{"id":17351,"date":"2016-12-24T19:25:12","date_gmt":"2016-12-24T18:25:12","guid":{"rendered":"http:\/\/www.revue3emillenaire.com\/blog\/?p=17351"},"modified":"2024-08-27T11:21:26","modified_gmt":"2024-08-27T10:21:26","slug":"monde-fantastique-de-nos-cellules-jacqueline-bousquet","status":"publish","type":"post","link":"https:\/\/www.revue3emillenaire.com\/blog\/monde-fantastique-de-nos-cellules-jacqueline-bousquet\/","title":{"rendered":"Le monde fantastique de nos cellules par Jacqueline Bousquet"},"content":{"rendered":"<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">(Revue 3<\/span><\/span><span style=\"color: #000000;\"><sup><span style=\"font-size: medium;\">e<\/span><\/sup><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> Mill\u00e9naire. Ancienne s\u00e9rie. No 15 Juillet-Ao\u00fbt 1984)<\/span><\/span><\/p>\n<ul>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>Que sont donc ces champs qui cr\u00e9ent la mati\u00e8re ?<\/b><\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>La relativit\u00e9 en biologie conduit du mat\u00e9riel \u00e0 l&rsquo;immat\u00e9riel<\/b><\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>Tout est issu de la lumi\u00e8re<\/b><\/span><\/span><\/p>\n<\/li>\n<\/ul>\n<p align=\"justify\"><span style=\"color: #000080;\"><u><a class=\"western\" href=\"http:\/\/www.arsitra.org\/\" target=\"_blank\" rel=\"noopener\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\"><i><b>Jacqueline Bousquet<\/b><\/i><\/span><\/span><\/span><\/a><\/u><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\"><i><b> (d\u00e9c\u00e9d\u00e9e en 2013), docteur \u00e8s-science, chercheur au C.N.R.S., tient ici, \u00e0 rendre hommage au Professeur \u00c9mile Pinel dont les travaux, par le biais des math\u00e9mati\u00adques appliqu\u00e9es \u00e0 la biologie, lui ont permis de faire la jonction entre la science actuelle et les connaissances tra\u00additionnelles ainsi qu&rsquo;elle va tenter de le d\u00e9montrer. Trop long\u00adtemps m\u00e9connu, car \u0153uvrant dans la soli\u00adtude, il n&rsquo;a pu encore apporter officiellement \u00e0 la science toute la contribution de ses travaux d&rsquo;une valeur ex\u00adceptionnelle. Souhai\u00adtons qu&rsquo;il soit enfin re\u00adconnu comme le pion\u00adnier de g\u00e9nie d&rsquo;une science holistique qui nous aidera \u00e0 aborder le n\u00e9cessaire change\u00adment de paradigme.<\/b><\/i><\/span><\/span><\/span><\/p>\n<ul>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Pour une approche satisfaisante de ce que nous appelons le r\u00e9el et devant l&rsquo;ab\u00eeme qui se creuse entre ce que nous croyons (sens commun) et ce qui est ;<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Pour essayer de savoir aujourd&rsquo;hui pourquoi la Science s&rsquo;est s\u00e9par\u00e9e de la Religion ;<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Pour savoir comment la Tradition a toujours v\u00e9hicul\u00e9, pour qui savait l&rsquo;entendre, une connaissance que nous retrouvons apr\u00e8s avoir err\u00e9 dans de multiples savoirs ;<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Essayons, sans pr\u00e9jug\u00e9s, sans a priori, sans syst\u00e8me, avec comme seule r\u00e8gle notre bonne foi, de trouver le point de rencontre entre l&rsquo;esprit et la mati\u00e8re en incarnant le premier et d\u00e9sincarnant la seconde.<\/span><\/span><\/p>\n<\/li>\n<\/ul>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La physique quantique et subquantique nous autorise toutes les au\u00addaces et la relativit\u00e9 en biologie nous conduit du mat\u00e9riel \u00e0 l&rsquo;imma\u00adt\u00e9riel ; elle nous apprend que ce sont les champs qui \u00ab cr\u00e9ent \u00bb la mati\u00e8re et la mod\u00e8\u00adlent. La th\u00e9orie quantique du champ est en effet une th\u00e9orie efficace en d\u00e9pit de la contradiction des deux termes (un champ est un domaine entier, un quantum est une petite partie indivisible ; les deux concepts sont antagonistes).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La r\u00e9alit\u00e9 est insubstantielle ; seuls les champs sont r\u00e9els ; les particules (mati\u00e8re) ne sont que des interactions de champ, manifestations \u00e9ph\u00e9m\u00e8res, extr\u00eamement abruptes, dans des r\u00e9gions de l&rsquo;espace tr\u00e8s r\u00e9duites.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00ab Les physiciens qui s&rsquo;occupent de th\u00e9orie quantique sont contraints d&#8217;employer un langage emprunt\u00e9 \u00e0 la vie quotidienne. Nous faisons comme s&rsquo;il existait r\u00e9ellement une chose telle qu&rsquo;un courant \u00e9lectrique (ou une particule) car si nous interdisions \u00e0 tous les physiciens de parler de courant \u00e9lectrique (ou de particules), ils ne seraient plus en mesure de s&rsquo;exprimer. \u00bb (Heisenberg).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La Science nous dit, tout comme la Tradi\u00adtion, que tout est issu de la lumi\u00e8re ; nous y reviendrons. Qu&rsquo;est la lumi\u00e8re ? Des particules appel\u00e9es photons, port\u00e9es par des ondes \u00e9lectroma\u00adgn\u00e9tiques. Nous venons de dire que la seule r\u00e9alit\u00e9 est le champ, donc les ondes. Un syst\u00e8me quel qu&rsquo;il soit est repr\u00e9sent\u00e9 par une fonction d&rsquo;onde ; cette derni\u00e8re est une entit\u00e9 qui participe \u00e0 la fois de la mati\u00e8re et de l&rsquo;id\u00e9e.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Donc, une chose repr\u00e9sent\u00e9e par une fonction d&rsquo;onde a un aspect mat\u00e9riel ; pour\u00adtant, quand on l&rsquo;examine (interaction avec le syst\u00e8me observant) elle fait un saut vers un nouvel \u00e9tat. Ces transitions sont caract\u00e9risti\u00adques du domaine des id\u00e9es ; voici d\u00e9j\u00e0 l&rsquo;amorce de notre point de jonction.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Puisque tout se meut dans l&rsquo;univers, que la science aussi bien que la Tradition parle de la \u00ab danse des \u00e9l\u00e9ments \u00bb et que toute particule charg\u00e9e, en mouvement engendre une onde \u00e9lectromagn\u00e9tique, arr\u00eatons-nous un instant sur ce que sont ces ondes \u00e9lectromagn\u00e9tiques.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>Les ondes \u00e9lectromagn\u00e9tiques dans l&rsquo;univers&#8230; et dans la cellule<\/b><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Elles sont constitu\u00e9es de la superposition des variations spatiotemporelles d&rsquo;un champ \u00e9lectrique et d&rsquo;un champ magn\u00e9tique. Elles se d\u00e9placent dans le vide, c&rsquo;est-\u00e0-dire que ce type d&rsquo;onde n&rsquo;a pas besoin de support mat\u00e9riel ; en ligne droite si le milieu est homog\u00e8ne. Elles se propagent \u00e0 travers les milieux non conducteurs de l&rsquo;\u00e9lectricit\u00e9, mais sont arr\u00eat\u00e9es par les corps conducteurs. Elles se r\u00e9fl\u00e9chissent et se r\u00e9fractent comme la lumi\u00e8re.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Les propri\u00e9t\u00e9s de ces radiations sont ind\u00e9\u00adpendantes de leur mode de production.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00ab <em>Aussi, depuis l&rsquo;extr\u00e9mit\u00e9 des rayons X jusqu&rsquo;aux immenses ondes de la t\u00e9l\u00e9graphie sans fil ; depuis ces ondes si t\u00e9nues qu&rsquo;il leur faut faire des centaines de milliers de pas pour franchir 1 mm jusqu&rsquo;\u00e0 celles qui parcourent la terre en quelques enjamb\u00e9es, le domaine des radiations est d&rsquo;un seul tenant et, d&rsquo;un seul coup d&rsquo;aile, nous pouvons en contempler l&rsquo;\u00e9tendue et la beaut\u00e9. Rayons Gamma qui traversent les m\u00e9taux les plus lourds, rayons X qui passent \u00e0 travers le corps humain, rayons ultraviolets qu&rsquo;arr\u00eate la plus mince couche de mati\u00e8re, ondes lumineuses auxquelles nous devons toutes nos sensations visuelles, rayons infra-rouges par lesquels se fait la plus grande partie des \u00e9changes de chaleur entre les corps, grandes ondes \u00e9lectriques qui entourent la terre jusqu&rsquo;aux antipodes, tout cela avec des moyens de production divers, n&rsquo;est qu&rsquo;une seule et m\u00eame chose sans autre diff\u00e9rence que la rapidit\u00e9 plus ou moins grande des vibrations, mais avec une \u00e9tonnante vari\u00e9t\u00e9 dans les propri\u00e9t\u00e9s. Sauf peut-\u00eatre au-del\u00e0 de l&rsquo;une des fronti\u00e8res, l&rsquo;explorateur a fini sa t\u00e2che : au\u00adcune partie ne reste \u00e0 d\u00e9couvrir dans le domaine des radiations. De tout cet ensemble, notre \u0153il ne per\u00e7oit directement qu&rsquo;une par\u00adcelle infime ; nous ne sommes pas tout-\u00e0-fait aveugles mais il ne s&rsquo;en faut pas de beaucoup et l&rsquo;on peut voir cet exemple de combien, l&rsquo;univers r\u00e9el est plus vaste que celui qui tombe directement sous nos sens<\/em> \u00bb.<\/span><\/span><\/p>\n<p align=\"right\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">(Charles FABRY \u2014 1925)<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00c9mile Pinel, dans son ouvrage <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Vie et Mort<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, nous fait part de son approche de la biologie cellulaire \u00e0 travers les math\u00e9matiques, en \u00e9tudiant les mouvements dans le tr\u00e8s petit biologique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ses conclusions sont qu&rsquo;il existe dans le noyau de la cellule un ordinateur constitu\u00e9 par trois champs particuliers que nous appel\u00adlerons H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">1<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> et H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Le premier, dou\u00e9 de m\u00e9moire (H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">) ren\u00adferme la programmation intranucl\u00e9aire ; pour fonctionner, il a besoin d&rsquo;un champ qui ex\u00e9cute les ordres (H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">1<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">) \u2014 magn\u00e9tique \u2014 et d&rsquo;un champ qui les transmette (H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> et H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> sont engendr\u00e9s par des mol\u00e9cules conjugu\u00e9es qui, gr\u00e2ce \u00e0 leur structure, sont capables de transmettre les ordres \u00e0 distance.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">H<\/span><\/span><img loading=\"lazy\" decoding=\"async\" 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\" width=\"227\" height=\"234\" name=\"Image1\" align=\"left\" border=\"0\" \/> <span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> est un champ psycho-biologique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, champ de transmission, est un champ de forme intra-nucl\u00e9aire gr\u00e2ce aux niveaux d&rsquo;\u00e9nergie qu&rsquo;il met \u00e0 jour le long de l&rsquo;axe de l&rsquo;ADN. Il est responsable de la forme de l&rsquo;ADN.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La r\u00e9sultante de ces champs est un champ gravitationnel qui est associ\u00e9 au champ magn\u00e9tique de l&rsquo;univers physique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Dans la cellule, se trouvent deux formes fondamentales d&rsquo;\u00e9nergie, l&rsquo;une d&rsquo;origine \u00e9lectro-magn\u00e9tique, l&rsquo;autre d&rsquo;origine cin\u00e9ti\u00adque, bases de la m\u00e9decine de l&rsquo;\u00e9nergie.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Le champ H r\u00e9sultant cr\u00e9e le tenseur fon\u00addamental de la formule de mesure de l&rsquo;espace intra-nucl\u00e9aire. Ce champ H se retrouve dans le cytoplasme o\u00f9 baigne le noyau, non en tant que champ \u00e9metteur mais comme champ r\u00e9cepteur, ex\u00e9cutant les ordres du noyau cellulaire.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Dans tous les tissus vivants, il existe une force \u00e9lectro-magn\u00e9tique, donc des champs.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Un circuit ouvert, constitu\u00e9 par des mol\u00e9\u00adcules conjugu\u00e9es par exemple, engendre des courants et donc des champs. Si, de m\u00eame, on fait varier la position de la cellule dans l&rsquo;espace, le champ r\u00e9sultant d\u00e9pendant du champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> qui, lui-m\u00eame, porte sa portion physique d\u00e9pend de notre situation dans l&rsquo;univers, va donc varier par l&rsquo;interm\u00e9diaire du tenseur d&rsquo;inertie et du tenseur du champ magn\u00e9tique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Donc, nous d\u00e9pendons de l&rsquo;Univers, de notre position dans cet univers et du champ tellurique dont on conna\u00eet l&rsquo;action au niveau de ce que l&rsquo;on appelle les \u00e9missions dues aux formes, et en particulier, \u00e0 celui qui existe \u00e0 l&rsquo;int\u00e9rieur de la pyramide de Cheops, ca\u00adpable d&rsquo;effectuer des momifications.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ces manifestations d\u00e9pendent de la forme et du volume de l&rsquo;objet, et il est \u00e9vident que les effets du champ r\u00e9sultant qui peut agir sur la mati\u00e8re vivante, d\u00e9pendent de la cellule et sont donc d&rsquo;ordre physique. Ces champs, dits de forme, dont fait partie le champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> intra\u00adcellulaire sur lequel se d\u00e9charge le champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (contenant les impond\u00e9rables donc le psychisme) au moment de la mort, d\u00e9pendent \u2014 nous dit Pinel \u2014 de la gravitation et se trouvent partout puisqu&rsquo;ils sont engendr\u00e9s par des quantit\u00e9s d&rsquo;\u00e9lectricit\u00e9 anim\u00e9es de mouvements quelconques.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Il est maintenant bien connu que la ma\u00adti\u00e8re vivante \u00e9met diff\u00e9rentes sortes d&rsquo;ondes, que l&rsquo;on sait capter et analyser, elles sont vraisemblablement dues \u00e0 ces champs intra\u00adcellulaires ; citons encore Pinel : \u00ab <em>Pour moi, il existe donc des champs \u00e9lectromagn\u00e9tiques oscillants propres \u00e0 la vie, par lesquels l&rsquo;univers physique peut intervenir dans la physiologie normale des individus, dans les \u00e9quations de la relativit\u00e9 g\u00e9n\u00e9rale en biologie<\/em>. \u00bb<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Les cons\u00e9quences sont importantes : nous retrouvons ici les r\u00e9sultats obtenus par \u00c9tienne Guill\u00e9 au niveau de l&rsquo;\u00e9quation : \u00e9nergie vibratoire et syst\u00e8me vibratoire (EV\/SV).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous pouvons donc constater que l&rsquo;\u00e9nergie vibratoire peut provenir de plusieurs sources, int\u00e9rieures (psychisme par l&rsquo;interm\u00e9diaire de la composante du champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">) ou ext\u00e9rieures (rayons cosmiques et telluriques) .<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La plus petite modification de l&rsquo;espace intranucl\u00e9aire \u2014 d&rsquo;apr\u00e8s la relativit\u00e9 en biologie \u2014 provoque la modification du tenseur fondamental et donc, par l\u00e0-m\u00eame, des champs H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">1<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, avec toutes les cons\u00e9quences que cela entra\u00eene.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Il existe des interactions entre le caract\u00e8re psychologique du champ X de gravitation et certaines dispositions mol\u00e9culaires, ceci permettant de donner une base physique au psychisme, \u00e0 la m\u00e9moire, \u00e0 l&rsquo;action r\u00e9cipro\u00adque du mental sur le physique par le r\u00e9am\u00e9nagement de diff\u00e9rentes mol\u00e9cules. L\u00e0 en\u00adcore, E. Guill\u00e9 nous en fait une admirable d\u00e9monstration en mettant en \u00e9vidence \u2014 par l&rsquo;interm\u00e9diaire des modifications de l&rsquo;ADN \u2014 qu&rsquo;une destruction est suivie d&rsquo;un r\u00e9arran\u00adgement permettant de lire \u00ab un autre chapitre du livre contenu dans l&rsquo;ADN et donc qu&rsquo;une maladie est une \u0153uvre alchimique au noir non suivie de transmutation, c&rsquo;est-\u00e0-dire une initia\u00adtion \u00ab\u00a0rat\u00e9e\u00a0\u00bb \u00bb.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ces auteurs rejoignent ainsi Ilya Prigogine ou Ren\u00e9 Thom dans la th\u00e9orie des catastrophes. Un ordre provient d&rsquo;un d\u00e9sordre ; une destruction est n\u00e9cessaire pour pouvoir aborder une restructuration \u00e0 l&rsquo;\u00e9chelon sup\u00e9\u00adrieur. Tout simplement, la vie n\u00e9guentropi\u00adque se nourrit d&rsquo;entropie. Nous verrons plus tard que, d&rsquo;apr\u00e8s la Tradition, une forme doit n\u00e9cessairement dispara\u00eetre afin de permettre \u00e0 la force qu&rsquo;elle enferme de se manifester \u00e0 un autre niveau.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Les processus vitaux n\u00e9guentropiques (ac\u00adcroissement de l&rsquo;information donc de l&rsquo;ordre) se maintiennent au prix de l&rsquo;entropie (ac\u00adcroissement du d\u00e9sordre) de la mati\u00e8re inor\u00adganique ; toute \u00ab vie \u00bb quelque part se nourrit de mort. La relativit\u00e9 en biologie, telle que l&rsquo;exprime \u00c9mile Pinel, exige que le cytoplasme de la cellule se trouve dans un espace tangent \u00e0 l&rsquo;univers physique o\u00f9, par le temps, vont s&rsquo;introduire les rythmes de l&rsquo;Univers.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La sp\u00e9cialisation de la forme implique une mort, ou du moins une diminution de vie ; exemple, les cellules c\u00e9r\u00e9brales qui ne se divisent plus : leur sp\u00e9cialisation dans les processus d&rsquo;\u00e9veil et de pens\u00e9e est au prix de leur impossibilit\u00e9 de renouvellement.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Toute incarnation implique une mort in\u00e9\u00adluctable de la forme physique mais implique \u00e9galement une survivance au niveau du champ de forme contenant les impond\u00e9\u00adrables, donc le psychisme.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Revenons \u00e0 la cellule. Si elle subit l&rsquo;influence de l&rsquo;Univers, elle est donc sou\u00admise \u00e0 des rythmes ; ceci est en effet d\u00e9\u00admontr\u00e9 et E. Pinel est \u00e0 l&rsquo;origine de cette chronobiologie : il existe des rythmes circa\u00addiens (24 h) et des rythmes biologiques ; le rythme du jour terrestre serait li\u00e9 au \u00ab moi \u00bb, celui de 90 mn au \u00ab \u00e7\u00e0 \u00bb. Un champ magn\u00e9ti\u00adque peut donc brouiller ou au contraire renforcer les champs intracellulaires ; il peut changer la programmation de l&rsquo;ADN et par l\u00e0-m\u00eame la psychologie d&rsquo;un individu par la r\u00e9alisation des dispositions mol\u00e9culaires ad\u00e9\u00adquates. Il devient donc \u00e9vident que la ma\u00ee\u00adtrise des champs \u00e9lectromagn\u00e9tiques pourra apporter au biologiste d&rsquo;innombrables possi\u00adbilit\u00e9s tant au niveau physique qu&rsquo;au niveau psychique.<\/span><\/span><\/p>\n<p align=\"justify\"><img loading=\"lazy\" decoding=\"async\" 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\" width=\"576\" height=\"419\" name=\"Image2\" align=\"left\" border=\"0\" \/><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Continuons l&rsquo;analyse de la cellule vivante en suivant E. Pinel : lorsqu&rsquo;une variation, d&rsquo;origine externe ou interne, du tenseur fondamental de la cellule g\u00e9n\u00e8re une onde, celle-ci s&rsquo;amortit au niveau de la membrane ou, en tout cas, dans les cellules voisines lorsqu&rsquo;il s&rsquo;agit d&rsquo;un ensemble cellulaire nor\u00admal ; si les membranes sont modifi\u00e9es, l&rsquo;onde passe provoquant une r\u00e9action en cha\u00eene. On voit donc ici se d\u00e9gager deux notions : l&rsquo;une de \u00ab terrain \u00bb avec modification pr\u00e9alable des membranes, l&rsquo;autre d&rsquo;\u00ab agression \u00bb (physique ou psychique) au niveau d&rsquo;un ensemble cellulaire donn\u00e9. La fonction perturb\u00e9e peut, soit rester limit\u00e9e \u00e0 un groupe cellulaire et ramen\u00e9e par l&rsquo;organisme entier, au fonction\u00adnement normal, soit devenir un processus invasif d\u00fb \u00e0 une passivit\u00e9, d\u00e9pendante de multiples facteurs mais surtout de la qualit\u00e9 du \u00ab terrain \u00bb.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous verrons par la suite comment il est possible d&rsquo;interpr\u00e9ter ces ph\u00e9nom\u00e8nes \u00e0 la lumi\u00e8re des donn\u00e9es de la Tradition.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous comprenons ainsi qu&rsquo;il existe un ab\u00eeme entre un cancer naturel et un cancer provoqu\u00e9 chez l&rsquo;animal. Je cite encore E. Pinel dans l&rsquo;une de ses conclusions car elle nous sera utile lorsque nous \u00e9tudierons les donn\u00e9es traditionnelles : \u00ab Il semble bien que la comparaison des courbes en cloche (voir figure) dissym\u00e9triques obtenues dans la nature ou artificiellement, c&rsquo;est-\u00e0-dire au cours de rayonnement, pose le probl\u00e8me de savoir si la formation normale d&rsquo;un ensemble cellulaire ne peut pas \u00eatre assimil\u00e9e \u00e0 la formation artificielle d&rsquo;un tel ensemble ; et dans ce cas, l&rsquo;ensemble cellulaire normal ne serait-il pas d\u00fb \u00e0 une irradiation qui se serait faite par une \u00ab onde interne naturelle \u00bb provoqu\u00e9e d&rsquo;une mani\u00e8re ou d&rsquo;une autre, peu importe ?<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00ab Les ensembles malins n&rsquo;en sont-ils pas un exemple ? \u00bb<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La Tradition r\u00e9pond \u00ab Oui \u00bb \u00e0 cette ques\u00adtion.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">On peut cr\u00e9er une nouvelle cellule par modification de l&rsquo;ADN ou la d\u00e9truire : dans le temps biologique positif dans le premier cas, n\u00e9gatif dans le second, c&rsquo;est-\u00e0-dire par des variations d&rsquo;\u00e9nergie le long de l&rsquo;axe de l&rsquo;ADN.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">En effet, E. Guill\u00e9 nous dit qu&rsquo;une cellule tumorale survient lorsqu&rsquo;un m\u00e9canisme de d\u00e9diff\u00e9renciation (retour au pass\u00e9) se produit dans le but d&rsquo;une multiplication, par exemple au niveau de la cicatrisation d&rsquo;une plaie, ou bien dans le cas d&rsquo;une agression caus\u00e9e par un agent \u00e9tranger (d\u00e9diff\u00e9renciation des lym\u00adphocytes au stade de lymphoblastes) car ces ph\u00e9nom\u00e8nes physiologiques normaux sont d\u00e9vi\u00e9s de leur finalit\u00e9 ; la preuve en est que, lorsqu&rsquo;on greffe des cellules tumorales \u00e0 un embryon, celles-ci sont prises en charge par le champ de forme de l&rsquo;animal en voie de croissance et n&rsquo;expriment pas leur malignit\u00e9 ; elles acqui\u00e8rent de nouveau les marqueurs g\u00e9n\u00e9tiques codant leur dur\u00e9e de vie et leur fr\u00e9quence de mitose.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Si, au contraire, on injecte ces cellules \u00e0 des animaux adultes, une tumeur se d\u00e9ve\u00adloppe, le champ de forme de l&rsquo;animal \u00e9tant satur\u00e9 et les forces de structuration \u00e9tant utilis\u00e9es par le fonctionnement des organes en place.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Toute ces r\u00e9gulations se produisent dans l&rsquo;espace au sein duquel le noyau engendre un \u00ab espace \u00bb cytoplasmique dans lequel il baigne, interm\u00e9diaire entre lui et l&rsquo;univers physique\u00a0: nous \u00e9tudierons plus tard l&rsquo;impor\u00adtance de cette notion.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;espace intranucl\u00e9aire \u00e0 trois dimensions est non euclidien ; il baigne dans le cytoplasme quadridimensionnel qui \u2014 toujours d&rsquo;apr\u00e8s les calculs de Pinel \u2014 se trouve \u00eatre tangent \u00e0 l&rsquo;espace de l&rsquo;univers ; ainsi, entre ce dernier et la cellule est situ\u00e9 un lieu marqu\u00e9 par la relativit\u00e9 en biologie dans l&rsquo;espace tangent. Cette conclusion math\u00e9ma\u00adtique trouve, elle aussi, sa justification dans la Kabbale ainsi d&rsquo;ailleurs que dans la bio\u00adlogie mol\u00e9culaire, telle que l&rsquo;exprime Guill\u00e9 : le temps biologique se trouve \u00e0 la base de la pr\u00e9sence de l&rsquo;espace tangent. A l&rsquo;origine, le temps n&rsquo;existait pas, non plus que le temps biologique \u00e9videmment, il \u00e9tait remplac\u00e9 par l&rsquo;existence d&rsquo;une \u00e9nergie par unit\u00e9 de lon\u00adgueur (espace s\u00e9parant les mol\u00e9cules).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">En effet, la m\u00e9moire est repr\u00e9sent\u00e9e par des dispositions mol\u00e9culaires dans l&rsquo;ADN. Or, la lecture du livre de l&rsquo;ADN peut se faire dans n&rsquo;importe quel sens. Il s&rsquo;agit donc ici d&rsquo;une \u00e9nergie. Le temps doit donc lui aussi \u00eatre consid\u00e9r\u00e9 comme une \u00e9nergie. Et notre temps n&rsquo;est qu&rsquo;une \u00e9nergie d\u00e9grad\u00e9e puisque nous ne connaissons qu&rsquo;un temps lin\u00e9aire progressif.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Toute stimulation d&rsquo;une certaine zone du cerveau provoque le souvenir du pass\u00e9 qui s&rsquo;ins\u00e8re dans le pr\u00e9sent : les deux co-existant. Il s&rsquo;agit en fait de l&rsquo;apport d&rsquo;\u00e9nergie par l&rsquo;\u00e9lectrode stimulante qui reconstitue les dispositions mol\u00e9culaires correspondant \u00e0 un souvenir. La volont\u00e9 (pens\u00e9e orient\u00e9e) fait \u00e9videmment la m\u00eame chose.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Dans ces conditions, le pass\u00e9 et l&rsquo;avenir sont les bornes inf\u00e9rieures et sup\u00e9rieures d&rsquo;un pr\u00e9sent constamment orient\u00e9 vers le pass\u00e9 d&rsquo;autant que l&rsquo;h\u00e9r\u00e9dit\u00e9 biologique se trouve dans le champ physico-psychologique, <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">?<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> du noyau. La composante psychologique du champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> exige que la vie de chacun soit la<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">r\u00e9sultante de ses pens\u00e9es ant\u00e9rieures.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;existence du champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, champ de forme, sur lequel se d\u00e9charge le champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> au moment de la mort de l&rsquo;organisme physi\u00adque c&rsquo;est-\u00e0-dire au moment o\u00f9 dans les formules le temps biologique t&rsquo; = 0, impose la notion de survivance des impond\u00e9rables dans ce champ immat\u00e9riel, avec toutes les possibilit\u00e9s et cons\u00e9quences.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ces diff\u00e9rents champs intracellulaires peu\u00advent, en d\u00e9finitive, se r\u00e9duire \u00e0 trois :<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\">\u2014 <span style=\"font-size: medium;\">Un champ \u00e9metteur dans le noyau (+), positif<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\">\u2014 <span style=\"font-size: medium;\">Un champ r\u00e9cepteur dans le cytoplasme (-), n\u00e9gatif, qui joue le r\u00f4le de cathode g\u00e9n\u00e9ratrice de ph\u00e9nom\u00e8nes ; ici, fabrication de prot\u00e9ines.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\">\u2014 <span style=\"font-size: medium;\">Entre les deux, le neutre du circuit, en r\u00e9alit\u00e9 oscillant entre le + et le &#8211; et participant donc de la nature des deux.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ce champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> exige donc d&rsquo;\u00eatre pr\u00e9sent lorsque le temps biologique : t = 0, ce qui confirme de fa\u00e7on parfaite la th\u00e9orie de Rupert Sheldrake ; ce dernier, biologiste passionn\u00e9 par la diversit\u00e9 des formes dans notre univers, a \u00e9mis l&rsquo;hypoth\u00e8se que la forme d&rsquo;un objet ou d&rsquo;un individu \u00ab pilote \u00bb, depuis le \u00ab global \u00bb qui est un univers d&rsquo;ondes (David Bohm), la mol\u00e9cule pour l&rsquo;inorga\u00adnique et l&rsquo;ADN pour l&rsquo;organique. Par oppo\u00adsition, la manifestation dans notre monde constitue le \u00ab local \u00bb. Cette notion se re\u00adtrouve par exemple au niveau de notre cerveau, l&rsquo;h\u00e9misph\u00e8re droit ayant une fonc\u00adtion globale et le gauche une fonction locale.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">D&rsquo;apr\u00e8s cette th\u00e9orie, l&rsquo;ADN se comporte\u00adrait donc comme une antenne mobile af\u00adfect\u00e9e \u00e0 la r\u00e9ception des signaux \u00e9manant des champs de forme du \u00ab global \u00bb.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Revenons aux ondes \u00e9lectromagn\u00e9tiques.<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">Chaque cellule est constitu\u00e9e d&rsquo;environ mille milliards d&rsquo;atomes, eux-m\u00eames consti\u00adtu\u00e9s de noyaux positifs et d&rsquo;\u00e9lectrons n\u00e9gatifs gravitant autour. Le corps humain est form\u00e9 d&rsquo;environ 3.10<\/span><\/span><span style=\"color: #000000;\"><sup><span style=\"font-size: medium;\">28<\/span><\/sup><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> particules dont on sait qu&rsquo;elles ne sont pas mat\u00e9rielles, mais sont des densifications de champs, des interactions totalement interd\u00e9pendantes dans tout l&rsquo;uni\u00advers (th\u00e9orie du bootstrap. G. Chew), \u00e9vo\u00adluant dans un espace 10<\/span><\/span><span style=\"color: #000000;\"><sup><span style=\"font-size: medium;\">24<\/span><\/sup><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> fois plus grand que le volume repr\u00e9sent\u00e9 par la mati\u00e8re elle-m\u00eame et dont les rayonnements s&rsquo;immiscent partout. Il est \u00e9vident, mai<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">s<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> l\u00e0 n&rsquo;est pas notre propos, que leur action, p\u00e9n\u00e9tration, r\u00e9\u00adflexion, r\u00e9fraction, etc., d\u00e9pendent de nom\u00adbreux facteurs.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Le champ <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">?<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> intracellulaire est donc suscep\u00adtible de subir une variation qui, m\u00eame minime, aura un retentissement du fait de la loi magn\u00e9tobiologique d&rsquo;induction vitale.<\/span><\/span><\/p>\n<p align=\"justify\"><img loading=\"lazy\" decoding=\"async\" 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EyCfIxzH6F1sphgPbffLENwl9Pu\/wBC9cENEBZNTzFPRP4+HLxkJWxgU62nNII1Dwz\/ALQPb7ZsHTpSl9McaBQkITUtIO3XM4ImJbVCL2QPsCogph8PHFnyVFWWFARJKFLzbBYcO4dJ4ZOKd3gbnXpQHmPBc+QucK8o1HvwIsyciq9Tad2\/cqCg4g4RHZynQgq5uBgyr\/Apjp4w5EwCDDTPh4D38EIgAaA\/jmvucEgw9G\/\/AIcWvmb4Dlso88F8gL0AOe8\/YWB0CiOxOYxg0s3sUH0cdTineTGwQFDrvP24dDQDOThHHTD15AUF1iRSG45BMG+YFzcKq\/XbnocUcPu91HrW867MTH2\/29WfeFVRg3gI9hUjjfNr4IgUP7\/MFASSCSnrwqpZsfRecqr2v8hSgknoac776eViAf8ABLVt1Pu0BsA2gH5HsXjqlIDSVNrlXu5c8AZD1lCemN3X2CzaDCER9x5mm7NkRixJAxzTuHyExoJUcCorj+5V2tDWPRBXZYdJwoEMsjgS5tz2drCca0gsES1BBkyzgq4ENBLhPsQREo9PDwRiJazN6WfY9vyn6EH4Ml9iQ9u0\/kHuEhQSFPc5rcZoxHkHC5HPzxEGD\/hHteGH7qJz1YPQ9T9cJjRJRJlF066IYvHQexED6lpwuxnqIUT7DIgKC6AREL7+vDVSzaT3nOlYXD7Kf0n16vBW3kTK9RHiWzC23ZgjOs6eezckIwBMimmcR\/pweOK44S5AH6z1zWNQJfKsz119HSmgSJ2epn9v5TGJSwfOZ0Ar8HfL0erhCmcm9fyBxCoKI7OJJXDBWEoIlM9YbwozO2DL6i\/eOzcV1RsqYEYW3mBJQxUAJ3C1jZ8sCKnwT+gfH4EzNhzHTSD65PnoVprRPJCV5YertKsGiB+TgYigiHqPFRvyVVwjDE1opA5ToITQ7DtaThwLLyAY\/vli6iQVDKe\/CWxRKdQvhE\/IxolVUNglJa0UycAAAgfyFsMNAkTIARVcdvnk5R0Q5eBCisQ49Um4jVy1i61Z\/v73pABoEj1jXhm4teEkjb8C7ZhK4oAKgGVCj5LyD2mVHemiHfpJp+8DSw5P\/j6mTnR1TIMAVZ7\/AA4G38+fKDQmcV67cho1WGuMWziuTyQ6lTwN5Jnuw4DACAEA4w502UYfjDwyVlXkKrjrf5BYD6pYC1g1ozi9fyEZxRD\/AJH2OQagp0WfdOV7LnirKDZcxrpWHirTgqgMg3Zf+fuThGSSwy4MvGBaDO2MG34yGjtVWV0bgFcUs\/sgcn\/UdqYWWmvq4ySlunA8gWHgfvfTvwiQCLv1464jQ4uYZE4ydb9PoMokQB6R2cEJYA87YlBeoiHTjejQwZy6baxkdR43GgBxiPlJTpx4VrBGTwkTTxaBlrFFe2DO3uv5AuthDQCeoY0\/P8abURoYBfIZZ3JyfvhLm0Q2yuOg8iAdbaVU8s5FmOpCulETlDKs2pdnTHAkYKbQN3KKGE8pD7UBEo9cHuCyDApWCd4cs55TMldCNenb0y74ToozYwZMxT0jnJxHIk8MLHRhfxPwMXAEmPZjsLpp6cQmPSuebPtfauQSPJm0lAG3W\/Tgq67lF2HRtrM3wfOmAtIjk4FKkAAMsANzu8kC4nmSHynCcu6Q9XK+VyuX8hhEsTAZ8iPnvl0XnnEPajPSfxlkugIdAZVEHvwURYFaQjsIap7jLtc2rgQ15DlD1LKtBYfRNDABgxUJBAAjRltqMwwPMX72kFXbxs8nkcP64dvMZLghtwSj6hriHbAsNBgaPWbe+ZGNQEbCYuOlx2q\/ibwWE+G5+NeR4y40YvkUwasguZzMu8iSjbLhDR0oJyCINeAKSBFzah4z+RBIlHrlZUREHWI9K\/xxcYWbRUuaIGnhQeBiY+Ru22q7jw+LZbm0CbOsL4wBOYNxRs18pj1OVP4xf2kIA2vDHbJaNU6LKxJe\/wA1ci5Mlql1soKehf5Cd8MBURM9Jx6IkpYR4Eh8fyI66Fg0wF601YAuTiREUrDtgC\/mX4BokEiOyL5DjKUAFm\/8LB\/ApWWdjM\/6ufwjAYTJaAXL2cDWcJjCE4SiHpWpD8LXhxRQVwb1wYBlWuXaP6rhZBQIYOnHWT7PVo8F6vMkZ8ZSaF2NPg\/iLYDECMajhm5nRyXwKIYSsY3dcZwXaJHfkb\/Wuf8AgZFnj6s1I7qSHWMtn9\/gFrAYg2KdWP646YX04fUhUH6z6I7eDywFZFrf2H\/bjQ1EVxf0NPj7hGVseyDtX\/05Wa01s1E7\/wBcQX7\/ALdD1V\/GMIaguXhh9iqFHqF5iI4yzuiuqYHAY3LgQAZoeXZnj3fMuaqiCMCMp8t680x4NJ2eph+hQ4bILZUL7lP4gFY8FBiHpoHnoyXiGgAwyu3wP+3BCBDO0Z\/J+j8bi6GOIZx6oL4k7vHlxHMFMKDhbk\/7uBNdAoHYnHQFWFUD0Or1k8vtYjJzR6h6rD54cV4oAbGtPs\/PAAdlAaA\/IaGKAK2qH+p\/rmRGEY7mUPhOBwuOQw9qQ215Y\/0wn6v6cs+FbRYjDkTfptgqFGFCwCVNrrHf0ttsSJ0Hqzb\/ABLYRYMHuceS3we8Mhl36OPaQ193wo6EmFMPgJ+\/xqVU0zEubrA46rBVsxtOlJ8uBBxUFQmBPJflw8ZhOhg+FF+eXbHWLERZcKzxbk61948j4Rwnp9jsZUTGmxOvHMwISsCFe31\/LACtzPfJnGdN1jsRkUMnsdnuU9eBVSiUeY9TMrURiCnaXPB8IUOF8Lr6YCnwKh1cX3xzobIxQF9nwnU\/iCd4e50t6cyB0VFuGHjgg0Ci3QObOjrXu3P9\/wBd\/jCoHtVWeiPup4forADhAEsJ5jjwePFwQQ2I7OCE6Yq6vhBH4ZXGI1EWg6QCbOu\/qGl4KBoFGZjx1X58QHqgfoX2ccddBHGN9E3P249FkCeI7CMCIHvnhjzZwtj4wZNdng4PkgXfi4RBa4THaczYY\/B7uVtVcq1\/OglQrCu\/sCnOdq1IYI3m64LgERyZDjQevfoJqN0o+fKIpkqDB5m+HMD10Ox1n\/T8iWHXgM8R2lD1nMZGXRCAuZS9728YsOiZxva16mZOG0DWgfRyezk48zSLvLepmPGtMSOgjSBz\/wCJ9IwlERRgOPlb0FEnM26z\/BRJO0GptPHFypsEP65o4EIBV5YgkwipwgXI\/wDZ\/AmIKmCSIyeiaeGBBbAEFYYA\/P1z+xtswv0Q47B0YScNexTtnmV3N9uhJ3k4Ev2EeCK7MjDPF5HEvbKkYxCgRqfb8b8yDSFYa4ikpki5IuwiJ0anDFUtjOB2X9cHv8YCRQLIvOhbo0\/4exMnH5TQCdqlf39CpDiwwkR1Rh85zpWTfNYoFd4D+Hc4XsoTLgqdPp5OE7kpZVqeql+f4JM6g+EE9cjHZzWRMMLsd51uasgcZjBNibLNJh4TvenDRwI2qkY2QYiEQyY4gAwCA2U8NdcxoEAXeN4AK1x8H1NsCqsA9eAckFs2SaPW8TtqmHZlPshJjalk9BFQDsDrVxwxyawKErnyRXrjt8dqKK6G3DYVD6poSUS2I7OBM1XJe+edPfvzJmL0aIjhKnjgZJQT82Tqyz9\/VKZYBAYpwVxXljsqMw1WygEICYf4XhPtg9jb0HrzVy6lJsCTBGP\/AAapIm5W146A6A\/hgKLAkZxvF8XFlxwyQUdANg6fP\/DX3oXonlIoZwGN8fE9U1J0EGp8UwnFRjTX3aK+1+zMANBoioQXveMr6gAIGg0Rtb4V9SFA6R7+hKjhg+o8F9MeDwB9NWiW98uDkb\/NVQcRBubwXJxa2TKb12B1\/T+FCZh8KICtyuirJw\/iBBZBFUAJzh4fFhUBoD+KY3aCPWF2nC5dur73Gbirqmxzx9xr2w6DL\/yw4gvxiRBUA6HBbDikXKAirIpxqh2FYdB5dcReJzwTIkudJnfMQdlUGcPCAMjfPBeQJ0girtxb97O02K3mPL6QSYQjQO2nU74DAc5QEMVkWkfHIBwhFzpWOnXp5OHZgVHZhAq29cAPSsaLgSYpoq+m5SlLYKUyYFkj34CACAEA\/hOZZC9GI8MEQauQ4+JVKR5Tr4\/kymyoVJS+\/H6ZQVvMPY41+qZS2o0ucHAvqgUDsTvhq\/ggPAGvyZUEIo9iH9cVIgZItEcYnCw5HA8AfwwydREFMscrDwm4P8+GrxkCilKTRehdbGQjKEWb6GVh0Q\/y8wyAXTjBjYVhk88moBLB+A4u5cXfAoa00d4cg7P1mfdL6QpkVmyZEnW\/8uz8yzUKTyYf1xP++fhh+s+44oPjpwFYelF4E4u3p0nqb8nIiUftQiEZzqLWmnWv8mgV4B4ATchtuyGonYr\/ADA6Lsv1Qf8AOdaXm+GtMoR6pepj2yqnGvO6Q\/69+uN9F8hwPXAS99xfsKuwkAkLXld+A9ggFrMs3\/Ja2zsKoPeWz0eYXJlh7A8hzGEsQN2d4+fk3SjpZabOtcxLccKLDAGIP5Ua7UHr\/Ag8v4FCuEV8gMi1vE1iRuTHVRyhLHAS+ph2D6qfHDpVKk4IzAlSjobeFGYSQhX0OHoev1I4wCgfSYCsOc+38oj6JyB0XGrP\/Y43QxowAa4zbYRHSrvKPXnJlfoo0fIjgrgj2IU\/d\/lhTNWQmE3GTvF3xljRlI5xZmWcm2OIG8lhbGDKOzjjgQpRF2TPoj6Yb5HjUqIYYyDnx9J5GhJjUF0OB44OoZmqmk9ob9V3v84Ei1Vr\/wCmvtARAI5X\/R5XB2n2sFQrCu+ZP6E26YnZGTR4IJwM6gn4z+OLgAIfKU\/teWTn42gyaCH4\/IwWeVJNTtfiT5s7vIkgZfnjYTEIrTVPHCQoKUGAaNjHg\/LCsBsmE1BkxbbjScWynw90LjALP9PEjCEqapdcB6kMEQA8AfQ+giZfQrlfHDDoqiMryQLtewC\/xCq59KQkHl\/09RCC8DGYuc2SvbXH2TIoYrZ+w4T1hZdCzGG5b+XCxFki5ZdbH7nCG44BgObqcCXqSh0bGoX9Rz+Rq80wRVM7w83Z64dzwB7F0LccswkIZcmXxrHVfykcmVgeEdnJgGzDErO8H1KoYYwMtUMmXGTjj1kpc3kBBXApMH+MNIAhFj541noBArgRdA8k9B9YSwn8V\/ocDvFAaEEPWseK88ZoNYL\/ACgynkbOXNyXKTl9FZPDjkpMmuBU9DInr3x1qnYwlfV\/GyQoldPT\/f0Q8MDUEDDRzKkSlgpWV3H\/ANr8DMBmUIdB78HZZQKGbMDrD5xp4ymxLCBm3bxxYAlHU1RkyZ5m0QsN6oZOF\/UFULQgRe42eeTdkelVAgqxoOHJ8KFDBjdCue4cdb6lkQg98jXHVn8l\/wBEYDtIscmPsDCKoUFa4PVXiR0GFWw2Nv7fP0gLsSPperomK5fyJhpsBYR9cuvXmD03ktcKkSXlzhVEbAC3dx064aXQCgmVVuk8e3DuOLJaRMJ9plhVSAevAwdlUKlIhe08TiO8ICoiGTFbIw14R\/SWUJV2vfHw1VBp+OEP\/pQCehwxIxFLGmTI3vjPiKS9goszrlaoXSMoy48fyzKoInpwo+8KR3syoKCG5TP8E5Bzy+kGbZOK0RmMMZl3L3\/xw8SNICFLMZS3v0cGeKQKQTCirTrPLpPYvcHnqeeE7CZWBArl937AOzW+jTyYu3MGMgVgM2oyphwbPRBxwvSRlWO+7b6FwH+EpjnGPYCiLlE256MI30lBkDo48kF9RhpD3YcSu0rlbQbX0PfRxgzArOwd5w8FIJ6oJSwYzMc5PJxYHAgVenZO+PjNMRjE9kfngDU1F0zSBlKcTJwjRRUTS4f9cxDSFV0pEXuCdZyQTwVlQK5LCsvLT2laDW8AIospq\/cM8gKdmY1o+nfDuZjGAR4MOse5yHdu09xWVrvvi56U+aa+1Ss25+y4k3eegO18cWWkIbhh8Vnv\/h0EicEn0FtLQ0N8cCiBJ0B2ft5kSkCBBqve3h4UBSQCVDAdcHhIJAhNNcCLkPB6B9zVwa1B0KRDBCPfjzEUuXejAUq4LwT1wpPImH8OJTMuHRWHJ8SQx2WHTi4vQ+C\/KGgDAAaP8otx1KVliCWHEdJALVZaytXMK9cSY23NLJYjk68+PvIS29qkADlEwvXBX79GSXWizbwY\/wAwIAVUG0lf0HAKMuvAEDpGmbT14db4TIHs5znAbbOUOGs2RqBsMzycWDIgGxE15Fz3eItWDTh\/buIi1TaYwhWDHKQQiqq0AauLZCZL+YYLZnWiTSOE6\/FLvEwtZKdfmJlBe4wsONvJTtTOzemLvXMp6kJSQcmOxsda\/Iwn2gzn4ETkBPdOkC\/KHCwOIUR0j96yBgyvahXRzdwYS3kpjhuWltJGPan74TlQVgr8Bv7Sc5qXROI2eO\/wqqUlRByOvn8TlbmMY+Zzh\/8Az+adqVZvhIoiUbAEy4SoSd8fx6yPSlAWZh55jeOoMpn9cCoYA5Kwe09ffw8FFAgC0qxNcaFTKN4hHfV5kVuIH\/sJ08H7LQNZS8Tq8Ov9uiaTkbhlqkbXo2FeBBZaI0jwZR6vEkE664XDZag6b2cngwWehyIbe\/AHQkNUsevmcLIkSaAK4Og5QHUrrMTH265kjdpRzA88ykcQYwpTG7riIkHUC\/ewPYecHGkhyXwGXh8XKwhbB0l\/8clBocvsVxevPAAUfoZETZwdSRAPKuDkVKQcRhnpzEwxjjg7MtJBlduZ68qLD7CWC4Wdb3jHAMjZw\/7fTl6cAlhRLvT+vrdb45m+YropUvG+kOZMwiSXP\/4wg5MYceCEPGqzKMr0HD2sB55SgiB6\/wCuCP0SDZzZITrPMuwit6hgTA3yNzON+qeKNjhc4Y3uwfpSx7jQKvKDUBaIsCmR1PGZWTQQokFou378fdsnWjne8EDyTi1ITKqZ8g31\/JNUlQ244lq3NsH3wM+\/jnjcNAq5c5w8YoPzAFF8Z\/RxZAdlop2SlDKTnUQplc++tg9Q5pjl2ImOKi6x6cSQZQQOwFDCW8ECwBGglzOvhyaToODEB6afdeLsS\/U3PEI724RxXWcw9IVcZn1SRoMRIbaF0u6t4maUNHHgJoCDFQXs7PYOJmjVRhIVnUkJDm4BeFwaCY3KMPGu63BAkBGnsqd08YapZ23AYoQopI+3F6LZvaC5Yj7fUJxtyhUZMGz19OW5CdRVZcIFRKCJZwwSFTqjn6F4SFmi+\/I1pnNCHuoG6BqirrZzFBIBUm4YMes4oWJM1kXa34tOzgvM5gHDySN+es2Y6RhPOjDajOYPpCbVDLP\/AMb8ne+TjAcxW1zjGORJ3HbmUZIh8X04fa4NdajL04XeW\/onaRvQXYwN36vTgjgogEBZyTJg4awCSJJB0Mn367fMyAFCihmTGvSTmYrfgJNKodf3GKlgDRmR1o\/o5dmmogbPjIL7HJ5BNAUhBbMpiHU4g6KkM2mMVCzaHf0vZiDwkf8AfJZTvacVEM5lHOsc08R+L8amnU+OJr7Ctdhgx1krZxYiAlFd3Bk9W5\/Kg3RULtB3g\/XPDsIkhX0DnmYAAtM9Igj1OI1TFd8qY83mqoAtOtgqHcmOJqwFVli+NXuD9CLYjECREd44AAAYA64t\/TcYiKmRMcSoHnTDDOTeXItnI7DhAb\/74Wsp+ghxBVwBXam1hn04HYXLodeDQX0OIKiUkeqbLkGn7eWTLy8kmdnfMc3cif1evBo4USpaHNMWGc8JpNGRPRN\/Rsu3DhISRzffjR3ksooHdWWNqvBgSJlHld\/Sc\/7gCuDct1vWOCenE4FgrGdXo1ONwX7p0L4BQfX0JDMhICqyZc++K4+u2dA69+EB417bhIHjWuNzBuDDRytubwoibIpqAMhGJXFbpFQuMtnA34DWOPorKgPBZe9e31PEkcD1HfH+I7lOk2PbhwZEIFNXHaqrxVbNmvYvBH\/By9g5A0Sgkyjs6ZyFszze3wwfh50nuFi1YZ2\/aPyICryOz45LSkUUPV2\/URlzQDSFGTad3igVYGV5YWk2ZjEw5E\/AiLQc\/lXAcN1aAU7TyayXl\/ILiCBLmOZ6cr6x9EY6GUinl5kAGcjMnZ4\/\/eDVKZe2f9rh8wDCzS7Ax+koDJSpk12v1wZ2pgptjL5lrwgxh7qymA3DqOr+DM300iRKawvCWqsrBgqD3MEgKi\/igo9Eoi4ddHb7PC2vWRMZoGZCyZ5dLd7n9ZjHqZM2h9rZ78TmD3SX2OA2iPJ5Vwcr0JKzpgYfrejYCWDkf9Hxw7ZpOL7vs8zmllQbKMv1G1RhijGMnwvCESAkNawh4f1yLbw09Qu3J++P8GhCYh+R8cvTxBSI0hATAbcps0Tw7LQV2+OUSnDFWI3GLIyV8HMCN01ap4dnkR4UixWuQuX340JSlBiAaI4z9GgKIodwcPo\/bVm2EQKjMaMx88cYP81alMyy8BUsKWRfyRPPrzCXStKKela+3LUGIFNBC8ZtzxdhtERIMYOFx8zlOuNmbjXsPAYjzP6GhxDHs09uG1EcxRIskpd3Pk5CqnJRBcynpXj7PouBhbNLnxyadOK5j2csaz543KnMB0eQGwSN74uJgqIIN7x39igVYGVePUacixVZBA5ewm3j\/HYAYzHum9n2BQttQAy9FmTh1fQcUiWCTpvD7agWK4ZVl1j14VdGxCOwaA5p26Pi1iTB7UZ6TkUXd4AVUkAqL255pgLQcdMyGZ4vXAbzG6oD5yD6zhkfdgxMesHlSisMgdbGH588fUtKYEJQ1Otrt9Y5xH8ULixjvu62cikmlt8zTxYckTXzBCUEE2cR42eDeIAHSpUQugPqNkzzED09gvpwAOhtkUEdqGTLhxn86KCg+qyOTfN+pnhAMmWHnGuECSN8DLaCH2vFQNa4MGKqZ1rHIruC4SVbW04zwxJIoTWuUoAYgkPc0DsG6cvIGxoB4wrwzOCdy6cSt1bevw5fulGBQzNlpHfKOUlaExelj4vFFtV1hlF6YXBp2cLB194wvd+CD1xjQ5lkQqaCmLhzn7V181HCU8lvNMIDQIJDTCjPDrgwzq5AG5Lo8g5dVB\/7I9b4JZ5OC7loxJ69b5GJxyqHC09DiYpIalFZK06mdc2oBsVFq3zW3p1ydQVkLZCj7h2ccRpgod1BAM\/88HB9bklRCZKmTY65A2RRRRJXNOv\/AJyp+4I2qjCrJ0GG6maBQV6Y0Gg6AK8KPxEVzJegYna+qCR1xmK5jwDs2+doTiJ9NaRDFpoI6z6fZkqACZEt+gvxxQjoFkp+kD5cgOhgDBehSDe+g475GJrACJQSob3bwW6EEMCxW5ufXmfB0yy+AAADo+eRwOBoFKI3SnzwTWEG4I\/08CzcrRGgsqdkznXE1blcEgBuXjGz7KiZdk5hEzP3lvJdcLAGxCHhJricstver4GPjiS7PHZGT4PRSzBPpUQaqwAehIrbmTvn+vvYp4ejThfqprWK7JHoZjevrO9gbFDS4XpOLcFCjBMevH+YDKdafrcYJyQGKBhk8oq9188eauaRWuhTwa73IhJdJDBCPYDEccyccjgF6jMrdvngVAsWAqMsUrnjAqMQYOY5MHIz3QCJT5d04YspgCQgAIEMY4mS2zpbeijk9eTlbyCoigxyD9xaFIOWBUrTZ9T6De8L2jjIyp7cdzyLKcHscQ7xxoA9lAD4YmPwOo0uGngdSJw7u5tAL\/AL6UfShnx4H\/scBDQQB0ibPrmE5IOcGGxMdeu\/rGYLsUxFLGMxrjmJe0KAPd3\/AIcPA1HoOHg0RIxXBUUZCGWHCXxyAAYzvgwgo7FXp04\/+cWYAvoko+G+tnTBGhQz8hwfH1hDq4K6Ex+rxQnWkB4GA9OPbkYDTuRSAQVAGVhqzgEal7U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\" width=\"302\" height=\"370\" name=\"Image4\" align=\"left\" border=\"0\" \/><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Il e<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">n r\u00e9sulte une variation, ayant des propri\u00e9t\u00e9s \u00e9lectro-magn\u00e9tiques ; la formule \u00e9tant par ailleurs r\u00e9versible.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Les calculs de Pinel aboutissent alors au fait que la cellule se comporterait de mani\u00e8re analogue \u00e0 celle d&rsquo;un cristal pi\u00e9zo-\u00e9lectrique. (Les ph\u00e9nom\u00e8nes de pi\u00e9zo\u00e9lectricit\u00e9 traduisent en physique des vibrations m\u00e9caniques en ph\u00e9nom\u00e8nes \u00e9lectriques).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Or, un chercheur isol\u00e9 et autodidacte, Bourr\u00e9e, a essay\u00e9 de d\u00e9montrer l&rsquo;influence capitale qu&rsquo;il attribue au r\u00f4le du centriole dans la cellule ; ce dernier se comporte comme un quartz pi\u00e9zo-\u00e9lectrique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous avons vu plus haut qu&rsquo;il existe deux sortes d&rsquo;\u00e9nergie dans la cellule : l&rsquo;une cin\u00e9ti\u00adque, l&rsquo;autre d&rsquo;origine \u00e9lectro-magn\u00e9tique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Cette \u00e9nergie cin\u00e9tique est responsable de la stabilit\u00e9 des organismes vivants, stabilit\u00e9 dynamique d&rsquo;un tourbillon qui entra\u00eene un flot continu de mol\u00e9cules. Contenu dans toute la s\u00e9rie des cellules animales, le cen\u00adtriole est en rapport avec les microtubules qui parcourent toute la cellule sans para\u00eetre jouer un r\u00f4le essentiel dans leur organisa\u00adtion. L&rsquo;origine du centriole reste encore assez myst\u00e9rieuse.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">A partir de la zone p\u00e9ri-centriolaire, il intervient dans la forme et les mouvements de la cellule ; on a not\u00e9, par exemple, des mouvements pendulaires de quelques mi\u00adcrons avec une p\u00e9riode d&rsquo;une \u00e0 deux minutes dans les cellules fix\u00e9es \u00e0 un support (in vitro). La cellule semble osciller autour de ce centre d&rsquo;inertie agissant comme un gyros\u00adcope. Susceptible de modifications, de d\u00e9forma\u00adtions avec p\u00e9n\u00e9tration de granules dans la zone p\u00e9riph\u00e9rique, il peut d\u00e9former le noyau (voir figure).<\/span><\/span><\/p>\n<p align=\"justify\"><img loading=\"lazy\" decoding=\"async\" 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\" width=\"340\" height=\"209\" name=\"Image5\" align=\"left\" border=\"0\" \/><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Cet organe est donc capable, outre sa fonction de gyroscope assurant ainsi \u00e0 la cellule un contr\u00f4le spatio-temporel, de se comporter comme un support vibratoire pou\u00advant recevoir ou transmettre des informa\u00adtions sous forme d&rsquo;ondes, telles d&rsquo;ailleurs que les ondes \u00e9lectromagn\u00e9tiques. Il est possible que ce centriole soit le lieu physique par lequel les rythmes circadiens entrent dans la cellule. Ces derniers d\u00e9finissent le Moi, comme nous l&rsquo;avons d\u00e9j\u00e0 not\u00e9, et nous en verrons l&rsquo;importance sur le plan de la Tradi\u00adtion.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">C&rsquo;est ainsi donc que la cellule, dans ses actions internes comme externes, d\u00e9pend non seulement de son champ <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">intranucl\u00e9aire<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, mais encore des champs fondamentaux de l&rsquo;univers physique (gravitation, champ ma\u00adgn\u00e9tique) susceptibles d&rsquo;agir sur le centriole qui lui-m\u00eame \u2014 par les d\u00e9formations du noyau qu&rsquo;il peut provoquer \u2014 fera varier la forme de ce noyau avec toutes les cons\u00e9\u00adquences que cela peut entra\u00eener, en particulier sur le m\u00e9tabolisme cellulaire, par des modifications du signal transport\u00e9 par les microtubules.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Le sch\u00e9ma des tourbillons autour du cen\u00adtriole rappelle celui de la gravitation de l&rsquo;\u00e9lectron autour du noyau et sur lui-m\u00eame (spin). Dans l&rsquo;ADN contenu dans le noyau se retrouve le mouvement en spirale de la Terre <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">entra\u00een\u00e9e<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> par le Soleil.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La connaissance des rythmes biologiques, de leurs rapports avec les mouvements dans le tr\u00e8s petit biologique, permet de calculer les fr\u00e9quences gr\u00e2ce auxquelles les appareils \u00e9lectromagn\u00e9tiques sont capables, en les imposant aux cellules anormales, de d\u00e9truire les cellules malignes (<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00c9mile<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> Pinel donne la valeur de 100 Hertz) .<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La correspondance des trois p\u00f4les <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">neurosensoriels<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> sera pr\u00e9cis\u00e9e ult\u00e9rieurement. Mais il est \u00e9vident que toute action sur H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">1<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> se traduira par un m\u00e9tabolisme diff\u00e9rent. Acc\u00e9\u00adl\u00e9ration &#8211; ralentissement.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Toute perturbation de H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (champ de forme) touchera H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> et brouillera le message initial et celle sur H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (psycho-biologique) agira \u00e0 la fois sur le physique et le psychique par l&rsquo;interm\u00e9diaire de la composante psycho\u00adlogique de H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (action du mental sur le physique).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Il est \u00e9vident qu&rsquo;en fonction de l&rsquo;effet qu&rsquo;on souhaite obtenir et par rapport au groupe cellulaire auquel on s&rsquo;adresse, il faudra moduler intensit\u00e9s et fr\u00e9quences, en particulier au niveau des trois p\u00f4les essentiels de l&rsquo;homme : <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">neurosensoriel<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, rythmique et m\u00e9tabolique.<\/span><\/span><\/p>\n<p align=\"justify\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Une centrale vibratoire : la cellule<\/span><\/span><\/b><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Une cellule est constitu\u00e9e par un noyau baignant dans une substance fondamentale ou cytoplasme ; celui-ci contient de nom\u00adbreux organites \u00e0 fonctions vari\u00e9es : va\u00adcuoles, mitochondries, appareil de <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Golgi<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, dictyosomes, ribosomes contenant de l&rsquo;acide ribonucl\u00e9ique, qui permettent \u00e0 l&rsquo;ADN mes\u00adsager de se fixer et l&rsquo;aident \u00e0 r\u00e9aliser la cha\u00eene d&rsquo;acides amin\u00e9s constituant une pro\u00adt\u00e9ine.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous venons de constater que tous ces milieux sont en mouvement (pendulaires, circulaires) et pris en charge par un champ gravitationnel qui est la r\u00e9sultante des trois principaux champs. En r\u00e9alit\u00e9, le champ intranucl\u00e9aire donne les ordres (il est \u00e9met\u00adteur) ; le champ cytoplasmique ex\u00e9cute les ordres (il est r\u00e9cepteur) ; ce dernier rev\u00eat une grande importance car il est interm\u00e9diaire entre le noyau (cerveau de l&rsquo;usine-lieu o\u00f9 s&rsquo;incarne le psychisme) et la volont\u00e9 par des niveaux d&rsquo;\u00e9nergie le long de l&rsquo;axe de l&rsquo;ADN (permettant \u00e0 certaines dispositions mol\u00e9cu\u00adlaires de s&rsquo;organiser, ici, le temps n&rsquo;existe pas : il est une \u00e9nergie.)<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Dans le cytoplasme, le temps fait son apparition par le biais du temps biologique et par les rythmes internes et externes dont nous avons d\u00e9crit l&rsquo;existence.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Une membrane entoure la cellule, ainsi d&rsquo;ailleurs que le noyau et les organites intracellulaires ; elle est constitu\u00e9e par un double feuillet <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">bipolaire<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> ; entre les deux faces, se trouve une diff\u00e9rence de potentiel qui dispa\u00adra\u00eet \u00e0 la mort de la cellule. A la surface de cette membrane se trouvent des prot\u00e9ines appel\u00e9es r\u00e9cepteurs qui se comportent comme des trous de serrure ; certaines subs\u00adtances comme les hormones en sont les cl\u00e9s. L&rsquo;\u00e9nergie n\u00e9cessaire pour tourner la cl\u00e9 est fournie par l&rsquo;entr\u00e9e ou la sortie de certains ions, par des pores appel\u00e9s ionophores.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;activit\u00e9 et la mise en place de ces diff\u00e9rentes mol\u00e9cules sont cod\u00e9es par l&rsquo;ADN qui, au niveau de ses g\u00e8nes constituants, commande le comportement de la cellule en r\u00e9primant ou d\u00e9r\u00e9primant les g\u00e8nes op\u00e9ra\u00adteurs. Il existe \u00e9galement \u00e0 la surface de la cellule des mol\u00e9cules appel\u00e9es HLA (Human Leucocyte Antigen) qui codent l&rsquo;expression du Moi et modulent l&rsquo;immunit\u00e9 de l&rsquo;orga\u00adnisme en conservant un dynamisme entre le rejet et la tol\u00e9rance.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;ensemble de toutes ces r\u00e9gulations cons\u00adtituent le terrain d&rsquo;un individu et c&rsquo;est, en r\u00e9alit\u00e9, la seule chose qui devrait \u00eatre prise en compte lors du d\u00e9r\u00e8glement d&rsquo;un en\u00adsemble cellulaire.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">En effet, nous avons vu qu&rsquo;une variation du tenseur fondamental de la cellule en\u00adgendre une onde susceptible de modifier l&rsquo;ADN de cette cellule et d&rsquo;en faire, par exemple, une cellule tumorale si les coeffi\u00adcients cin\u00e9tiques et dynamiques de viscosit\u00e9 varient dans une certaine proportion.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Par l&rsquo;interm\u00e9diaire des enzymes (archi\u00adtectes des processus vitaux) command\u00e9s par le champ H<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">1<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> magn\u00e9tique intracellulaire, ce champ intranucl\u00e9aire d\u00e9s\u00e9quilibr\u00e9 lib\u00e8re une onde \u00e9lectro-magn\u00e9tique, d\u00e9part d&rsquo;une r\u00e9action en cha\u00eene. Les cellules voisines se mettent \u00e0 vibrer \u00e0 la m\u00eame fr\u00e9quence et l&rsquo;onde se propage suivant des lignes de force (propri\u00e9t\u00e9s pi\u00e9zo-\u00e9lectriques des tissus vi\u00advants ) ; cette r\u00e9action en cha\u00eene est en g\u00e9n\u00e9ral stopp\u00e9e par les forces de r\u00e9gulation de l&rsquo;organisme sain.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La mort n&rsquo;est en r\u00e9alit\u00e9 que la disparition de la forme mat\u00e9rielle dynamique et ne serait donc qu&rsquo;un \u00e9tat permanent d&rsquo;inertie.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ici, les applications d&rsquo;ondes \u00e9lectro-ma\u00adgn\u00e9tiques puls\u00e9es peuvent avoir trois effets sur la cellule tumorale : l<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">a<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> potentialiser, la r\u00e9\u00e9duquer, la d\u00e9truire. Il faut \u00e9galement et bien \u00e9videmment tenir compte des effets psychologiques (voir les cosmonautes) et physiologiques tels que les changements d&rsquo;expression g\u00e9nique. Des souris, contr\u00f4l\u00e9es g\u00e9n\u00e9tiquement, auxquelles des tumeurs avaient \u00e9t\u00e9 greff\u00e9es ont \u00e9t\u00e9 trait\u00e9es \u00e0 Bor\u00addeaux par le rayonnement Pior\u00e9 et gu\u00e9ries.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\">(<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\"><i>Rappelons que <a class=\"western\" href=\"https:\/\/fr.wikipedia.org\/wiki\/Antoine_Priore\" target=\"_blank\" rel=\"noopener\">Prior\u00e9<\/a> \u00e9tait un ing\u00e9nieur bordelais, mort <\/i><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\"><i>en 1983<\/i><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\"><i>. Il avait invent\u00e9 une machine fabricant des ondes \u00e9lectro\u00admagn\u00e9tiques. Les r\u00e9sultats qu&rsquo;il avait obtenus lors de soins sur le cancer humain et animal avaient secou\u00e9 et divis\u00e9 le monde scientifique. Il n&rsquo;a jamais voulu r\u00e9v\u00e9ler les secrets de sa machine que l&rsquo;on essaie pourtant de reconsti\u00adtuer aujourd&rsquo;hui par t\u00e2tonnement mais sans avoir encore pu retrouver les bonnes fr\u00e9\u00adquences<\/i><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><span lang=\"fr-FR\">. NDLR.)<\/span><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Lors du contr\u00f4le g\u00e9n\u00e9tique, ces souris gu\u00e9ries ont \u00e9t\u00e9 d\u00e9clar\u00e9es diff\u00e9rentes de celles trait\u00e9es et ce changement a fait croire \u00e0 une malhonn\u00eatet\u00e9 scientifique de la part de personnalit\u00e9s au-dessus de tout soup\u00e7on. Il est probable que la diff\u00e9rence constat\u00e9e n&rsquo;\u00e9tait due qu&rsquo;\u00e0 l&rsquo;action du rayonnement Prior\u00e9 sur l&rsquo;ADN de ces souris qui, en fait, ne pr\u00e9sentaient plus les m\u00eames marqueurs g\u00e9n\u00e9tiques par modification de leur ADN.<\/span><\/span><\/p>\n<p align=\"justify\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Une biologie<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">holistique<\/span><\/span><\/b><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous pouvons aborder maintenant la constitution de l&rsquo;homme \u2014 toujours du point de vue scientifique \u2014 malgr\u00e9 l&rsquo;opposition f\u00e9roce des \u00ab r\u00e9ductionnistes \u00bb qui ne craignent d\u00e9cid\u00e9ment pas de s&rsquo;enferrer dans leurs propres contradictions, et d&rsquo;\u00e9tudier les diff\u00e9rents corps de l&rsquo;homme tels que nous les d\u00e9crit la Tradition depuis des temps imm\u00e9moriaux. Nous entrons donc ici dans une science holistique, science totale nous permettant de situer les v\u00e9ritables causes des \u00e9v\u00e9nements que nous observons, passant ainsi du quantitatif au qualitatif, de l&rsquo;analyse \u00e0 la synth\u00e8se, du mat\u00e9riel \u00e0 l&rsquo;immat\u00e9riel.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous nous bornerons, pour cet essai, \u00e0 la constitution quadripartite de <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">l\u2019homme<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">, d&rsquo;apr\u00e8s Steiner et l&rsquo;anthroposophie. Cette \u00e9tude nous servira d&rsquo;articulation naturelle entre la science rationnelle et la Tradition que nous aborderons dans un autre article \u00e0 travers la Kabbale.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;homme est form\u00e9 de quatre \u00e9l\u00e9ments constitutifs :<\/span><\/span><\/p>\n<ul>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Le corps physique, apparent\u00e9 \u00e0 la terre et au r\u00e8gne min\u00e9ral.<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Le corps \u00e9th\u00e9rique ou \u00e9nerg\u00e9tique, ap\u00adparent\u00e9 \u00e0 l&rsquo;eau, qu&rsquo;il a en commun avec le r\u00e8gne v\u00e9g\u00e9tal.<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Le corps astral, apparent\u00e9 \u00e0 l&rsquo;air et en commun avec le r\u00e8gne animal.<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Le Moi, apparent\u00e9 au feu, propre au r\u00e8gne humain.<\/span><\/span><\/p>\n<\/li>\n<\/ul>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Pendant toute la dur\u00e9e de la vie, le corps physique et le corps \u00e9th\u00e9rique sont \u00e9troite\u00adment li\u00e9s ; le corps \u00e9th\u00e9rique maintient la coh\u00e9sion, la croissance et le fonctionnement du corps physique. A la mort, il se retire et le corps physique se d\u00e9compose.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Le corps astral et le Moi (complexe sup\u00e9\u00adrieur, CS), sont \u00e9galement unis mais les relations entre ce complexe sup\u00e9rieur et le complexe inf\u00e9rieur sont plus l\u00e2ches ; par exemple, durant le sommeil, le complexe sup\u00e9rieur se retire.<\/span><\/span><\/p>\n<p align=\"justify\"><img loading=\"lazy\" decoding=\"async\" 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\" width=\"151\" height=\"155\" name=\"Image6\" align=\"left\" border=\"0\" \/><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ces diff\u00e9rents corps ont \u00e9galement des fonctions dans l&rsquo;organisation tripartite de l&rsquo;homme.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Au niveau du p\u00f4le neurosensoriel, les forces qui s&rsquo;expriment \u00e0 travers l&rsquo;astral et le Moi, apr\u00e8s avoir structur\u00e9 leurs v\u00e9hicules physi\u00adques, se tiennent e<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">n <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">retrait (liaison plus l\u00e2che) et sont disponibles pour les processus de conscience (Moi) et d&rsquo;\u00e9veil (astral). Dans les deux cas, l&rsquo;organisme au niveau du p\u00f4le rythmique aura essay\u00e9 de s&rsquo;adapter en modifiant le rythme respiratoire et cardiaque.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Avant d&rsquo;aborder la pathologie li\u00e9e \u00e0 l&rsquo;influence de ces diff\u00e9rents corps sur le corps physique, nous allons \u00e9tudier la fa\u00e7on dont ces corps se manifestent au niveau de l&rsquo;organisation physique, c&rsquo;est-\u00e0-dire quels sont leurs supports \u00ab d&rsquo;incarnation \u00bb.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;albumine, pierre de construction de tous les organismes vivants, est constitu\u00e9e, en particulier, de cinq substances : oxyg\u00e8ne, azote, hydrog\u00e8ne, carbone, soufre. Nous retrouverons ces diff\u00e9rents corps au niveau de la Kabbale. Une publication parue dans la revue Gerba (Arcachon 1980) du m\u00e9decin steinerien Roger Fix, sur la bioth\u00e9rapie gazeuse va nous permettre, \u00e0 travers l&rsquo;approche m\u00e9dicale, de mettre au jour une s\u00e9rie de correspondances et, en particulier, la combinaison des quatre \u00e9l\u00e9ments de base de l&rsquo;albumine, pour retrouver cinq gaz :<\/span><\/span><\/p>\n<ul>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">l&rsquo;anhydride carbonique CO<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">l&rsquo;ammoniac NH<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">3<\/span><\/sub><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">le cyanog\u00e8ne C<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">N<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">le m\u00e9thane CH<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">4<\/span><\/sub><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">le protoxyde d&rsquo;azote N<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">O <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">auxquels on ajoute l&rsquo;anhydride sulfureux S<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">O<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">.<\/span><\/span><\/p>\n<\/li>\n<\/ul>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00c9tudions<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> successivement le r\u00f4le des diff\u00e9\u00adrentes mol\u00e9cules du point de vue biochimi\u00adque, puis du point de vue de la science spirituelle.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>L&rsquo;hydrog\u00e8ne <\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">: C&rsquo;est la premi\u00e8re mol\u00e9cule de la vie. Il repr\u00e9sente en cosmogonie apr\u00e8s les \u00e9lec\u00adtrons, la premi\u00e8re apparition provenant de la lumi\u00e8re. C&rsquo;est la substance la plus subtile de l&rsquo;univers. Il existe une relation entre l&rsquo;hydro\u00adg\u00e8ne et l&rsquo;organisation du Moi.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>L&rsquo;oxyg\u00e8ne<\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> : Combin\u00e9 \u00e0 l&rsquo;hydrog\u00e8ne, l&rsquo;oxyg\u00e8ne donne l&rsquo;eau, base essentielle de toute vie. Il est responsable du m\u00e9tabolisme (respiration-combustion). Sans lui, pas de vie possible. Porteur de la vie et de l&rsquo;\u00e9th\u00e9rique, il est le support des forces vitales.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>L&rsquo;azote<\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> : Avec l&rsquo;hydrog\u00e8ne et l&rsquo;oxyg\u00e8ne, l&rsquo;azote est le constituant inerte de l&rsquo;air, son support. En science spirituelle, l&rsquo;astral se sert de l&rsquo;azote pour agir physiquement.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous voici donc en possession du support physique de chacun des corps de l&rsquo;homme. R\u00e9capitulons :<\/span><\/span><\/p>\n<ul>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">avec le carbone, nous avons le corps physique,<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">avec l&rsquo;oxyg\u00e8ne, le corps \u00e9th\u00e9rique,<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">avec l&rsquo;azote, le corps astral,<\/span><\/span><\/p>\n<\/li>\n<li>\n<p align=\"justify\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">avec l&rsquo;hydrog\u00e8ne, le Moi.<\/span><\/span><\/p>\n<\/li>\n<\/ul>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ainsi donc, il est possible d&rsquo;agir globale\u00adment sur les trois constituants suprasensibles. Voyons maintenant le r\u00f4le du soufre : Dans l&rsquo;albumine, il est l&rsquo;interm\u00e9diaire entre l&rsquo;\u00e9l\u00e9ment spirituel et le physique et r\u00e9alise partout des joints entre les mol\u00e9cules, dits ponts disulfure (ADN) ; donc, \u00e9tant l&rsquo;inter\u00adm\u00e9diaire entre les diff\u00e9rents corps, son ab\u00adsence ne permet pas l&rsquo;action harmonieuse des processus vitaux.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>L&rsquo;ammoniac <\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">:<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">Sa composition, \u00e0 la lumi\u00e8re de ce qui vient d&rsquo;\u00eatre dit, nous indique qu&rsquo;il va agir sur les rapports entre le Moi et l&rsquo;astral. Il poss\u00e8de une grande affinit\u00e9 pour l&rsquo;eau (vec\u00adteur des forces \u00e9th\u00e9riques) et sa chaleur d&rsquo;\u00e9vaporation anormalement \u00e9lev\u00e9e en fait un v\u00e9hicule du Moi. Sa synth\u00e8se et sa d\u00e9composition se font en pr\u00e9sence du fer (m\u00e9tal de l&rsquo;incarnation dont nous verrons plus loin le r\u00f4le dans la Tradition).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>Le carbone<\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> :<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">Avec le carbone, nous voyons appara\u00eetre la croix de la vie. Il constitue le squelette ou support mat\u00e9riel de toute vie sur terre (chimie organique). Le carbone s&rsquo;allie \u00e0 d&rsquo;innombrables mol\u00e9cules, support des diff\u00e9\u00adrentes fonctions biologiques. Le glucose, source de la vie physique, est une association carbone-hydrog\u00e8ne-oxyg\u00e8ne. Le carbone est d&rsquo;autant plus noble qu&rsquo;il est hydrog\u00e9n\u00e9 : CH<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">4<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (le m\u00e9thane) est le porteur de l&rsquo;esprit dans la mati\u00e8re.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">La lumi\u00e8re solaire nous donne, \u00e0 travers les plantes, de l&rsquo;oxyg\u00e8ne pour nos combus\u00adtions, et du glucose qui repr\u00e9sente de l&rsquo;\u00e9nergie solaire cristallis\u00e9e. Aux deux extr\u00e9\u00admit\u00e9s de la lumi\u00e8re se trouve l&rsquo;hydrog\u00e8ne. (En effet, la premi\u00e8re manifestation qui \u00e9mane de l&rsquo;oc\u00e9an d&rsquo;onde primordiale, c&rsquo;est l&rsquo;hydrog\u00e8ne et \u00e0 l&rsquo;autre extr\u00e9mit\u00e9, la vie qui nous parvient du soleil par le processus de la photosynth\u00e8se, ne peut se r\u00e9aliser qu&rsquo;\u00e0 tra\u00advers l&rsquo;hydrog\u00e8ne) .<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Le m\u00e9thane est le terrain d&rsquo;une vie mat\u00e9\u00adrielle intense car il provient de la transforma\u00adtion de micro-organismes, sorte <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">d\u2019\u0153uvre<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> au noir. La fermentation, selon Steiner, \u00e9l\u00e8ve la substance \u00e0 un niveau sup\u00e9rieur (Prigogine, R. Thom, Guill\u00e9). Il contient donc un principe de vie intense et va privil\u00e9gier la vie physique (m\u00e9tabolique) du p\u00f4le neurosensoriel aux d\u00e9pens des processus de conscience. \u00ab Nous avons toujours besoin d&rsquo;un peu de m\u00e9thane, sinon nous serions trop intelligents ; et si nous \u00e9tions trop intelligents, nous souffririons de troubles digestifs \u00bb (Stei\u00adner).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ce gaz provient de la fermentation de la cellulose dans l&rsquo;intestin : une petite partie est renvoy\u00e9e au cerveau, l&rsquo;autre est \u00e9limin\u00e9e.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>Le gaz carbonique<\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> :<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">Son action est oppos\u00e9e \u00e0 celle du m\u00e9thane : le centre respiratoire du cerveau est excit\u00e9 par la teneur de l&rsquo;air en gaz carbonique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00ab <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Dans notre air expir\u00e9 se trouve du gaz carbonique ; ce gaz carbonique nous en avons besoin mais celui qui n&rsquo;est pas expir\u00e9 se porte en permanence vers notre t\u00eate ; nous en avons besoin pour ne pas \u00eatre b\u00eates, pour que nous puissions penser. Si vous en avez trop peu dans la t\u00eate, vous vous endormez<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">. \u00bb (Steiner).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Nous avons vu que la conscience ne peut na\u00eetre qu&rsquo;aux d\u00e9pens de la vie physique (cellules c\u00e9r\u00e9brales) ; la vitalit\u00e9 diminue au fur et \u00e0 mesure de l&rsquo;\u00e9veil et de l&rsquo;accroisse\u00adment de la conscience.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Les plantes accumulent la substance orga\u00adnique et l&rsquo;oxyg\u00e8ne porteur de vie \u00e0 partir d&rsquo;un produit de d\u00e9gradation : le gaz carboni\u00adque. Au contraire, les animaux sup\u00e9rieurs et l&rsquo;homme d\u00e9truisent en permanence la subs\u00adtance vivante \u00e0 l&rsquo;aide de l&rsquo;oxyg\u00e8ne (combustions, oxydations) ; de l\u00e0, na\u00eet l&rsquo;\u00e9veil et pour l&rsquo;homme la facult\u00e9 de penser. Le gaz carbo\u00adnique porte en lui un processus de dissolu\u00adtion. Le corps astral d\u00e9truit en permanence le corps physique mais pour l&rsquo;aider \u00e0 se restructurer \u00e0 un niveau sup\u00e9rieur (Mythe de Prom\u00e9th\u00e9e). Il repr\u00e9sente la destruction des formes d\u00e9pass\u00e9es afin de permettre aux mat\u00e9riaux constituants d&rsquo;\u00eatre utilis\u00e9s dans une forme nouvelle : c&rsquo;est le processus que d\u00e9crit Guill\u00e9 dans la d\u00e9sorganisation de l&rsquo;ADN pr\u00e9c\u00e9dant une mutation. Si l&rsquo;orga\u00adnisme est fort, la mutation, ou initiation, r\u00e9ussit. S&rsquo;il est faible, elle \u00e9choue et c&rsquo;est la maladie et m\u00eame la mort.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Donc, aux deux p\u00f4les de cette <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u0153uvre<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> au noir, on trouve le gaz carbonique et le m\u00e9thane, dont les r\u00f4les sont \u00e9videmment antagonistes et c&rsquo;est de leur opposition dyna\u00admique que se maintiennent la conscience et l&rsquo;\u00e9veil. Rappelons que le m\u00e9thane est le porteur de l&rsquo;esprit dans la vie physique.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><b>Le cyanog\u00e8ne<\/b><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> :<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\">Chacun sait qu&rsquo;il compte parmi les poisons les plus violents qui soient ; mais, ici aussi, il comporte deux polarit\u00e9s puisqu&rsquo;il est d&rsquo;une importance vitale. En effet, toutes les fonc\u00adtions m\u00e9taboliques, y compris l&rsquo;activit\u00e9 de la volont\u00e9, d\u00e9pendent de processus formateurs de cyanure. \u00ab <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Le cyanure de potassium veut se former continuellement et continuellement nous nous y opposons<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> \u00bb (Steiner) . Cette opposition \u00e0 la formation constitue une neutralisation. Comment peut s&rsquo;effectuer cette derni\u00e8re ? Par l&rsquo;action dont la volont\u00e9 a d\u00e9clench\u00e9 le d\u00e9sir ; exemple : mouvoir un doigt, marcher, en un mot : agir.<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Quand y a-t-il intoxication ? dans le non-agir. Une grande col\u00e8re avec production de bile provoque un empoisonnement du sang, car la col\u00e8re demande normalement un exutoire ; en l&rsquo;absence de ce dernier, le m\u00e9tabolisme est d\u00e9r\u00e9gl\u00e9 : empoisonn\u00e9, l&rsquo;homme se cristallise. Donc, pour qu&rsquo;il y ait mouvement, il faut du cyanog\u00e8ne et le mouvement neutralise ce dernier. Ici encore, nous voyons le couple dynamique : action-r\u00e9action (Lupasco : \u00ab Antagonisme de l&rsquo;\u00e9ner\u00adgie \u00bb).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">L&rsquo;exc\u00e8s ou l&rsquo;absence de l&rsquo;un ou l&rsquo;autre p\u00f4le et c&rsquo;est la maladie. Il y a ceux qui veulent et ne peuvent pas, par d\u00e9ficience m\u00e9tabolique de fabrication du cyanog\u00e8ne, et ceux qui, emp\u00each\u00e9s d&rsquo;agir, s&rsquo;intoxiquent.<\/span><\/span><\/p>\n<p align=\"justify\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">EN CONCLUSION<\/span><\/span><\/b><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Toutes les donn\u00e9es scientifiques pr\u00e9c\u00e9\u00addentes nous ont amen\u00e9s \u00e0 d\u00e9montrer que le mat\u00e9riel proc\u00e8de de l&rsquo;immat\u00e9riel ; la seule<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"> r\u00e9alit\u00e9 est, en fait, la manifestation de force; s&rsquo;exprimant par l&rsquo;interm\u00e9diaire de forme; dynamiques (ondes) servies par la mati\u00e8r<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">e<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"> dense qui permet \u00e0 ce couple <\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">\u00c9nergie<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"> Vibratoire\/Syst\u00e8me Vibratoire de se man<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">i<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">fester physiquement. Lorsque nous ma\u00eetriserons les ph\u00e9nom\u00e8nes engendr\u00e9s par cett<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">e <\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">dynamique, nous d\u00e9tiendrons la cl\u00e9 de la vi<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">e<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"> et la serrure qui lui correspond se cache a<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">u<\/span><\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\">c\u0153ur<\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"> de notre psychisme.<\/span><\/span><\/span><\/p>\n<p align=\"center\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Processus<\/span><\/span><\/b><\/p>\n<p align=\"center\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Gaz carbonique (CO<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">2<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">) M\u00e9thane (CH<\/span><\/span><span style=\"color: #000000;\"><sub><span style=\"font-size: medium;\">4<\/span><\/sub><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">)<\/span><\/span><\/b><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b><\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Oxydation\u00a0\u00a0\u00a0 Hydrog\u00e9nation<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b><\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Destruction Fermentation<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b><\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Pens\u00e9e Vie physique<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b><\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">\u00c9veil<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> Sommeil<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b><\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">Intelligence Inadaptation<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b><\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"> <span style=\"font-size: medium;\">D\u00e9vitalisation Vitalisation<\/span><\/span><\/p>\n<p align=\"center\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">STRESS<\/span><\/span><\/b><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">? ?<b> <\/b><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Action &#8211; Inhibition de l&rsquo;action<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">?<\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">&#8211; min\u00e9ralisation<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\">?<\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">&#8211; maladies dites de civilisation par :<br \/>\n<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"><b>?<\/b><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><br \/>\nHypoxie cellulaire<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">&#8211; effondrement du m\u00e9tabolisme<br \/>\n&#8211; baisse de l&rsquo;\u00e9nergie<br \/>\n&#8211; vieillissement<br \/>\n&#8211; auto-intoxication<br \/>\netc., etc.<\/span><\/span><\/p>\n<p align=\"center\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">CANCER<\/span><\/span><\/p>\n<p align=\"justify\"><b><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Bibliographie<\/span><\/span><\/b><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00c9mile<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> PINEL\u00a0: <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Les fondements de la biologie math\u00e9matique non statistique<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (Maloine, Paris, 1973) ; <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>La relativit\u00e9 en biologie<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (Maloine, Paris, 1975) ; <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Vie et mort<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (Maloine, Paris, 1978) ; <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Physique de la cellule vivante<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (Maloine, Paris, 1981).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Andr\u00e9 <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">BOURR\u00c9E\u00a0: <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Victoire possible sur le cancer par la centrio\u00adlogie<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (La Vie Claire).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ilya PRIGOGINE\u00a0: <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>La nouvelle Alliance<\/i><\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Geoffrey CHEW\u00a0<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"><span lang=\"en-US\">: <\/span><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00ab <\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Bootstrap : a scientific idea ? <\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00bb (Science, vol. 161, pp. 762\/765).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ren\u00e9 THOM\u00a0<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"><span lang=\"en-US\">: <\/span><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">S<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>tabilit\u00e9 structurelle et <\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>morphogen\u00e8se<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Inter-\u00c9ditions<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> 1977) .<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">David BOHM\u00a0<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"><span lang=\"en-US\">: <\/span><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>Quantum theory and beyond<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (Textes r\u00e9unis par Ted Bastin).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Ruppert SHELDRAKE\u00a0<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-family: Times New Roman,serif;\"><span style=\"font-size: medium;\"><span lang=\"en-US\">: <\/span><\/span><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>The hypothesis of formative c<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>a<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>usation<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (A new science of life).<\/span><\/span><\/p>\n<p align=\"justify\"><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00c9tienne<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> GUILL<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">\u00c9<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> et Christine HARD<\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\">Y\u00a0:<\/span><\/span> <span style=\"color: #000000;\"><span style=\"font-size: medium;\"><i>L&rsquo;alchimie de la vie<\/i><\/span><\/span><span style=\"color: #000000;\"><span style=\"font-size: medium;\"> (Rocher 1983).<\/span><\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>(Revue 3e Mill\u00e9naire. Ancienne s\u00e9rie. No 15 Juillet-Ao\u00fbt 1984) Que sont donc ces champs qui cr\u00e9ent la mati\u00e8re ? La relativit\u00e9 en biologie conduit du mat\u00e9riel \u00e0 l&rsquo;immat\u00e9riel Tout est issu de la lumi\u00e8re Jacqueline Bousquet (d\u00e9c\u00e9d\u00e9e en 2013), docteur \u00e8s-science, chercheur au C.N.R.S., tient ici, \u00e0 rendre hommage au Professeur \u00c9mile Pinel dont les [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":17352,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1973],"tags":[326,253],"class_list":["post-17351","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-bousquet-jacqueline","tag-anthroposophie","tag-sicence-et-conscience"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.0 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Le monde fantastique de nos cellules par Jacqueline Bousquet - 3e mill\u00e9naire - Spiritualit\u00e9 - Connaissance de soi - Non-dualit\u00e9 - M\u00e9ditation<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.revue3emillenaire.com\/blog\/monde-fantastique-de-nos-cellules-jacqueline-bousquet\/\" \/>\n<meta property=\"og:locale\" content=\"fr_FR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Le monde fantastique de nos cellules par Jacqueline Bousquet - 3e mill\u00e9naire - Spiritualit\u00e9 - Connaissance de soi - Non-dualit\u00e9 - M\u00e9ditation\" \/>\n<meta property=\"og:description\" content=\"(Revue 3e Mill\u00e9naire. Ancienne s\u00e9rie. No 15 Juillet-Ao\u00fbt 1984) Que sont donc ces champs qui cr\u00e9ent la mati\u00e8re ? 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