâce à une foule de consommateurs qui sont atteints de néopathie sans le savoir. Comportements collectifs que l'on mettra en relation avec l'acte d'achat compulsif induit par les messages séducteurs de la publicité. » [En ligne].Adresse URL: http://fr.wikipedia.org/wiki/Néopathieopathie (page consultée en juin 2011). <o:p></o:p></span></div>
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<span style="font-size: large;">13. « Troubles du contrôle des impulsions. » Catalogue et index des sites médicaux français. [En ligne]. Adresse eURL: http://www.chu-rouen.fr/ssf/psy/troublesducontroledesimpulsions.html (page consultée en juin 2011). 14. P. Pageat (1995). « Confort et bien-être des carnivores domestiques. » <i>Point Vétérinaire</i> ; 26 (165) ; A. C Gagnon (1997). « Les cystites félines d’origine émotionnelle. » <i>Point vétérinaire</i> ; 28 (181) : 1097-1101; C. Beata (1997). « Les maladies anxieuses chez les carnivores domestiques. » <i>Point Vétérinaire</i> ; 28 (180) : 67; V. Dramard et L. Hanier (1996). « La dépression réactionnelle chez le chat. » <i>Point Vétérinaire</i> ; 27 (173) ; K.L. Overall (1996). « Separation anxiety and anxiety related Disorders. » <i>American Animal Hospital Association Proceedings (AAHA)</i>; (1997). <i>Clinical behavioral medicine for small animals</i>. Mosby.<o:p></o:p></span></div>
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<span style="font-size: large;">14. Yi-Fu Tuan (1984). <i>Dominance and affection. The Making of pets</i>. Yale University Press : 4.<o:p></o:p></span></div>
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<span style="font-size: large;">15. Stuart Spencer (2006). « History and Ethics of Keeping Pets: comparison with farm animals. » <i>Journal of Agriculture and Environmental Ethics</i>; 19 : 17-25; Jean Pierre Digard (2003). « Les animaux révélateurs de tensions civiques en république islamiste d’Iran. » <i>Études Rurales</i>; 123 et 132: 165-166. <o:p></o:p></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-33892381397175339662019-02-26T08:13:00.010-08:002023-08-27T05:05:23.799-07:00Animals are the shadow of the human saga<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="EN-CA" style="font-size: 14pt;">The morphological and psychological changes that domesticated animals have undergone in a relatively short time period to become what they are today are not without strange resemblance to those we have undergone across our own recent evolution. The techniques of domestication – confinement, food deprivation, physical and mental castration, selection for docility, incest, and coercion – were also used to domesticate humans. It could be said that the animal condition is actually an unconscious transposition of the human condition; accordingly, my book, </span><span lang="EN-CA" style="font-size: 14pt;"><a href="https://www.amazon.com/Slaves-Our-Affection-Myth-Happy/dp/1508406871/ref=sr_1_1?ie=UTF8&qid=1425132337&sr=8-1&keywords=slaves+of+our+affection" style="color: purple;"><i>Slaves of Our Affection. The Myth of the Happy Pet</i>,</a> </span><span lang="EN-CA" style="font-size: 14pt;">can be considered an allegory, or a metaphor, of the human condition. Animals are indeed the shadow of the human saga. Following are several examples along these lines.</span></div>
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<span lang="EN-CA" style="font-size: 14pt;">To domesticate some of the bigger or more dangerous species like wolves, the size and character of the individuals had to be acted upon. One of the techniques used was food deprivation and confinement. Recent studies have shown that food quality and conditions of captivity have an impact on the weight of offspring at birth, on their vitality, and on longevity. According to specialists, these remarkable physiological changes are attributable to the stress linked to captivity and to hormonal disturbances associated with a physically and psychologically abnormal state of dependence. The increased frequency of disease and the decrease of mobility and general activity also have a strong impact on the size and vigor of the newborn. <o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">Modern-day breeders of Pot-bellied Vietnamese pigs, for example, are quite familiar with the effects of a lack of exercise and nutritional deprivation on animals. Some do not hesitate to keep theirs hungry and in miniscule cages to hinder growth. (17) These methods have actually been known for a very long time and have even been applied to humans. As such, two thousand years ago, the Greeks closed up their children in chests, called gloottokoma, made for this purpose. The Romans underfed their children with the same goal in mind. (18) <o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">After a few generations of this treatment, the facial bones are flattened and saggy, the jaw is shorter, and the teeth, smaller. Chewing is done less efficiently. Limbs are also shorter, and the biomechanics of the body are transformed. Fatty tissues are more abundant and musculature is less developed. At archaeological sites, size is one of the criteria used by anthropologists to identify animals as either domesticated or at least as no longer having lived in their natural habitat. (19)(20)(21)<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">Food deprivation or an inadequate diet also has a marked effect on sexuality. In nature, the oestrogen cycle depends on food availability. In order to adapt to a chronic lack of nourishment and a short life expectancy, a captive animal reproduces more quickly. It goes from having one heat cycle per year, like wolves, to having two or three depending on the pressure of selection being exerted. (22) It is also sexually precocious. A female dog can come into heat at five or six months of age, while a wolf is only mature at two years. Promiscuity and devious sexual behaviour is the norm in captivity, whereas it is nearly absent in most species living in their ecosystem. (23)(24)(25)<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">As noted by Konrad Lorenz, like other domesticated animals, humans no longer subjected to natural selection also accumulate irregularities and malformations, which would otherwise be quickly eliminated. (26) In Greece and Turkey for instance, paleopathologists have uncovered thousands of deformed human skeletons dating back to the beginning of sedentary life and agriculture, which show the unmistakable signs of nutritional disease and stunted growth. The hallmark of domestication is a genetic drift that cumulates into marked decadence. (27)</span></div>
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<span lang="EN-CA" style="font-size: 14pt;">In addition to acting on the size of animals by food deprivation and confinement, we have sought to calm the natural ardours of more aggressive species and to inhibit unbridled sexual instincts. Castration has been the favoured method of doing so since the beginning of domestication. In the New World, only a few centuries ago, castration was also used to calm those black slaves who tended to revolt or escape a little too often. Theirs is a lesser-known story than that of the eunuchs, or castrated men, in China, Greece, Persia, and ancient Rome. Eunuchs were charged with protecting the harem and some became the irreplaceable confidants of the lords. In the 16th century Chinese imperial court, more than 20,000 eunuchs served as functionaries, guards, messengers, and servants. Finally, there was a time of partiality to castrated choral singers. Farinelli (1705-1782) was among these; he had a brilliant singing career that put him at the personal service of Spain’s Philippe V. The king, who was afflicted with chronic melancholy, found relief only in listening to the miraculous voice of Farinelli, one of the world’s best-known human songbirds. (28)</span></div>
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<span lang="EN-CA" style="font-size: 14pt;">While neutering has always been the favoured method of making animals tamer and more docile, it has its limitations: for obvious reasons, you cannot sterilize animals you intend to breed. So, creating animals that were more subdued and manageable also required selecting for docility. As I mentioned earlier, animals with the most pronounced juvenile characteristics were also the most attaching and the most moving; they were the ones that received the most mercy. In other words, the most docile and submissive animals, those that obeyed the most, that let themselves be picked up or taken along, were those which had the best chance of being kept and bred. A recent study has shown that wild foxes raised for fur and selected for their docility towards man will behave like dogs within only twenty generations or so. They seek out human company more and more, and wag their tails. Physically, they shed for longer periods, their ears become floppy, their tails straighten, and their coats change color. The persistence into adulthood of juvenile physical traits and infantile behavior constitutes one of the most striking features of the domestic animal. An adult dog demonstrates behaviors typical of a wolf cub: he seeks frequent attention, he likes to play, he barks, he wiggles, and he crawls submissively. Like a child, he is extremely dependent and, consequently, easily bored. The dog is an eternal adolescent, impetuous and extravagant, and this is probably what makes him so endearing. We would feel very differently about dogs if they outgrew these qualities and acquired social maturity. (29)<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">It is worth noting that totally dependent animals, whose owners make them lead an almost vegetative existence with limited or no contact with other members of their species, often do not show any sexual impulses; when they do, the impulses are not pronounced or are abnormal and directed towards their adopted master. Some hyper-domesticated males do not raise their leg to urinate and some females do not go into heat, if they do at all, before two or three years of age. <o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">The brain of a captive animal is smaller than that of his wild counterpart and his senses are much less sharp. Dependence is associated with a degeneration of sensorial faculties. Because domestic animals live less intense lives than wild animals, their senses of smell, sight, hearing, taste, and touch are less solicited; as a result, they become dulled. (30)<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">In human beings, the shift from nature to culture has favored a form of evolution, which caused some profound changes in our morphology and in our psychology. Man’s flat face, high domed skull and large brain, reduced pelt, large eyes, and small teeth are all infant features that we retain into adulthood. (31) Additionally, the civilization process has resulted in a tightly woven network of social interdependency that is directly related to an increase in docility and submissive behavior. (32) In our present consumer world, adults, like children, are extremely sensitive to a lack of attention. Unless they are constantly entertained and encouraged, they are prone to anxiety, boredom, and depression. </span></div>
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<span lang="EN-CA" style="font-size: 14pt;">Once an animal is smaller, docile and under control, it can be transformed, molded, and sculpted like a garden plant, according to the needs and desires of its creator. The preferred way to do so is by inbreeding.<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">By mating brothers and sisters, fathers and daughters, mothers and sons, the desired traits are more quickly manifested – after only a few generations – in higher and higher numbers of the offspring. These traits eventually become fixed in the genes and reproduce themselves with a predictable regularity. Such inbreeding is the cornerstone of domestication. The transformation of a species is possible thanks only to animal incest. (33)<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">Even in humankind, incest has been used across history to maintain “purity.” Kings, for example, had sex freely with their children. Nobles married kin. In Jewish and Arab communities that practice endogamy, the gene pool becomes so limited that health problems begin to occur more frequently, forcing its members to actively seek new genes outside the community. Today, with few exceptions, we no longer marry next of kin - too dangerous - but we do tend to assemble and marry with likeminded people, a kind of positive “incest,” which leads to cultural, racial, and ethnic preservation.</span><span lang="EN-CA" style="font-size: 14pt;"><o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">The last stage of the domestication process is training. A domesticated animal must learn at least to behave in a controlled manner, and often to obey commands as well. This is achieved through use of positive and/or negative conditioning: <o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">– Positive conditioning, aka the <i>carrot</i>: a subject is rewarded with some form of reward, such as praise, petting, games, or food, when it performs a desired behavior. <o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">– Negative conditioning: a subject is punished through the removal of a reward. <o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">– Positive punishment, aka the <i>whip</i>: a subject may be beaten with a leash, momentarily choked with a collar, slapped on the head, etc.<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">In general, farm animals are trained using the third method exclusively. In dogs, methods two and three are often used alternatingly. For those who are quite adept at the art of domination, methods one and two are preferred, for reasons of image, as in the case of animal lovers.<o:p></o:p></span></div>
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<span lang="EN-CA" style="font-size: 14pt;">The <i>carrot</i>is also popular for controlling people, especially in older democracies where the <i>whip</i>is used most often on those who do not respond to the softer means of coercion.</span><span lang="EN-CA" style="font-size: 14pt;"><o:p></o:p></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-29607850568689113292019-02-26T08:05:00.002-08:002023-09-11T15:54:10.811-07:00Les animaux sont l'ombre de la saga humaine (3)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: 14pt;">Charles Danten<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Si la castration a toujours été populaire, elle a ses limites pour une raison évidente : on ne peut reproduire un animal castré. La création d’animaux plus soumis et facile à contrôler s’est donc faite principalement par la sélection et la reproduction des sujets les plus dociles, une forme de castration psychologique. Le degré de docilité fut sans doute, selon certains spécialistes, le critère de sélection principal (1). Des renards sauvages, par exemple, élevés pour la fourrure et sélectionnés pour leur docilité envers l’homme, présentent au bout d’une vingtaine de générations seulement des comportements semblables à ceux du chien. Ils recherchent de plus en plus la présence de l’homme, gémissent et remuent la queue comme les chiens. Les périodes d’activité sexuelles sont plus fréquentes, ils sont plus précoces sexuellement, la période de mue s’allonge, il se produit un affaissement du port des oreilles et un redressement de la queue. Même la couleur du poil change (2).<o:p></o:p></span></div>
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<span style="font-size: 14pt;">La persistance à l’âge adulte d’une morphologie juvénile (pédomorphose) et d’un comportement infantile (néoténie) constitue un des traits le plus frappants d’un animal domestiqué. Le chien, même adulte, a un comportement typique d’un louveteau. Il quête fréquemment l’attention, il aime jouer, ramper, aboyer, gémir, etc. Comme un enfant, il est extrêmement dépendant et, en conséquence, il s’ennuie facilement. Le chien est en réalité un éternel adolescent, impétueux et extravagant, et c’est ce qui le rend si attachant (3). <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Chez les humains, le flip flop de la nature à la culture a induit des changements morphologiques et psychologiques similaires. Le visage plat chez l’adulte, sa grosse boîte crânienne bombée et surélevée, son gros cerveau, sa peau glabre, ses grands yeux en position frontale et ses petites dents sont des traits typiquement juvéniles, voire infantiles (4). De plus, suite au processus de civilisation, il s’est tissé un réseau d’interdépendances sociales où la docilité et les comportements de soumission sont la norme (5). Dans la société marchande actuelle, les adultes comme des enfants sont extrêmement sensibles au manque d’attention; à moins d’être constamment divertis et encouragés, ils sont sujets à l’anxiété, à l’ennui et à la mélancolie.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Une fois qu’un animal est plus petit, bien contrôlé et docile, on peut, par des accouplements sélectifs, le transformer, le façonner, le sculpter comme une plante ornementale, selon ses besoins et son bon plaisir. En accouplant entre eux frères et sœurs, pères et filles et mères et fils, les traits désirés se manifestent plus rapidement, après quelques générations seulement, chez un nombre de plus en plus élevé de rejetons. Ces traits finissent par se fixer dans les gènes et par se reproduire avec une régularité prévisible. Ce genre de « croisement consanguin » est la pierre angulaire de la domestication. En effet, la transformation d’une espèce n’est possible que grâce à ce qui n’est, ni plus ni moins, que de l’inceste animal (6). <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Chez les humains, à travers l’histoire, l’inceste fut également populaire pour maintenir la « pureté » d’une lignée. Certains rois avaient des relations sexuelles avec leurs propres enfants. Les nobles en général se mariaient dans leur famille. Dans les communautés arabes et juives, par exemple, qui pratiquent exclusivement l’endogamie, il n’est pas rare de se marier entre cousin cousine et parfois entre oncle et nièce, ce qui se traduit par un taux relativement élevé de malformations et de maladies psychologiques et physiques.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Ce n’est pas pour rien que, dans des conditions naturelles idéales, l’inceste est un tabou que respectent toutes les espèces. Même les singes, en général reconnus pour leur promiscuité, le respectent. Il n’y a qu’en captivité que l’interdit est transgressé aussi facilement.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">La dernière étape du processus de domestication est le dressage. Un animal domestique doit apprendre à obéir et à se comporter d’une manière civilisée. Ce processus de civilisation est accompli par le conditionnement positif et négatif ou plus souvent par un savant mélange des deux. Plusieurs méthodes sont utilisées :<o:p></o:p></span></div>
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<span style="font-size: 14pt;">1) Le conditionnement positif ou en langage familier, la <i>carotte</i>: un sujet est récompensé par un compliment, une caresse ou une friandise à chaque fois qu’il se plie à la volonté de son maître omnipotent.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">2) Le conditionnement négatif : un sujet est puni en le privant de récompense.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">3) La punition positive ou en langage familier, le <i>fouet</i>: un sujet reçoit une fessée ou un bon coup de bâton ou de laisse sur le crâne. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Chez les animaux d’élevage, en général, seule la technique numéro trois est employée. Chez le chien, les techniques numéro deux et trois sont couramment employés ensemble ou séparément. Ainsi, on verra souvent le maître donner un ou plusieurs petits coups secs et insistants sur la laisse immédiatement suivie ou intercalée d’une caresse ou d’une friandise accompagnée de quelques mots conciliants. Dans certains cas, chez ceux qui sont passés maître dans l’art de dominer, seules les méthodes numéro un et deux sont employées; ce sont les préférés des amis des bêtes, pour des questions d’image. <o:p></o:p></span></div>
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<span face="" style="font-family: cambria; font-size: small;"><span style="font-size: large;">Pour le chat, un animal rébarbatif au fouet, la technique préférée est la carotte sous forme de caresses, de croquettes et d’amuse-gueules rendus ultra-appétissants par les rehausser chimiques de la saveur (voir à ce sujet, <a href="http://charles-danten.blogspot.com/2018/09/le-chat-animal-fetiche-de-la-servitude.html"><span style="color: blue;">Le chat, animal fétiche de la servitude volontaire</span></a>).</span><span style="font-size: medium;"><o:p></o:p></span></span></div>
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<span style="font-size: 14pt;">Le régime de la carotte est également populaire chez les humains, notamment dans les vieilles démocraties où le fouet est de moins en moins utilisée, sauf exception, pour dresser les fortes têtes qui ne répondent pas aux méthodes douces de coercition (voir à ce sujet, La démocratisation des pulsions). <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Par contre, dans les pays totalitaires où les gens sont en général ouvertement traités comme des bêtes de somme, le fouet est encore le moyen de dressage préféré. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Mais ne vous y tromper pas, même si personnellement, je préfère la méthode douce à la méthode forte, c’est bonnet blanc et blanc bonnet. L'objectif commun est la domestication des pulsions (7).<o:p></o:p></span></div>
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<b><span style="font-size: 14pt;">Références</span></b></h3>
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<span style="font-size: 14pt;">1. Clutton-Brock, Juliet et Jewell, Peter. « Origin and domestication of the dog. » Dans Miller’s Anatomy of the Dog. Saunders. 1993; Clutton-Brock, Juliet. « Man-Made Dogs. » <i>Science </i>; vol. 197, n<sup>o </sup>30 : 1340-1342; Ginzburg Avishag, « The beginnings of domestication: Osteological criteria for the identification of domesticated mammals in archeological sites. » <i>Israel Journal of Veterinary Medicine</i>, vol. 51, no 2. 1996. 83-92. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">2. Lyudmila N. Trut (1999). « Early Canid Domestication. The Farm-Fox Experiment.” <i>American Scientist</i>, vol. 87 : 160-169. Cet article est un bon résumé des travaux du chercheur russe, le D. K. Belyaev : </span><a href="http://www.floridalupine.org/publications/PDF/trut-fox-study.pdf" style="color: purple;"><span style="font-size: 14pt;">http://www.floridalupine.org/publications/PDF/trut-fox-study.pdf</span></a><span class="MsoHyperlink" style="color: blue; text-decoration: underline;"><span style="font-size: 14pt;"><o:p></o:p></span></span></div>
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<span style="font-size: 14pt;">3. <i>Ibid</i>. Juliet Clutton-Brock. <i>Ouvr. cité</i>. La rétention des caractéristiques juvéniles à l’âge adulte est techniquement désignée par le terme « pédomorphose ». <o:p></o:p></span></div>
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<span style="font-size: 14pt;">4. Néoténie : « neos » en grec signifie « jeune » et « teinen », « étendre, prolonger ». En biologie : persistance temporaire ou permanente des formes larvaires au cours du développement d’un organisme. La néoténie peut être une porte de sortie pour les espèces en voie d’extinction. Voir Stephen Jay Gould qui a beaucoup écrit sur le sujet, notamment : « A Biological Homage to Mickey Mouse. » <i>The Panda’s Thumb : More reflections in natural history</i>. WW Norton. 1980; voir aussi Konrad Lorenz. <i>Ouvrage cité</i>. Gould et Lorenz font le lien entre la néoténisation des animaux domestiques et celle que l’Homme a subie depuis qu’il est sorti de l’état de nature.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">5. Elias Norbert (1991). <i>La civilisation des mœurs </i>et <i>La Dynamique de l’Occident</i>. Calmann-Levy. (Traduit de l’allemand par Pierre Kamnitzer).<o:p></o:p></span></div>
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<span style="font-size: 14pt;">6. S. Wolfensohn (1981). “The things we do to dogs.” <i>New Scientist </i>: 404-407.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">7. Melton James (1988). <i>Absolutism and the eighteenth-century origins of compulsory schooling in Prussia and Austria</i>. Cambridge University Press: 40.<o:p></o:p></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-90457000729975149722019-02-26T07:58:00.001-08:002023-09-11T07:28:01.443-07:00Les animaux sont l’ombre de la saga humaine (2)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span lang="FR">Charles Danten<o:p></o:p></span></div>
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<span lang="FR">Confinement et privation alimentaire<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Pour domestiquer certaines énergumènes farouches et difficiles à dresser, on a dû agir sur leur taille et leur vigueur. Deux méthodes étaient utilisées: la privation alimentaire et le confinement. Les éleveurs contemporains de cochons vietnamiens par exemple, un animal de compagnie relativement populaire, notamment aux États-Unis, connaissent bien les effets du confinement, du manque d’exercice et de la privation alimentaire sur la croissance et la grosseur d’un animal et certains d’entre eux n’hésitent pas à affamer ni à enfermer dans des cages minuscules leurs sujets d’élevage pour les empêcher de grossir (1). Ces méthodes ont également été appliquées aux humains. Ainsi, voilà deux mille ans, dans l’intention de les empêcher de grandir, les Grecs enfermaient les enfants dans un coffre, appelé gloottokoma, conçu à cette fin. Les Romains affamaient les enfants dans le même but. Les princes italiens de la Renaissance ont même essayé de faire l’élevage de nains (2). <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Des études scientifiques ont montré l’influence de l’alimentation et des conditions de captivité sur le poids du petit à la naissance, sur sa vitalité, sa sexualité et sa longévité. Ces changements morphologiques marqués sont attribuables, selon les spécialistes, au stress lié à la captivité et aux perturbations hormonales associées à un état de dépendance physique et psychologique anormale. L’augmentation de la fréquence des maladies, la malnutrition et la diminution de la mobilité et de l’activité générale ont aussi une forte incidence (3). Les animaux de zoos sont des sujets de repeuplement médiocres précisément pour ces raisons.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Après seulement quelques générations de ce traitement, le phénomène qui frappe le plus est la réduction de la taille de l’animal domestiqué. Les os de la face sont affaissés et aplatis, la mâchoire est plus courte et les dents, plus petites. L’appareil masticatoire est dénaturé et moins efficace. Les membres sont aussi plus courts et toute la biomécanique du corps est transformée (4). La quantité de tissus adipeux augmente et la musculature est moins développée. Le cerveau d’un animal captif est plus petit que son homologue sauvage, et ses sens, en général, sont beaucoup moins aiguisés. La dépendance est associée à une dégénérescence des facultés sensorielles. Comme les animaux domestiques vivent généralement de façon moins intense que les animaux sauvages, leurs sens sont en effet moins sollicités; il en résulte que la vue, l’ouïe, l’odorat, le goût et les sensations tactiles s’émoussent. La taille est un des critères auxquels se réfèrent les anthropologues pour identifier sur un site archéologique un animal domestiqué ou qui ne vivait plus dans son milieu naturel (5). <o:p></o:p></span></div>
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<span style="font-size: 14pt;">La privation de nourriture a également un effet marqué sur la sexualité. Pour s’adapter à une sous-alimentation chronique et à une longévité moindre, un animal captif se reproduit plus vite. Il passe d’une période de rut par année, comme chez le loup, par exemple, à deux et parfois trois, voire quatre, selon la pression de sélection qu’il subit (6). Il est également plus précoce sexuellement. Une chienne peut avoir sa première chaleur à cinq ou six mois tandis qu’un loup n’est mature qu’à l’âge de deux ans. Il est à noter que les animaux totalement dépendants, à qui on fait mener une existence presque végétative, sans aucun contact avec des individus de leur espèce, ne manifestent souvent aucune pulsion sexuelle; lorsqu’ils en ont, elles sont peu prononcées ou aberrantes et dirigées vers leur maître adoptif. Certains chiens mâles hyper-domestiqués ne lèvent pas la patte pour uriner et les femelles n’ont pas de périodes d’activité sexuelle, si elles en ont, avant deux et parfois trois ans. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Comme l’avait noté au siècle dernier l’ethnologue allemand, Konrad Lorenz, les êtres humains qui ne sont plus assujettis à la sélection naturelle accumulent aussi les irrégularités et les malformations qui seraient normalement éliminées par la sélection naturelle (7). En Grèce et en Turquie, les paléo-pathologistes ont trouvé une multitude de squelettes humains démontrant une baisse soudaine de stature, de force et de santé coïncidant avec le changement de la nature à la culture. L’analyse de ces fossiles révèle une augmentation marquée de l’incidence des maladies dégénératives et carentielles associée à une perte de longévité remarquable (8). Le processus de civilisation est accompagné d’une dérive génétique et d’une décadence marquée.<o:p></o:p></span></div>
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<span lang="FR">Castration<o:p></o:p></span></div>
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<span style="font-size: 14pt;">En plus d’agir sur la taille, on a aussi cherché à calmer les ardeurs naturelles des espèces les plus agressives et territoriales et à inhiber les instincts sexuels trop prononcés. Pour ce faire, la castration est le moyen privilégié depuis le début de la domestication. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Dans le Nouveau Monde, il y a à peine quelques siècles, la castration a également été utilisée pour calmer les esclaves noirs révoltés et un peu trop portés à se sauver. L’histoire des eunuques en Chine, en Grèce, en Perse et dans la Rome antique est bien connue. Ces hommes châtrés étaient préposés à la garde du harem et pouvaient devenir des hommes de confiance irremplaçables pour les seigneurs. Au XVIe siècle, à la cour impériale de Chine, plus de 20 000 eunuques servaient comme fonctionnaires, gardes, messagers ou serviteurs (9). Enfin, on a eu un certain temps une prédilection pour les chanteurs de chorale castrés. Farinelli (1705-1782), l’un de ces castrats, eu une brillante carrière de chanteur qui se termina au service personnel de Philippe V d’Espagne. Le roi, qui était affligé d’une mélancolie chronique, ne trouvait de soulagement qu’en écoutant la voix enchanteresse de Farinelli, l’un des oiseaux chanteurs humains le plus connus au monde, avec Céline Dion, Nicolas Sarkozy, Barack Obama, Justin Trudeau, Emmanuel Macron et compagnie… <o:p></o:p></span></div>
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<b><span style="font-size: 14pt;">Références<o:p></o:p></span></b></div>
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<span style="font-size: 14pt;">(1) Linda K. Lord (1997). « A survey of humane organizations and slaughter plants regarding experiences with Vietnamese potbellied pigs. » <i>Journal of the American Veterinary Medical Association</i> ; vol. 211 : 562.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">(2) Yi-Fu Tuan (1992). <i>Dominance and affection: The making of pets</i>. New Haven, Yale University Press.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">(3) <o:p></o:p></span></div>
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<span style="font-size: 14pt;">(4) Avishag Ginzburg (1996). « The beginnings of domestication: Osteological criteria for the identification of domesticated mammals in archeological sites. » <i>Israel Journal of Veterinary Medicine </i>; vol. 51, n<sup>o</sup>2 : 83-92. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">(5) <i>Idem</i>.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">(6) Brisbin, L. et Rich, T. (1997). “Primitive dogs, their ecology and behavior: Unique opportunities to study the early development of the humane-canine bond.” <i>Journal of the American Veterinary Medical Association</i>; vol. 210, n<sup>o</sup>8 : 1122-1126.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">(7) Konrad Lorenz (1970). « Le tout et la partie dans la société animale. » Dans Trois essais sur le comportement animal et humain. Seuil. Les observations de Lorenz à ce sujet sont décortiquées par Boris Sax dans <i>Animals in the Third Reich: Pets, Scapegoats and the Holocaust</i>. Continuum. 2000.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">(8) Michael Shermer (2001). The beautiful people myth : Why the Grass is Always Greener in the Other Century. <i>The Border Lands of Science. Where Science meets Nonsense</i>. Oxford : 250. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">(9) Yi-Fu Tuan. <i>Ouvr. cité</i>.<o:p></o:p></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-23107927827086806512019-02-26T07:54:00.006-08:002023-09-11T07:28:04.866-07:00Les animaux sont l'ombre de la saga humaine (1)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: 14pt;">Charles Danten</span></div>
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<span style="font-size: 14pt;">Tous les changements morphologiques et psychologiques que nous avons imposés aux animaux ne sont pas sans ressembler étrangement à ceux que les humains se sont eux-mêmes imposés au cours de la même période. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Ce que nous avons fait subir aux bêtes nous l’avons fait subir aux nôtres tout au long de notre histoire. Les techniques de la domestication, c’est-à-dire l'enfermement, la privation alimentaire, la castration physique et psychologique, la sélection pour la docilité, l'inceste et la civilisation des mœurs par diverses techniques de coercition, nous les avons appliquées à nous-même.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Dans cette optique, la condition animale est une transposition de la condition humaine, une dramatisation vivante de la relation avec notre propre animalité, c'est-à-dire nos instincts. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">Toute notre histoire est celle des moyens que nous avons dû déployer pour gérer nos pulsions dans un environnement où elles sont devenues inadaptées. Ce qui est arrivé à notre espèce est le dilemme de tous les animaux sauvages qui se retrouvent en captivité. Le loup, par exemple, qui devient chien à force d’être domestiqué par les humains subit le même sort que nous avons nous-mêmes subi depuis notre sortie de la nature dans des circonstances inconnues à ce jour (1)(2)(3).<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Mon livre, </span><i style="color: purple;"><span style="font-size: 14pt;"><a href="https://www.amazon.fr/gp/product/1511643374/ref=s9u_simh_gw_i1?ie=UTF8&pd_rd_i=1511643374&pd_rd_r=c764d6da-df33-11e7-a008-71ec069f688d&pd_rd_w=CYL4v&pd_rd_wg=agfl8&pf_rd_m=A1X6FK5RDHNB96&pf_rd_s=&pf_rd_r=4CDBDMFGMYDZXV96HKW3&pf_rd_t=36701&pf_rd_p=b2aa2a3e-4691-4349-8b50-65f9675cdf61&pf_rd_i=desktop" style="color: purple;">Un vétérinaire en colère. Sur les chemins de rédemption</a> </span></i><span style="font-size: 14pt;">est en quelque sorte une métaphore ou une allégorie de la condition humaine ; il suffit de remplacer le chien par un homme et le boulet par la domestication.<o:p></o:p></span></div>
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<span style="font-size: 14pt;">Références<o:p></o:p></span></div>
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<span style="font-size: 14pt;">1. John A. Livingston (1994). <i>The Rogue Primate. An Exploration of Human Domestication</i>. Robert Rinehart Publishers. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">2. Peter J. Wilson (1988). <i>The Domestication of the Human Species</i>. Yale University Press. <o:p></o:p></span></div>
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<span style="font-size: 14pt;">3. André G. Haudricourt (1962). Domestication des animaux, culture des plantes et traitement d’autrui. <i>L’Homme</i>. (2), n<sup>o </sup>1 : 40-50. </span><o:p></o:p></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-35789653550477664582019-01-26T13:22:00.000-08:002019-05-13T03:22:27.029-07:00Ritual slaughter in the name of Yahveh and Allah is as cruel as ritual mutilations in humans and aesthetic mutilations in animals<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: large;">Charles Danten</span><br />
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<span lang="EN-CA"><span style="font-size: large;">Kosher and halal slaughtering is disrespectful not only to animals but to our culture and to all self-respecting human beings.<o:p></o:p></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">In modern civilized societies such as ours, animals are not slaughtered without first making them unconscious with a stun gun. Bleeding to death a conscious animal by slitting its throat, the jihadist way, is an act of great barbarity that all civilized people strongly condemn.<o:p></o:p></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">This despicable practice, which is banned in Switzerland since 1893 - more recently in Sweden, Denmark, Slovenia, and since January 2019, in Belgium - must stop.<o:p></o:p></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Mutilations</span><span style="font-family: "cambria";"><o:p></o:p></span></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">The same can be said about circumcision in humans. These religious rituals are as barbarous and cruel as aesthetic mutilations in animals such as ear cropping in dogs and declawing in cats.<o:p></o:p></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">In humans, this mutilation devoid of humanity is theoretically illegal in many countries. In France, for example, Article 16-3 of the Civil Code states the following:<o:p></o:p></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">The integrity of the human body can be impaired only in the case of a medical necessity for a person, and exceptionally, in the therapeutic interest of others. The consent of the person concerned must be obtained beforehand except when his condition necessitates a therapeutic intervention to which he is not in a position to consent.</span></span></blockquote>
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<span lang="EN-CA"><span style="font-size: large;">This mutilation, which is practiced before the victims are adults - at the age of eight days for Jews and between five and eight years for Muslims - are inflicted without the informed consent of the victims. From a legal point of view, this archaic ritual can therefore be considered as child abuse. <o:p></o:p></span></span></div>
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<span style="font-size: large;">In animals, mutilations for aesthetic purposes are now prohibited wherever the Charter of Animal Rights is applied, as in Europe, in California, and in Quebec, Canada. Are animal rights better respected than humans? Not exactly! Religious slaughter in animals and religious circumcision in humans are practiced in all secular societies that claim to be on the cutting edge of social progress.</span><span style="font-size: large;"> </span></div>
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<span lang="EN-CA"><span style="font-size: large;">Yet, in a secular society such as ours, religion does not have precedence over the law, and the law must be the same for everyone. </span></span></div>
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<span style="font-size: large;">Those who refuse to comply can simply leave the country.</span></div>
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<span lang="EN-CA"><span style="font-size: large;">As a matter of fact, according to traditional Islam - true Islam - if Muslims are unable to practice their religion as they should, the Koran invites them to emigrate and not to put themselves in conflict with their adoptive society as do the Muslim Brotherhood, Salafists (islamic fundamentalism) and other fake Islam's that thrive in our societies. (1)</span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">As far as Jews are concerned, if they want to continue living</span></span><span style="font-size: large;"> in the Middle Ages, they can always move to Israel, the paradise of ritual circumcision and kosher slaughtering. </span></div>
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<span lang="EN-CA"><span style="font-size: large;">And if Jews and Muslims refuse to leave, they can always change the founding credo of their religion. Dogmas are not etched in stone. In order to adjust to modernity, the Catholic Church for example has changed its fundamentals many times since 1965 (Vatican II). And if Catholics can do so, Jews and Muslims can certainly do so as well. <o:p></o:p></span></span></div>
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<span lang="EN-CA"><span style="font-size: large;">Reference</span></span></div>
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<span lang="EN-CA" style="font-family: "cambria";"><span style="font-size: large;">Youssef Hindi (2016). <i>Les mythes fondateurs du choc des civilisations. Comment l'islam est devenu l'ennemi de l'Occident</i>. </span></span><span style="font-size: large;"><span style="font-family: "cambria";">(</span><i style="font-family: cambria;">The Founding Myths of the Clash of Civilizations. How Islam Became the Enemy of the West</i><span style="font-family: "cambria";">).</span></span><span style="font-family: "cambria"; font-size: large;"> </span><span lang="EN-CA" style="font-family: "cambria";"><span style="font-size: large;">S</span></span><span style="font-family: "cambria"; font-size: large;">igest. </span><br />
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<span style="font-family: "cambria"; font-size: large;">Ronald Goldman (1997). <i>Circumcision, the hidden trauma: How an american cultural practice affects infants and ultimately us all</i>. Vanguard.</span><br />
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<span style="font-family: "cambria"; font-size: large;">www. circumcision.org</span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-37109642150573343162019-01-26T08:38:00.003-08:002022-01-31T06:31:49.479-08:00Les vrais amis des bêtes ne devraient pas avoir d'animaux de compagnie<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="font-size: large;">Charles Danten</span><br />
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<span style="font-size: small;">Paradoxalement, en s'affichant publiquement </span><span style="font-size: small;">avec des animaux, </span><br />
<span style="font-size: small;">BB fait la promotion de ce qu'elle prétend vouloir dénoncer : </span><span style="font-size: medium;"><span style="font-size: small;">la consommation </span></span><br />
<span style="font-size: medium;"><span style="font-size: small;">tous azimut des animaux</span><span style="font-size: xx-small;"><span style="font-size: small;">.</span> </span></span><br />
<span style="font-size: small;"><span style="font-size: medium;"><span style="font-size: xx-small;"> </span><a href="http://charles-danten.blogspot.com/2017/12/les-mas-tu-vu-de-la-protection-animale_27.html"><span style="color: blue;">Les m'as-tu-vu de la protection animale</span></a><span style="font-size: xx-small;">.</span></span></span></div>
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<span style="font-size: large;"><span style="background-color: white; color: #080808; font-family: "times" , "times new roman" , serif; text-align: justify;">Nous tenons tous pour acquis que les animaux de compagnie sont bien traités, aussi bien sinon mieux que nos propres enfants. Or, la réalité est tout autre. Ce que nous faisons à nos petits compagnons, sous le couvert des bons sentiments et des bonnes intentions, est aussi cruel, sinon plus, par son hypocrisie et son apparente innocence que le gavage des oies et la chasse aux phoques.</span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: large;">Le problème principal se situe dans le concept même d’animal de compagnie. En raison du lien d’attachement que nous leur imposons, aucun animal de compagnie, par définition, ne peut atteindre un quelconque degré d’autonomie ou de maturité affective. Le maintien de cet </span><span data-mce-style="color: #0000ff;" style="color: blue;"><a data-mce-href="http://static.blog4ever.com/2011/07/511128/Qs77_attachement.pdf" href="http://static.blog4ever.com/2011/07/511128/Qs77_attachement.pdf" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue; font-size: large;">attachement infantile</span></a></span><span style="font-size: large;"> devient l’élément déclencheur d’une anxiété chronique qui se traduit cliniquement par des troubles psychologiques très variés comme l'anxiété de séparation et les phobies.</span></span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Les problèmes liés à la domination comme l'agressivité, notamment des pitbulls mais de plusieurs autres races, de même que les maladies psychosomatiques engendrées par la domestication et des conditions de vie peu adaptées à la plupart des espèces sont aussi légion.</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">L'abus vaccinal pour des raisons strictement commerciales et financières tue des milliers d'animaux par année. Les maîtres sont complaisants, car ils ont besoin de ce moyen fort bien vu pour valider leur amour des animaux qu'ils exploitent, avec la complicité du vétérinaire, pour enjoliver leur vie souvent triste et fastidieuse.</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;"><span style="color: #080808;">Diverses </span><span data-mce-style="color: #0000ff;" style="color: blue;"><a data-mce-href="http://www.vivalavegan.net/community/articles/711-veterinarians-excerpt-from-slaves-of-our-affection.html" href="http://www.vivalavegan.net/community/articles/711-veterinarians-excerpt-from-slaves-of-our-affection.html" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue;">mutilations</span></a> </span><span style="color: #080808;">chirurgicales, comme la stérilisation (</span><a href="http://charles-danten.blogspot.com/2019/01/cinq-mythes-sur-les-animaux.html"><span style="color: blue;"><b>castration et hystérectomie</b></span></a><span style="color: #080808;">), l'onyxectomie des chats (ablation des griffes), la caudectomie, le taillage d'oreilles, l'ablation des cordes vocales, pour rendre les animaux plus attrayant et plus facile à contrôler entraînent d’innombrables souffrances aux animaux.</span></span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Pour l’amour d’une chanson et un peu d’exotisme, pour mettre un peu de piquant dans la vie morne et triste des citadins qui s'ennuient, les habitats et les incubateurs naturels du monde entier sont mis<span data-mce-style="color: #0000ff;" style="color: blue;"> <a data-mce-href="http://www.traffic.org" href="http://www.traffic.org/" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue;">à feu et à sang</span></a></span> par le commerce licite et illicite de la faune.</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Les animaux domestiques de toutes les espèces sont affligés de <span data-mce-style="color: #0000ff;" style="color: blue;"><a data-mce-href="http://books.google.co.uk/books?id=Y_ZOoWgEMvgC&pg=PA404&lpg=PA404&dq=%22the+things+we+do+to+dogs%22+wolfensohn+new+scientist&source=bl&ots=LVDicoEiVD&sig=QyDPLnrf9-x1Q8yzjMRy0ONiHb8&hl=en&ei=-86JTYK7PMa3hAe0x_m6Dg&sa=X&oi=book_result&ct=result&resnum=3&ved=0CCIQ6AEwAg#v=onepage&q=%22the%20things%20we%20do%20to%20dogs%22%20wolfensohn%20new%20scientist&f=false" href="http://books.google.co.uk/books?id=Y_ZOoWgEMvgC&pg=PA404&lpg=PA404&dq=%22the+things+we+do+to+dogs%22+wolfensohn+new+scientist&source=bl&ots=LVDicoEiVD&sig=QyDPLnrf9-x1Q8yzjMRy0ONiHb8&hl=en&ei=-86JTYK7PMa3hAe0x_m6Dg&sa=X&oi=book_result&ct=result&resnum=3&ved=0CCIQ6AEwAg#v=onepage&q=%22the%20things%20we%20do%20to%20dogs%22%20wolfensohn%20new%20scientist&f=false" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue;">caractéristiques anatomiques</span></a></span> soigneusement planifiées qui font de leur vie un véritable cauchemar. Le sharpei, par exemple, ce chien d’origine chinoise élu le plus laid du monde, est recouvert d’un excès de peau deux à trois fois supérieure à la normale. Les replis cutanés excessifs des paupières obstruent sa vue et frottent en permanence contre la surface des yeux, c’est-à-dire la cornée, une des parties les plus sensibles du corps. Les dermatites chroniques des replis cutanés sont courantes, et les maladies génétiques de la peau empoisonnent la vie de ce chien de plus en plus populaire.</span></div>
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<span style="color: #080808; font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Dès qu’ils deviennent à la mode, les animaux de toutes les espèces font l’objet d’un élevage d’une grande intensité qui conduit rapidement à leur détérioration génétique et à une foule de sévices et d'abus.</span></span></div>
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<span style="color: #080808; font-size: large;"><span style="font-family: "times" , "times new roman" , serif;">Depuis quarante ans, à cause en partie de la piètre qualité des aliments pour animaux, l’espérance de vie des carnivores domestiques est en chute libre. Le cancer, les maladies osseuses, les allergies, les dérèglements du système immunitaire, les maladies digestives et hormonales (comme l’hyperthyroïdisme chez le chat âgé), les maladies des dents affligent de façon irréversible la grande majorité de nos amis les bêtes.</span></span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Des millions d’animaux sont détruits chaque année dans des refuges qui ne sont rien d’autre que des fourrières déguisées. Pour ne pas nuire aux affaires, la France, entre autres, ne donne aucune statistique sur ce sujet épineux, mais pour vous donner une idée, au Québec, par exemple, selon un sondage Léger (2014), on détruit plus de <a data-mce-href="http://www.lapresse.ca/opinions/201106/09/01-4407758-derriere-le-drame-du-berger-blanc.php" href="http://www.lapresse.ca/opinions/201106/09/01-4407758-derriere-le-drame-du-berger-blanc.php" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue;">500 000 chiens et chats par année</span>,</a> soit 25 % d’un cheptel de deux millions.</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Du point de vue cognitif des animaux, quels que soient leurs résultats, les soins vétérinaires sont également une forme d’abus à rajouter à une longue liste de sévices. Pendant qu'une main les rend malades, de multiples façons, l’autre en tire profit, comme si de rien n’était. Cette schizophrénie suggère que notre préoccupation pour la santé et le bien-être des animaux sous notre joug répond beaucoup plus à nos propres besoins qu’à tout autre chose.</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Et cette liste est loin d'être exhaustive. L<span data-mce-style="color: #0000ff;" style="color: blue;">’<a data-mce-href="http://www.charlesdanten.com/doit-on-mettre-un-preservatif-avant-de-faire-lamour-a-son-chien" href="http://www.charlesdanten.com/doit-on-mettre-un-preservatif-avant-de-faire-lamour-a-son-chien" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue;">exploitation sexuelle des animaux</span></a></span> par exemple, un sujet tabou, mais fort répandu dans notre société bien pensante, a aussi un impact négatif non seulement sur les animaux, mais aussi sur les<span data-mce-style="color: #0000ff;" style="color: blue;"> <a data-mce-href="http://www.huffingtonpost.co.uk/2014/10/13/sex-animals-banned-denmark_n_5975828.html?utm_hp_ref=tw" href="http://www.huffingtonpost.co.uk/2014/10/13/sex-animals-banned-denmark_n_5975828.html?utm_hp_ref=tw" style="color: #8e8e8e; font-weight: bold; text-decoration: none;"><span data-mce-style="color: #0000ff;" style="color: blue;">humains</span></a></span>. </span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;"><span style="color: #080808;">Voir à ce sujet en anglais : </span><a href="http://charles-danten.blogspot.com/2018/07/krishnamurti-and-compassionate-face-of.html"><span style="color: blue;">Krishnamurti and the Compassionate Face of Animal Cruelty</span></a></span></div>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.comtag:blogger.com,1999:blog-2946851459562150320.post-51601759958754879662019-01-03T10:55:00.000-08:002019-10-16T12:43:15.441-07:00L'abattage rituel au nom de Yahvé ou d'Allah est aussi cruel que les mutilations rituelles chez les humains et les mutilations de convention chez les animaux <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-size: large;">Charles Danten<o:p></o:p></span></div>
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<span style="font-size: large;">L'abattage casher ou hallal est un manque de respect non seulement envers les lois de notre pays, mais envers les animaux, notre culture, voire tout être humain qui se respecte. </span></div>
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<span style="font-family: "cambria";"><span style="font-size: large;">Dans les sociétés civilisées comme la nôtre, on n'abat pas les animaux sans les étourdir au préalable. Abattre un animal en l’égorgeant vivant, à la manière des djihadistes est un acte non seulement inutile, mais d'une très grande barbarie que nous réprouvons avec vigueur. </span></span><br />
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<span style="font-family: "cambria"; font-size: large;">Les commandements sacrés ordonnent que le sang s'écoule de l'animal vivant ; or, les méthodes modernes d'abattage correspondent aux rituels religieux mieux même que la méthode religieuse. Il faut savoir aussi que la méthode juive d'abattage n'est pas une exigence de l'Ancien testament, le livre sacré des véritables enfants d'Abraham, mais du Talmud, une collection de malédictions dirigées contre les non-juifs et un recueil de superstitions censés guider les juifs de la secte talmudique qui n'a rien à voir avec le judaïsme de l'Ancien testament.</span><br />
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<span style="font-size: large;">Cette pratique ignoble, interdite en </span><a href="https://www.swissjews.ch/fr/affaires-religieuses/cacher/linterdiction-de-labattage-rituel-en-suisse/" style="color: purple;"><span style="font-size: large;">Suisse</span></a><span style="font-size: large;"> depuis 1893, plus récemment, en Suède, au<span style="color: blue;"> </span><a href="https://www.lemonde.fr/idees/article/2014/02/18/le-danemark-met-fin-a-l-abattage-rituel_4368721_3232.html?fbclid=IwAR3h9sXKknZ3A0ugEr-lj4w71SaQ-s4uGXAl6nlH4yEexLE4QNw9zgZmhR0"><span style="color: blue;">Danemark</span> </a>et en Slovénie, et depuis janvier 2019, en </span><a href="https://www.jforum.fr/belgique-la-loi-interdisant-labattage-rituel-entre-en-vigueur.html" style="color: purple;"><span style="font-size: large;">Belgique</span></a><span style="font-size: large;">, doit cesser. </span></div>
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<span style="font-size: large;">On peut en dire autant sur les mutilations de convention chez les animaux comme</span><span style="font-size: large;"> l’onyxectomie (l'excision des griffes) des chats, des grands fauves et parfois des lapins, le taillage des oreilles et de la queue chez les chiens, l’excision des ergots (doigt surnuméraire sans fonction anatomique), l’ablation des glandes annales du furet (qui contiennent une substance très malodorante, une véritable odeur de putois), l’extraction dentaire (en général les canines) chez les grands fauves et les singes, l’ablation des cordes vocales des chiens pour les empêcher d’aboyer et la stérilisation, c’est-à-dire <span style="color: blue;"><a href="http://charles-danten.blogspot.com/2019/01/cinq-mythes-sur-les-animaux.html">la castration pour le mâle et l’ovarihystérectomie pour la femelle</a>.</span> </span><br />
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<span style="font-size: small;">Doberman aux oreilles taillées en pointe<br />pour lui donner un air plus féroce.</span></div>
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<span style="font-size: large;">Ces interventions sont pratiquées à une fréquence variable selon le quartier, la région, le pays, les besoins et les intérêts de chacun. Sauf exception, leur objectif n’est pas thérapeutique; ce ne sont donc pas des chirurgies dans le vrai sens du terme, mais bien des mutilations. La vétérinaire est appelée à les pratiquer pour servir son client qui désire transformer ou sculpter son « enfant » en une forme plus séduisante ou plus accommodante, comme on le ferait avec une plante ornementale. </span><br />
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<span style="font-family: "cambria"; font-size: large;">Chez les animaux, les mutilations de convention, à l'exception de la castration et de l'hystérectomie, sont en théorie désormais interdites, notamment en Europe et dans plusieurs provinces du Canada dont le Québec, et bientôt en <a href="https://www.rt.com/russia/451179-duma-cats-claws-law/">Russie</a>, car ces formes de maltraitance animales ont des répercussions physiques et psychologiques parfois très graves</span><span style="font-family: "cambria"; font-size: large;">. Les chats par exemple sont parfois handicapés à vie par l'excision des griffes. L'Hystérectomie en bas âge est par ailleurs associée à l'âge adulte par de l'incontinence urinaire chronique due au manque d'œstrogène, une hormone jouant un rôle important dans le tonus du sphincter urinaire; cette pathologie fréquente se traduira dans bien des cas par l'abandon de l'animal (voir sur ce blogue, <a href="http://charles-danten.blogspot.com/2019/01/cinq-mythes-sur-les-animaux.html"><span style="color: blue;">la véritable raison de la stérilisation</span></a>).</span></div>
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<b><span style="font-size: large;">Les mutilations chez les humains<o:p></o:p></span></b></div>
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<span style="font-size: large;">Les mutilations rituelles comme la circoncision sont aussi cruelles que l'abattage rituel et les mutilations de convention chez les animaux. </span></div>
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<span style="font-size: large;"><span style="font-family: "cambria";">Comme le souligne l'écrivain,</span><span style="font-family: "cambria";"> </span>Laurent Guyénot<span style="font-family: "cambria";">, cette pratique dépourvues d’humanité est théoriquement illégale, notamment en France en vertu des droits de l’homme et de l’article 16-3 du Code civil :</span><o:p></o:p></span></div>
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<span style="font-size: large;">Il ne peut être porté atteinte à l’intégrité du corps humain qu’en cas de nécessité médicale pour la personne ou à titre exceptionnel dans l’intérêt thérapeutique d’autrui. Le consentement de l’intéressé doit être recueilli préalablement hors le cas où son état rend nécessaire une intervention thérapeutique à laquelle il n’est pas à même de consentir. </span></blockquote>
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<span style="font-size: large;">Cette mutilation qui se pratique</span><span style="font-size: large;"> avant la majorité des victimes, à l’âge de huit jours chez les juifs et entre cinq et huit ans chez les musulmans, sont en effet infligée sans le consentement éclairé des victimes. </span><span style="font-size: large;">Du point de vue juridique, ces rites archaïques, qui ont</span><span style="font-size: large;"> des répercussions physiques et psychologiques effroyables sur les victimes (voir la section des lectures pertinentes ci-dessous), </span><span style="font-size: large;">doivent par conséquent être considérés comme de la maltraitance infantile.</span></div>
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<span style="font-size: medium;"><span style="font-family: "cambria";"><span style="font-size: large;">La liberté de religion n’a pas préséance sur la loi, et </span></span></span><span style="font-family: "cambria"; font-size: large;">la loi doit être la même pour tout le monde. Ceux qui refusent de s’y plier peuvent toujours quitter le pays.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTiX2sOlsemx3W6ZMhiow3HjV9WghdCd3d7jItq-9aZkNcL1yR9Gp9vnlx8vhf9v-St-OmyPD56OY5-iKizSiFKn2ctEeSiJxkOtlE8OpBFHvpakb-xSKc-bqy-K1BwWr0-unz41umUL4/s1600/mythes_fondateurs.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="556" data-original-width="405" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigTiX2sOlsemx3W6ZMhiow3HjV9WghdCd3d7jItq-9aZkNcL1yR9Gp9vnlx8vhf9v-St-OmyPD56OY5-iKizSiFKn2ctEeSiJxkOtlE8OpBFHvpakb-xSKc-bqy-K1BwWr0-unz41umUL4/s640/mythes_fondateurs.png" width="465" /></a></div>
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<span style="font-family: "cambria"; font-size: large;">Comme le dit Youssef Hindi dans son livre, <i>Les mythes fondateurs du choc des civilisations. Comment l’Islam est devenu l’ennemi de l’Occident</i>, selon l'islam traditionnel - le véritable islam - si les musulmans sont incapables de pratiquer leur religion comme il se doit, le coran les invite à émigrer et non à se mettre en conflit avec leur société d'adoption comme le font </span><span style="font-family: "cambria"; font-size: large;">les salafistes (fondamentalistes islamiques), </span><span style="font-family: "cambria"; font-size: large;">les frères musulmans (forme adoucie de wahhabisme - la religion de Daesh), et autres faux islams qui sévissent dans nos régions.</span></div>
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<span style="font-size: large;"><span style="font-family: "cambria";">Quant aux juifs, s’ils veulent continuer à vivre comme au Moyen-Âge, eh bien, qu’ils s’en aillent en Israël, le paradis de la circoncision rituelle et de l'abattage casher</span></span><span style="font-family: "cambria"; font-size: large;">. </span><br />
<span style="font-size: large;"><span style="font-family: "cambria";"><br /></span></span><span style="font-size: large;"><span style="font-family: "cambria";">Et si les juifs et les musulmans refusent de partir, ils peuvent toujours changer les dogmes fondateurs de leur religion. Les dogmes ne sont pas écrits dans le marbre. Afin de s'ajuster à la modernité, l’Église catholique, par exemple, a changé ses fondamentaux de nombreuses fois depuis Vatican II (1965). Par conséquent, rien n'empêche les juifs et les musulmans d'en faire autant. Où est le problème ? Il faut vivre avec son temps.</span></span><br />
<span style="font-size: large;"><span style="font-family: "cambria";"><br /></span></span><span style="font-size: medium;"><span style="font-family: "cambria"; font-size: x-large;">Lectures pertinentes</span></span><br />
<span style="font-family: "cambria" , "hoefler text" , "utopia" , "liberation serif" , "nimbus roman no9 l regular" , "times" , "times new roman" , serif; font-size: 1.2em;"><br /></span>
<span style="font-family: "cambria" , "hoefler text" , "utopia" , "liberation serif" , "nimbus roman no9 l regular" , "times" , "times new roman" , serif;"><span style="font-size: large;"><b>Aldeeb Sami - Circoncision Masculine et féminine</b></span></span><br />
<div class="post short " id="p4206" lang="fr" style="background-image: url(https://www.histoireebook.com/themes/ductile/img/filet.png); background-position: left bottom; background-repeat: repeat no-repeat; border: none; clear: both; font-family: cambria, "hoefler text", utopia, "liberation serif", "nimbus roman no9 l regular", times, "times new roman", serif; margin: 0px; padding: 0px 0px 1.5em; position: relative;" xml:lang="fr">
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<span style="font-size: 1.2em; font-weight: normal;">Auteur : Aldeeb Abu-Sahlieh Sami Awad Ouvrage : Circoncision Masculine et féminine Débat religieux, médical, social et juridique Année : 2012 </span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">Louizi Mohamed - Le juste « prix » de la « terre promise » : Réflexion autour de la circoncision</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteur : Louizi Mohamed Ouvrage : Le juste « prix » de la « terre promise » : Réflexion autour de la circoncision Année : 2009 </span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">La circoncision à l’origine de troubles de la personnalité</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteurs : Bollinger Dan - Van Howe Robert S. Ouvrage : La circoncision à l’origine de troubles de la personnalité (incapacité de ressentir des émotions et impulsivité) Année : 2011 </span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">Aldeeb Sami - Circoncision Le complot du silence</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteur : Aldeeb Abu-Sahlieh Sami Awad Ouvrage : Circoncision Le complot du silence Année : 2012</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">La conspiration du silence. </span><span style="font-size: 1.2em;">Lumière sur une pratique criminelle, la circoncision</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteur : L’Eau Régale Ouvrage : La conspiration du silence. Lumière sur une pratique criminelle La circoncision Année : 2000 </span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">Les faits de circoncision</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteur : Anonyme Ouvrage : Les faits de circoncision Année : 200* </span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">Aldeeb Sami - Mutiler au nom de Yahvé ou d'Allah</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteur : Aldeeb Abu-Sahlieh Sami Award Ouvrage : Mutiler au nom de Yahvé ou d'Allah. Légitimation religieuse de la circoncision masculine et féminine Année : 1993 </span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em;">Gonzalès Caroline - Circoncision et excision des mineurs</span></h2>
<h2 class="post-title" style="font-size: 1.2em; line-height: 1.17; margin: 0.75em 0px 0.33em;">
<span style="font-size: 1.2em; font-weight: normal;">Auteur : Gonzalès Caroline Ouvrage : Circoncision et excision des mineurs De la politique criminelle à la prévention sociale Année : 2002 </span></h2>
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Charles Dantenhttp://www.blogger.com/profile/07610323047187366288noreply@blogger.com