La Face Cachee Des Nombres

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La Face Cachee Des Nombres La Face cachée des Nombres - C Creusot Dans ce livre, l'auteur tente de faire toute la lumière sur un domaine fascinant et sur l'étrange continuité des nombres qui balisent notre existence terrestre. Symétries, analogies, expressions secrètes des nombres et retour à l'Unité, tout s'enchaîne, se construit, s'élève par de mystérieuses répétitions qui passent souvent inaperçues. Il est des mystères qui procèdent du " Mystère essentiel ", qui pour Camille Creusot représente la vie mystique. Les nombres sont d'essence spirituelle, dotés d'une valeur qualitative, ils transmettent un enseignement transcendantal selon les degrés d'évolution de celui qui les médite ; à la différence des chiffres, signes conventionnels qui permettent d'accéder à la connaissance pratique des mathématiques profanes. PYTHAGORE « J'en jure par Celui qui grava dans nos cœurs La Tétrade sacrée immense et pur symbole Source de ta nature et modèle des Dieux. » LYSIS. Je rends d'abord hommage aux vertus du Grand Maître de Samos, mage de la géométrie, de celui qui proclamait bien haut que « Tout est nombre » et que les mathématiques étaient une religion qui devait hausser l'homme au rang des Dieux. Pythagore est né 600 ans environ avant Jésus-Christ, fils de famille aisée. On dit que son père était commerçant réputé dans la vente des bijoux. Lors d'un voyage pour affaires, ses parents, jeunes mariés, consultèrent chemin faisant la Pythie a Delphes qui leur promit un fils prédestiné d'origine divine. Dès que l'enfant parut, ses parents l'appelèrent Pythagore en souvenir de l'oracle de la Pythie. C'était un enfant prodige, doux, pondéré, avide de connaissances. Il se fraya un passage entre tous les enseignements contradictoires qui ne l'avaient pas satisfait. Il était attiré par la nature, nature qu'il cherchait à pénétrer. Un prêtre du Liban avait annoncé à sa mère Parthenis : « Ton fils sera grand par la sagesse. » II résolut, sur les conseils de sa mère de se rendre en Egypte, en vue de se faire initier, et se présenta aux prêtres de Memphis. Pythagore avait foi en lui ayant eu raison de ses faiblesses et des épreuves qui se dressaient dans son ascen- 18 LA FACE CACHÉE DES NOMBRES LA FACE CACHÉE DES NOMBRES 19 sion, et il parvint après 22 ans (chiffre révélateur) que dura Construction des Temples à tous les âges et même celui de son Initiation à percevoir ses états de conscience, saisissant la Salomon à Jérusalem ne fit pas exception. Il existe des chute de l'esprit dans la matière ou son envolée vers l'Unité. ouvrages fort érudits en mathématiques sur ce nombre Puis surgit Cambyse roi des Perses qui envahit l'Egypte, troublant en rapport avec l'unité. tuant le Pharaon et autres gens de cour en un raffinement sans Louis Charpentier (1) rappelle que la table mystique chré- égal, souillant les Temples sacrés, s'acharnant cruellement au tienne, celle qui est appelée à supporter l'autel et, effective- massacre d'une population, atterrée, sans défense. Pythagore ment, les chœurs d'Eglises chrétiennes, sont généralement sans ménagement fut déporté et interné à Babylone... la rectangulaires. Je passe sur ces déductions découlant de deux prostituée, la ville aux despotes. ouvrages de Raoul Vergez qui citent l'énigme tradition- En exil, il continua d'étudier, élargit son horizon au nelle : « Trois tables ont porté le Graal : une table ronde, contact des prêtres chaldéens. une table rectangulaire et une table carrée. Toutes les trois Durant ses pérégrinations il avait capitalisé son savoir, ayant la même surface et leur Nombre étant de 21. » en observant, en analysant avec soin toutes ces religions II résolut l'énigme du nombre 21, en lisant 2 et 1, en ramassées au cœur de la grande cité du despotisme. examinant le chœur de la cathédrale de Chartres qui est Sa liberté obtenue par un compatriote grand dignitaire à la rectangulaire. Il s'agissait donc d'une table rectangulaire de Cour, Pythagore revint à Samos où il retrouva sa mère longueur double de la largeur. Parthenis. Or le rectangle de proportion 2/1 a une diagonale. = à V 5. Pour ce Maître bien souvent incompris, le nombre était Si, à cette diagonale on ajoute la largeur du rectangle et que l'on divise cette nouvelle longueur par 2 on obtient une un lien qui unissait le Ciel et la Terre, l'esprit et la matière. longueur = à (V 5 + l)/2 = 1,618 qui est le Nombre d'Or. Il fonda une école qui prit pour emblème la « Sainte Si on multiplie ce Nombre d'Or par lui-même (1,618 x 1,618) Tetraktys », dont il sera fait mention dans un des chapitres. Il on obtient 2,618, lequel nombre multiplié par 12/10 = 3,1416. soutenait devant ses disciples, parfois sceptiques, que Et 12/10 c'est l'intervalle musical de tierce, l'intervalle entre l'harmonie de l'Univers est contenue dans les nombres et la gamme majeure et la gamme mineure. s'écartant des formules empiriques, il s'éleva vers le siècle de Laissons la science officielle sourire sur ce nombre qui l'abstraction. C'était un mystique scientifique. n'était pas inconnu des Egyptiens. Son enseignement philosophique débutait la plupart du temps par la doctrine des nombres qui jouait précisait-il un C'est à Crotone que Pythagore « évangélisa » et les jeunes gens faisaient cercle autour de lui. Nombreux étaient ceux rôle essentiel dans le macrocosme et le microcosme. Il prenait l'unité pour base et tous les nombres qui en qui avaient abandonné le foyer familial pour vivre une vie découlaient étaient des forces vivantes dont l'enchaînement austère en communauté sous sa Direction. en faisait une théologie universelle. Il prétendait détenir par On connaît ses découvertes mathématiques, géométriques cette science des nombres, la clé de la vie. Il réalisa la « table» et astronomiques, impénétrables aux profanes du temps. Par qui porte son nom et qui n'est autre que la table de intuition, il bouleversa les données de la connaissance. Le multiplication et on lui doit te théorème du carré de l'hypo- problème de l'âme il s'efforça de le résoudre, mais ténèbres et ténuse. Et pourquoi ne pas évoquer ici dans cette bibliogra- lumières alternant au point peut-être de murmurer : « Je ne phie-préface le Nombre d'Or quand on sait qu'il est issu d'un suis pas d'ici et dois aller ailleurs. » Rien dans cette vie des thèmes chers à Pythagore. Ce nombre d'or fut tenu pour base de calcul dans la (1) «Le mystère de la Cathédrale de Chartres», éd. Laffont. 20 LA FACE CACHÉE DES NOMBRES intérieure qui puisse nous surprendre puisque Pythagore fit sienne la doctrine d'une vie ascensionnelle de l'âme, à travers La série d'existences physiques qui s'enchaînent sans se ressembler. L'âme, harmonie du corps, doit avoir commerce avec le Divin et suivre Dieu prescrivait-il. Et puis comme toujours l'opinion publique (la fille publique) se tourna contre Pythagore comme elle s'est braquée contre Jésus. Un nommé Cylon défigura les théories du Maître à l'instar de Caïphe qui chercha un faux témoignage contre Jésus. La foule furieuse, hystérique, un soir, cerna la maison où se réunissaient les pythagoriciens et mit le feu qui dévora l'édifice. Pythagore périt dans les flammes. Ainsi disparut un sage qui échappa, on peut le penser, à la roue des renaissances, sa suprême espérance. CONCLUSION Les nombres par leur symbolisme peuvent vous laisser indifférents ou vous pénétrer parce qu'ils sont d'énergiques créateurs du monde spirituel. Mon « inventaire » a été intentionnellement limité aux 22 premiers nombres et à certains pouvant être considérés comme leurs dérivés. En écrivant les pages que vous venez de lire, je n'ai eu d'autre Ces nombres sont les canaux des dix Séphiroth ou encore de la Tétraktys ambition que de tenter de dissoudre le scepticisme des lecteurs sacrée de Pythagore. Tout nombre si étendu soit-il prendra place dans la éventuels qui sont partisans bien souvent du pur hasard ou de décade divine par addition théosophique. Je reprends un exemple coïncidences curieuses. Mais le hasard, ainsi que l'enseigne Cornélius démonstratif avec un nombre encore plus étiré, soit : Agrippa, n'est en réalité qu'une progression inconnue et le temps n'est 9874876599843 = 87 = 84- 7 = 15 ;l + 5 = 6. Si on veut le qu'une succession de nombres. « II s'ensuit que le futur étant un composé pousser vers l'infini, l'addition des chiffres qui le composent a pour du hasard et du temps, ceux-ci sont utilisés dans les calculs occultes, résultat un nombre réduit à sa plus simple expression, si simple, afin de découvrir le résultat d'un événement ou l'avenir que vous réserve qu'il peut toujours se situer votre destinée. » 378 LA FACE CACHÉE DES NOMBRES LA FACE CACHÉE DES NOMBRES 379 dans la première décade ou perché sur l'une des branches de « Les deux côtés ensemble comportent trente-deux linteaux l'arbre séphirotique, si j'emploie un langage imagé. (seize de chaque côté) de chacun quatorze pieds, soit 448 pieds, « Celui qui veut compter davantage après le dix revient à c'est-à-dire 4 fois le chiffre triangulaire de sept X quatre : un, deux, trois... et ainsi l'intervalle du dix toujours répété va à l'infini. » C'est là un fragment du discours de Pythagore une très belle Tétraktys qui laisse rêveur (28 X 4) 4- (28 X 4) + rapporté par Héraclès. (28 X 4) 4- (28 X 4). » Il est incontestable que le nombre a une vertu magique, « Quant à la Krépis, c'est-à-dire, la "semelle" qui supporte révélée par des transmissions orales de la Sagesse.
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