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C'est avec des bons sentiments qu'on fait de la mauvaise politique.
                                  André Gide
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

Car si «le monde s'écrit en langage des nombres», comme l'avait imaginé Pythagore, et si la nature est mathématique, comme le suggérait Galilée, quel rôle peut bien jouer la suite des nombres premiers? Reflète-t-elle une structure de l'espace ou du temps? Ou bien celle du cerveau humain?
                                  Azar Khalatbari
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W3hfMGHcilU7xzjpkgq910iwJ3XcOSoc/MEXi1/CETHGc5y8kVRoi31tx5oAx0ZGBmevI5WUUjGjepu5Cc+F03s52tfhDunv0ybt1HNh0KBwkHmD9leM+krcZlNUmVxu46BU/EumB3KLif6nNaJ8JWp7Y7SVcU7/Ud3ZkMbZjfDU8yvIDeSfSpLnHhww7kdZcuefVrI2fht50uyF/4Xr1m3tfgPqlUmbjOkz11KDEVCREZxn6D74q+6nqG0WEZkc770TkFR75ysPC6U+KTQ1sG1zxcQjoNIbJ056ohz6ggHX0F1iteahuN1tu9x6BLr1t5xF+fTh98U2nB5AC1lfRvYjUgQzLl1tfimBogSb9fVAGwQCd23DiLTyV03ETECQRx6qotxE6z18l0bsDTjCk+9Ud6NaPqucNZe/wB/dvNdT7J093B0+e8fNxWefp1i9glCSoSgJWTtCUBKhKAlEQlRASogQCjBSAUwFUOBWrfiFiIpU28Xk+Qj5rZg5aL2+xM1mt91g83Gforj7S+mqNxhHG33mrq4gbt1Zfb7KlRwLTI6X8Vs4MwrrDXI9OvFXVphzSDrl/I6pGDfkNMuF08OGc205KjDw2PLID8tDqOS9AwQC3WZyg8l59WjJPmjw8su27dQJtzSpGbqJBzuNfu/BeQfmV61UbwBkeHDSV5Tsz1KRVQszBUv1HLSPisVjJIAXpGgAN3gJ+zxSqqq8xAvJhGx0yTEDKRnoYSToIEukDOANXSrxDxuhrcrfwPVRFUBvOkifpomYytEkaeHoo1u6INufMwsLEO3nBvnGv2FYX0ZgmW3jrpMTfNZb2nUW4wgp0xY5cb/AH9hEGyLaAxpKmwTjvXzEeQHyvChZu3J05eSWwED7F1bHjzz1VDGuk5ZZfG3Jdb2M3dw9ID/AI2+on5rkjHSRGfTwXXMC3dpUwcwxo8d0LPN1GUXIC5UXICVm6EXIC5UXICUFlyiWSoiPNG1qXvj9p+iNu2KXvHwYVz7/PeJ0c0dGM+ir/PeK/5Y6Nb9F14Vz5R0UbXpf1/sK572oxAqYqo4TEgAG1g0C48EH+e8X/zuHp8lhYuuX1C51y4kl3FxzJ8V1MbKW7A2tGhHT1VufNyLawFOYy1jKUDnyRnpc/fRdoHDPgkaTl1WQ48Mpy+8s1ikw/LP7lOr3OWv3dVDCBJtOUyho5m3h1V68OuQHXggZO9/PiopdKruuLSYE93hfQrFcLnqV6NVomRp0v1WBVBLyBmSrBkYJsSeOU8NVnkQJdYCMxF49Vjb7Kbe868CBnfolCq6qZdZmg48yp7XZzLS865cmocMJdvFTEv3rAcBxgcArfYADIRbJEMxNUtIAPQiV52Hu8nhZZG9fzSsAyZ6k+ua69RPdZjTGY9Y8yjc82gH5+CsOseKGpUJM8ABply9Vy6SeQJtnaOCk9DGdh6Je/lOU2RON7GRrmqhlIyRFvTxK6QNvkD89D938rme+BJ4D+ywHYgxb4lc2bXbrR7QH36H7v5QHtA736H7v5XKPbn7JQiu7X4lTwhuurnb7vfofu/lCdvu9+h+7+Vyr27p5KnV3aJ4Q3XU/wD7zvfofu/lRct9sVFPCGyQVArpjPoo0XWume1tEkdV6IHHj6LA/V4rIrm48VLO12a6u0fH5KNqt6wsek1ZG98/kml2Co8G4tEEfA2V1dD9wqqNBafvRSsO4PvRA8TA0vHh0QOME8Lffqrwx7o+8slbrx4/FFMaOGk2nQ5CVgbxDSW5uJM8BOiyq9gYt3fksZuTR/T8ykSk4fByZeV6DnRoB6wrqCCBy+qEnu+CeyTSqVS+8c/pkpXq7xk/Inz80ue6PvRCDcc1dCwLFMwjDu9L6ZoCLO6lNo8NJClIP2hyy9TrqjbnY2nPpy8Fi753o0n5p7WCG9PmoqC86x6D7+Coi9j066InCCY4/JCRn0nxt9VQqu6GnmB6lYRKy8TkOqxSoKBUaZVqIii68KnOhEqVFKKBRRX/2Q==


 Lorsque nous aurons le pouvoir, nous construirons des pissotières en or dans le monde entier.                                   Lénine

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L'intérêt pour l'environnement était plus présent avant la crise économique de 2008, qui a eu pour effet de faire passer au second plan les préoccupations écologiques. Mais à long terme, il y a tout de même eu une progression de cette prise de conscience au cours du dernier siècle. Elle va revenir à l'avant-plan, notamment à cause de l'épuisement des ressources et de la pollution. Le danger augmente, mais il reste tout de même un mouvement de résistance à cette détérioration. Le but, maintenant, est de remettre ce mouvement en marche. C'est de cela que je parle dans mon livre Là où croît le péril... croît aussi ce qui sauve. (Seuil)
                               Hubert Reeves
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 Il ne faut pas juger un homme sur ses fréquentations. Ne perdons pas de vue que Judas avait des amis irréprochables.
                               Ernest Hemingway 
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Mon centre est enfoncé, ma droite recule, ma gauche est perdue, excellente situation : j’attaque.
                               Maréchal Foch
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

On peut tout faire avec des baïonnettes, sauf s’asseoir dessus.
                                Talleyrand
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On ne devient pas pervers, on le demeure.
                                Sigmund Freud
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Le destin de l’homme est d’épuiser l’idée de Dieu.
                                Emil Cioran
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https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSZRv3xsPF2f8M9lDeRbR4L34OqkbiuZDB7rv7WJyg6_3Uq4mZxX3cehYq-

All 48 fruits and vegetables with pesticide residue data

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Where did the Sun Come From? 

https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRgSGlMDOKtWQWroI0I7Q_DqwrpM1deMJ6zLm_HWcWUS45I0JW6mo2_FEQ7

http://scienceblogs.com/startswithabang/2012/01/03/q-a-where-did-the-sun-come-fro/



Le Front national sera majoritaire", prédit le philosophe Bernard Stiegler
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http://www.lexpress.fr/actualite/politique/le-front-national-sera-majoritaire-predit-le-philosophe-bernard-stiegler_1280994.html#6BU3TVLasCHvPlbF.99




«Ça a détruit ma carrière, et ma vie»

Celle qui a révélé l’existence des quotas à l’assurance-emploi déplore le sort réservé aux dénonciateurs

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


Vidéos du jour


Dr. Beach: Rip Currents 
http://powerfulstorms.com/wp-content/uploads/2011/09/RipCurrents-3-150x150.jpg

Top 10 Images - Hubble's Hidden Treasures Unveiled 

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The Largest Galaxy in the Universe: IC 1101 

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Micheline Lanctôt sur Paul Desmarais Bazzo tv CIVB 17 10 2013  

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https://www.youtube.com/watch?v=h0Ybt0Y1DQg

Onfray - Le 21ème Siècle sera-t'il otage des Religions 

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Islamisation de la Suède : Les suédois de confession juive quittent le pays

http://ec.l.thumbs.canstockphoto.com/canstock6520932.jpg

Selon le père Henry Boulad "L'occident est naïf" face à l'islamisation en marche 

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




C’est toujours intéressant d’avoir une synthèse sur la philosophie contemporaine… J’ai commencé à lire ce livre, après avoir lu un chapitre, je ne décrochais plus.
Le livre du jour : Maîtres à penser 20 philosophes qui ont fait le XXième siècle 

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data:image/jpeg;base64,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

«Mon propre développement intellectuel ne peut guère s’expliquer hors de la confrontation qui, ma vie durant, m’a opposé à des figures telles que Heidegger ou Carl Schmitt.» Ainsi parlait Habermas dans un entretien accordé en 2001 au Monde de l’éducation. Pour Heidegger, qui attaque frontalement le rationalité classique et en même temps milite pour les nazis, ce philosophe n’a guère plus de sympathie que pour Carl Schmitt, juriste officiel du Troisième Reich, inspirateur des lois raciales de Nuremberg en 1936.

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Voilà qui semble simple et, si l’on peut dire, juste normal. Qu’après le nazisme un philosophe allemand combatte les pensées qui ont produit ou soutenu cette négation de l’humain, il n’y a là rien qui doive étonner.

Pourtant – c’est l’un des paradoxes du siècle -, une bonne partie des intellectuels, à gauche ou à l’extrême gauche, ne partage pas cette évidence. Heidegger reste pour eux, Derrida le premier, une référence majeure. Carl Schmitt demeure un théoricien fréquentable. 

Un des premiers mérites de Jürgen Habermas – ce n’est pas le seul, évidemment – est de n’avoir jamais partagé cette fascination. Il souligne, dans le même entretien, être «resté très méfiant à l’égard du courant profond, hostile à la civilisation, propre à cette irrationalisme spécifiquement allemand, qui fascine si singulièrement un certain nombre d’amis français». La cohérence théorique et morale, la fidélité obstinée à quelques normes, voilà qui caractérise ce philosophe rigoureux et courageux qui a marqué les dernières  décennies du XXème siècle.

Une œuvre imposante

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

Né en 1929, Habermas a consacré, en 1954, son doctorat à la philosophie de Schelling avant de devenir à Francfort l’assistant de Theodor Adorno. Son parcours s’inscrit donc dans l’histoire de la «théorie critique», école de pensée qui s’est développée en Allemagne à partir des années 1920 au carrefour du marxisme, de la sociologie et de la philosophie politique. Walter Benjamin et Herbert Marcuse figurent parmi les principaux représentants de ce courant, avec Theodor Adorno et Max Horkheimer. Fermé en 1933, l’Institut rouvrira seulement en 1950, avec le retour d’Adorno de son exil aux États-Unis.

C’est dans le contexte de cette réouverture après la guerre que Habermas travaille. Ses relations avec ce qu’on a pris l’habitude de nommer l’École de Francfort sont toutefois compliquées. En fait, il va progressivement prendre ses distances envers la caution théorique marxiste et cheminer vers un profond renouvellement de la pensée politique et philosophique.

De la souveraineté à l’autodestruction 
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

Si l’on ose condenser 3 siècles en quelques lignes, on dira qu’au commencement des Temps modernes régnait l’idéal d’une Raison souveraine. Cette faculté unique était jugée capable de guider les vies individuelles, de veiller aux constitutions politiques comme aux décisions collectives. Telle est la grande affaire du XVIIIème siècle : garante de la certitude des principes aussi bien que de la véracité des connaissances expérimentales, la Raison préside en même temps à la moralité des choix et à la justesse des sentences.
L’âge suivant voit les Lumières se ternir, Entre empires et industries, machinistes et lutte des classes, scientisme et utopie, s’ouvre le temps des hauts-fourneaux, des mines, des colonies et des chemins de fer. Il soupçonne la Raison de n’être qu’une pièce dans un ensemble. Facette parmi d’autres des situations humaines, elle n’est plus leur source originaire ni leur mesure ultime.

Le XXème siècle, pour sa part, affolé de massacres inconcevables, étourdi d’inventions incessantes, pourvu de théories à foison, ne se contente pas de douter de l’ancienne Raison souveraine. Il veut trouver, dans son règne même, la source de nos maux. Discerner dans les Lumières l’engendrement des ténèbres, telle est la démarche de la première génération des théoriciens de l’École de Francfort, illustrée par les travaux de Theodor Adorno et de Max Horkheimer. 

Hitler, fils de Kant ? Le nazisme, rejeton de l’Encyclopédie? De tels raccourcis sont évidemment  monstrueux. Adorno et Horkheimer œuvrent de manière autrement subtile. Mais ils attribuent effectivement à la pensée des Lumières un large rôle dans la genèse des massacres contemporains. Pas simplement en rappelant qu’on a pu asservir «au nom» de l’égalité, tuer  «en vue» du progrès, torturer «par souci» du bien suprême… mais bien en suggérant qu’au sein même du projet des Lumières une forme d’oppression totalitaire agit déjà. La terreur n’est jamais loin de l’égalité.
Jürgen Habermas s’inscrit en faux contre ce pessimisme. Il s’écarte de cette vision désespérée, qui finit par suspendre tout projet global d’émancipation. Un des principaux fils directeurs de son œuvre est la volonté de rénover les Lumières.
Raison et communication

http://stabi02.unblog.fr/files/2009/11/lcoledefrancfort.jpg

Le long parcours d’Habermas, d’un abord souvent difficile, a noué sur la trame héritée de la philosophie des éléments provenant notamment d’un marxisme assoupli, d’une psychanalyse  transposée à l’histoire, et des sciences sociales dans leur diversité. On risque toutefois de passer à côté de l’essentiel  si l’on oublie que la réflexion d’Habermas s’est ouverte par le constat d’un changement radical dans la conception de la raison.

A ses yeux, la raison n’a plus à proprement parler de nature ni d’essence. Elle est immergée dans le langage, pris dans le tissu mobile des discussions. Plutôt qu’une capacité donnée, la raison apparaît comme un processus en cours. A l’œuvre dans toute tentative d’argumentation, ce processus n’a rien de mystérieux ni de vague. Les règles qu’il présuppose peuvent être explicitement formulées, et leurs structures analysées – les logiciens et linguistes l’ont montré, de Peirce à Frege et à Russell. Habermas a tiré les conséquences de ce «tournant linguistique» sur la conception de la raison, principalement dans les 2 volumes de sa Théorie de l’agir communicationnel (1981).





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Roger-Pol Droit
Chez Flammarion

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



 





1 commentaire:

  1. http://www.ledevoir.com/politique/canada/390798/ca-a-detruit-ma-carriere-et-ma-vie L'article qui me choque le plus !

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