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	<title>Notre fumier</title>
	
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		<title>La démocratie réelle maintenant!</title>
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		<pubDate>Fri, 18 May 2012 09:39:17 +0000</pubDate>
		<dc:creator>Cento</dc:creator>
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		<description><![CDATA[Comment passer de notre monarchie constitutionnelle oligarchique a la démocratie réelle! Débat entre Etienne Chouard et Yvan Blot sur la&#8230; par enquete-debat]]></description>
			<content:encoded><![CDATA[<p>Comment passer de notre monarchie constitutionnelle oligarchique a la démocratie réelle!<br />
<iframe src="http://www.dailymotion.com/embed/video/xlz6kr" frameborder="0" width="480" height="270"></iframe><br />
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		<title>Vivre seul et heureux, c’est possible</title>
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		<pubDate>Wed, 16 May 2012 09:51:17 +0000</pubDate>
		<dc:creator>Cento</dc:creator>
				<category><![CDATA[société]]></category>

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		<description><![CDATA[Alors, il y en a qui se reconnaisse ?! Reprise de l&#8217;article de Yvon Dallaire disponible  ICI La majorité des gens trouve plus difficile de vivre seul qu&#8217;en couple. L&#8217;on sait, par exemple, que le taux de suicide est plus &#8230; <a href="http://www.notrefumier.fr/vivre-seul-et-heureux-cest-possible/2456">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Alors, il y en a qui se reconnaisse <img src='http://www.notrefumier.fr/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' />  ?!</p>
<p><em>Reprise de l&#8217;article de Yvon Dallaire disponible  <a rel="nofollow" target="_blank" title="vivre seul" href="http://www.terre-inipi.com/Presse/dallairey1.html" target="_blank">ICI</a></em></p>
<p>La majorité des gens trouve plus difficile de vivre seul qu&#8217;en couple. L&#8217;on sait, par exemple, que le taux de suicide est plus élevé chez les personnes vivant seules et que les gens mariés vivent plus longtemps et, généralement, plus heureux. La solitude fait tellement peur que nombreux sont ceux et celles qui préfèrent poursuivre une relation insatisfaisante plutôt que de quitter leur partenaire. Pourtant, vivre seul, n&#8217;est ni bien, ni mal; c&#8217;est seulement une situation précise, tout comme la vie à deux. De même qu&#8217;avoir un partenaire n&#8217;est pas nécessairement une garantie de bonheur, être célibataire n&#8217;est pas non plus une situation désastreuse. Le bonheur n&#8217;a rien à voir avec le statut civil.</p>
<p>Nous croyons à tort que, sans partenaire, nous ne sommes pas des personnes à part entière et que notre bonheur dépend d&#8217;un être unique et spécial. C&#8217;est pourquoi nous partons à la recherche de l&#8217;âme soeur (appellation moderne du prince charmant ou de la princesse charmante). L&#8217;âme soeur est à la fois une illusion et un signe de dépendance affective.</p>
<p>Actuellement, une personne sur trois vit seule au Québec. Il existe deux types de célibataires: ceux qui choisissent de vivre seuls et ceux qui subissent leur état de célibat. Les célibataires involontaires sont souvent des jeunes gens de 15 à 25 ans qui n&#8217;ont pas encore trouvé de partenaire, des divorcés ou des veufs. Mais, de plus en plus de personnes choisissent de vivre seul par choix, pour des raisons professionnelles ou pour profiter de leur solitude afin de faire un bilan ou un cheminement personnel. D&#8217;autres personnes ne comprennent pas pourquoi on voudrait limiter sa liberté en partageant sa vie avec quelqu&#8217;un.</p>
<p><span id="more-2456"></span>Quoique plus facilement accepté socialement, les personnes qui vivent seules sont encore l&#8217;objet de certains préjugés: des personnes qui ne &laquo;&nbsp;pognent&nbsp;&raquo; pas; des personnes qui ont mauvais caractère; des homosexuels qui se cachent; un danger pour les couples mariés; des courailleux de 5 à 7; des éternels adolescents qui ont peur de s&#8217;engager&#8230; Ces préjugés se manifestent souvent par la tendance de leur entourage à vouloir les &laquo;&nbsp;matcher&nbsp;&raquo;.</p>
<p>D&#8217;après la psychologue Vera Peiffer, &laquo;&nbsp;On reconnaît une personne seule vraiment heureuse à son absence de fanatisme. Elle n&#8217;essaie pas de vous persuader que le célibat est le seul mode de vie acceptable ni que le salut ne réside que dans la vie à deux. Elle apprécie la vie de tout coeur mais garde l&#8217;esprit ouvert à la possibilité d&#8217;une relation future(&#8230;) Elle voit consciemment les avantages du célibat pendant qu&#8217;elle est seule tout comme elle discernera les avantages d&#8217;une relation de couple quand elle en vivra une&nbsp;&raquo; (1).</p>
<p><strong>Les pièges du célibat</strong></p>
<p>Pour éviter que le célibat ne devienne source de malheur, la personne vivant seule doit être consciente des pièges qui la guette. La solitude constitue le premier et principal danger car celle-ci risque de se transformer en isolement. D&#8217;où la nécessité pour le célibataire d&#8217;avoir une vie active remplie d&#8217;activités (sociales, sportives, culturelles&#8230;) épanouissantes et de développer des amitiés intimes, durables et asexuées, des deux sexes. La fonction de la solitude est d&#8217;être remplie; elle devient alors le moment privilégié pour réaliser les projets personnels.</p>
<p>Certains célibataires n&#8217;éprouvent aucun désir sexuel lorsqu&#8217;ils vivent seuls ou mettent carrément leur sexualité de côté. De plus en plus d&#8217;études (2) démontrent que l&#8217;absence totale d&#8217;activités sexuelles sur une longue période atrophie la fonction et rend difficile la reprise de la sexualité. Heureusement, la majorité continue d&#8217;exercer leur fonction sexuelle en utilisant soit la masturbation, soit les rencontre fortuites et sporadiques (one night stand), soit encore en entretenant un ou plusieurs partenaires avec qui ils échangent des services d&#8217;ordre sexuel. Certains font appel aux services de &laquo;&nbsp;professionnel(le)s&nbsp;&raquo; du sexe. Ce type de sexualité n&#8217;est évidemment pas sans risques (MTS) et, souvent, l&#8217;un des deux partenaires s&#8217;amourache de l&#8217;autre.</p>
<p>Le célibataire doit faire des efforts pour organiser des activités solitaires ou sociales afin d&#8217;éviter l&#8217;ennui, troisième piège du célibat. Il peut alors développer des habitudes agréables (apprendre un instrument de musique), s&#8217;impliquer dans des activités (l&#8217;apprentissage d&#8217;une nouvelle langue) et, parfois, s&#8217;obliger à rencontrer d&#8217;autres personnes (faire du bénévolat), car le célibataire qui s&#8217;ennuie risque de devenir ennuyeux. Toutefois, le célibataire doit faire attention de choisir ses activités et ses amis en fonction de ses propres besoins et non pour fuir sa solitude. Il se doit de viser la qualité, non la quantité.</p>
<p>D&#8217;autres pièges concernent la gestion financière, la prise de vacances, la vie sociale, la prise de décision&#8230;</p>
<p><strong>Le célibataire malheureux</strong></p>
<p>Les célibataires malheureux sont ceux qui se laissent prendre aux pièges. Vera Peiffer (1) a décrit sept types de célibataires malheureux. Il y a celui qui s&#8217;enferme au lieu de rencontrer des gens, le célibataire invétéré; leur chat et la télévision sont leurs meilleurs amis. À l&#8217;inverse, il y a celui qui ne peut absolument pas rester seul, le coureur de 5 à 7; il ne reste pas en place, blague, dit avoir beaucoup d&#8217;amis mais sombre dans les rencontres surperficielles, l&#8217;alcool ou la drogue. Le workaholique constitue un autre type de célibataire malheureux; il fait de l&#8217;argent, se paie ce qu&#8217;il y a de mieux mais sa vie privée passe toujours en dernier car il n&#8217;a jamais un moment à lui.</p>
<p>Le célibataire novice est celui qui passe inapperçu et qui souvent veut passer inapperçu; il est timide, ne sait pas entretenir de conversation, jeune et inexpérimenté; il s&#8217;est laissé abattre par quelques échecs amoureux et a développé un cercle vicieux infernal. Il y a aussi le célibataire fanatique, celui qui a peur de s&#8217;engager. Contrairement au précédent, il est généralement charmant, spirituel, adorable jusqu&#8217;aux premières relations sexuelles, jusqu&#8217;au moment où la relation risque de prendre un tournant sérieux; sa devise: n&#8217;aime pas, sinon tu seras blessé; il part donc vers de nouvelles conquêtes, sans cesse.</p>
<p>Le célibataire malgré lui est désespéré; il est prêt à sortir avec la première personne qui s&#8217;intéresse à lui; il devient aussitôt envahisseur et collant faisant ainsi fuir tout le monde. Finalement, il y a le prétendu célibataire, celui qui vante les mérites du célibat mais reste&#8230; marié tellement la peur d&#8217;être seul le terrorise; il n&#8217;a jamais vraiment vécu seul et est passé des jupes de sa mère aux jupes de sa&#8230; nouvelle mère.</p>
<p><strong>Le célibataire heureux</strong></p>
<p>Un célibataire heureux constitue un paradoxe car, étant heureux, il devient un candidat recherché pour former un couple; il pourrait facilement s&#8217;accoupler, mais ne le désire pas. Il n&#8217;est pas prêt à hypothéquer son bonheur et sa liberté pour former un couple à tout prix. Pourquoi certains célibataires sont-ils heureux et d&#8217;autres non?</p>
<p>Probablement parce que le célibataire heureux a accepté le fait de vivre seul et ne cherche pas continuellement à trouver l&#8217;âme soeur. Ne sachant pas combien de temps il sera seul, il a tout simplement décidé de prendre du bon temps en attendant de rencontrer quelqu&#8217;un qui ajoutera un plus à son bonheur plutôt que quelqu&#8217;un qui viendra combler sa solitude, pour ne pas dire son isolement.</p>
<p>Le célibataire heureux est probablement une personne qui a pris conscience qu&#8217;elle était au centre de son univers (et non pas qu&#8217;elle était le centre de l&#8217;univers), qu&#8217;elle se devait de partir de son centre pour satisfaire ses besoins, qu&#8217;elle possédait des ressources pour trouver les meilleurs moyens pour satisfaire ces besoins et qu&#8217;elle était finalement la seule personne responsable de son bonheur ou de son malheur. Elle ne croit pas qu&#8217;il faille nécessairement partager sa vie avec un partenaire privilégié pour être heureux, sans être opposée à cette idée. Elle ne se considère pas comme une moitié à la recherche d&#8217;une autre moitié; elle se perçoit comme une personne à part entière, tout en étant consciente que certains de ses besoins nécessitent la présence d&#8217;une autre personne. Le célibataire heureux ne devient jamais un dépendant affectif, même s&#8217;il peut éprouver des peines d&#8217;amour.</p>
<p>Être heureux seul demande une bonne estime de soi-même et une confiance, en soi et en la vie, à toute éprouve. Cette personne est capable de s&#8217;adapter au changement et recherche le changement pour mettre de la nouveauté et du piquant dans sa vie. Cette personne possède une pensée positive (mais pas une pensée magique) qui l&#8217;amènera à être de plus en plus heureuse parce qu&#8217;elle aura fait des efforts pour atteindre cet objectif. Elle maîtrise ses auto-verbalisations mentales et transforme chaque pensée critique en pensée constructive.</p>
<p>La personne heureuse entretient une image, physique et émotive, positive d&#8217;elle-même. Elle apprend de nouvelles aptitudes sociales (capacité d&#8217;écoute, étiquette, se tient informée de l&#8217;actualité&#8230;) lui permettant d&#8217;avoir plus de succès et d&#8217;être plus intéressante. Elle sait se faire des amis de qualité, se fie à ses propres jugements, est capable de dire non à ce qui ne l&#8217;intéresse pas. Elle ne cherche pas à se faire aimer, mais (et c&#8217;est là le paradoxe) à être davantage elle-même et, parce qu&#8217;elle s&#8217;aime et est ainsi mieux dans sa peau, se fait aimer.</p>
<p>Elle s&#8217;investit dans des activités qui l&#8217;intéresse, des hobbies qui la passionne et se rend compte que c&#8217;est la meilleure façon de rencontrer des gens qui partagent les mêmes goûts qu&#8217;elle, donc une certaine compatibilité qui pourrait rendre plus facile le début d&#8217;une relation amicale ou amoureuse. Elle invite et est invitée, mais ne se sent pas obligée d&#8217;accepter toutes les invitations ni d&#8217;inviter n&#8217;importe qui pour meubler sa solitude.</p>
<p>La personne heureuse vivant seule est capable d&#8217;apprécier les multiples avantages de la solitude, entre autres: la possibilité de tout faire à sa façon, quand bon lui semble; le fait de n&#8217;avoir aucun compte à rendre sauf à soi-même; le parfait contrôle de l&#8217;aménagement de son environnement; la non-nécessité d&#8217;acheter la paix en faisant des compromis; la consécration de tout son temps et de toutes ses énergies à satisfaire ses propres besoins; aucune permission à demander; aucune contrainte, sauf celle qu&#8217;elle s&#8217;impose; la possibilité de manger et dormir aux heures voulues; aucune perte de temps à attendre après l&#8217;autre; la possibilité de se laisser traîner; aucune obligation de s&#8217;occuper de l&#8217;autre lors d&#8217;un party&#8230; Le célibataire heureux, lorsqu&#8217;il décidera de se mettre en ménage, saura aussi apprécier les multiples avantages de la vie à deux sans regretter le prix à payer, i.e. tous les avantages ci-haut mentionnés, pour être deux.</p>
<p>La personne vivant seule peut même profiter de cet état pour faire des changements importants dans sa vie, comme retourner aux études pour changer d&#8217;orientation professionnelle, prendre une année sabbathique pour faire le tour du monde ou travailler à sa croissance personnelle en entreprenant une psychothérapie. Elle peut s&#8217;attaquer à un nouveau défi et faire des choses qu&#8217;elle ne ferait pas en vivant avec un partenaire ou en famille. La personne heureuse vit au moment présent et s&#8217;organise pour se sentir bien là où elle est.</p>
<p>La personne heureuse sait qu&#8217;il n&#8217;existe aucun état idéal, qu&#8217;elle ne peut être à la fois mariée et célibataire; elle sait qu&#8217;il y a toujours un prix à payer pour obtenir quelque chose ou vivre avec quelqu&#8217;un, mais ne regrette jamais ce prix car elle le considère comme un investissement plutôt qu&#8217;un coût. La personne heureuse sait qu&#8217;elle est la seule personne avec qui elle devra passer le reste de sa vie et s&#8217;organise pour être son meilleur ami. Le célibataire heureux sait que le bonheur n&#8217;est pas le but du voyage, mais plutôt une façon de voyager.</p>
<p><strong>Yvon Dallaire</strong><br />
exerce en pratique privée au Centre Psycho-Corporel de Québec<br />
<a rel="nofollow" target="_blank" href="mailto:info@optionsante.com">info@optionsante.com</a></p>
<p>1. Peiffer, Vera, Célibataire et heureux,Éd. Le Jour, Mtl., 1994, 158 p.<br />
2. Dallaire, Pour que le sexe ne meure pas. La sexualité après 40 ans, Éd. Option Santé, Québec, 1999, 272 p.</p>
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		<title>reCAPTCHA : 10 secondes pour sauver notre patrimoine</title>
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		<pubDate>Thu, 10 May 2012 20:55:43 +0000</pubDate>
		<dc:creator>job</dc:creator>
				<category><![CDATA[Informatique]]></category>
		<category><![CDATA[Web]]></category>
		<category><![CDATA[CAPTCHA]]></category>
		<category><![CDATA[patrimoine]]></category>
		<category><![CDATA[reCAPTCHA]]></category>

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		<description><![CDATA[En echo à notre conversation sur les CAPTCHA  et sur les processus d&#8217;intelligence collective,  j&#8217;ai installé le module reCAPTCHA sur le blog. En tout premier lieu cela nous permet de réouvrir les commentaires et de filtrer les vilains spam que &#8230; <a href="http://www.notrefumier.fr/recaptcha-10-secondes-pour-sauver-notre-patrimoine/2451">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>En echo à notre conversation sur les CAPTCHA  et sur les processus d&#8217;intelligence collective,  j&#8217;ai installé le module reCAPTCHA sur le blog.<br />
En tout premier lieu cela nous permet de réouvrir les commentaires et de filtrer les vilains spam que nous avions ces derniers temps.<br />
sinon la petite vidéo qui suit vous expliquera le reste mieux que moi.</p>
<p><iframe src="http://www.youtube.com/embed/VoybhowC4LE" frameborder="0" width="560" height="315"></iframe></p>
<p>Je trouve juste dommage qu&#8217;on ne sache pas le titre du livre qu&#8217;on contribue à numériser.</p>
<p>Un vidéo un peu plus longue de l&#8217;inventeur où il explique d&#8217;autres applications. (@Cento : c&#8217;est sans doute celle dont tu nous parlais)</p>
<p><object width="526" height="374"><param name="movie" value="http://video.ted.com/assets/player/swf/EmbedPlayer.swf"></param><param name="allowFullScreen" value="true" /><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"></param><param name="bgColor" value="#ffffff"></param><param name="flashvars" value="vu=http://video.ted.com/talk/stream/2011X/Blank/LuisVonAhn_2011X-320k.mp4&#038;su=http://images.ted.com/images/ted/tedindex/embed-posters/LuisVonAhn_2011X-embed.jpg&#038;vw=512&#038;vh=288&#038;ap=0&#038;ti=1295&#038;lang=fr&#038;introDuration=15330&#038;adDuration=4000&#038;postAdDuration=830&#038;adKeys=talk=luis_von_ahn_massive_scale_online_collaboration;year=2011;theme=the_rise_of_collaboration;event=TEDxCMU;tag=Internet;tag=collaboration;tag=computers;tag=language;tag=technology;&#038;preAdTag=tconf.ted/embed;tile=1;sz=512x288;" /><embed src="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" pluginspace="http://www.macromedia.com/go/getflashplayer" type="application/x-shockwave-flash" wmode="transparent" bgColor="#ffffff" width="526" height="374" allowFullScreen="true" allowScriptAccess="always" flashvars="vu=http://video.ted.com/talk/stream/2011X/Blank/LuisVonAhn_2011X-320k.mp4&#038;su=http://images.ted.com/images/ted/tedindex/embed-posters/LuisVonAhn_2011X-embed.jpg&#038;vw=512&#038;vh=288&#038;ap=0&#038;ti=1295&#038;lang=fr&#038;introDuration=15330&#038;adDuration=4000&#038;postAdDuration=830&#038;adKeys=talk=luis_von_ahn_massive_scale_online_collaboration;year=2011;theme=the_rise_of_collaboration;event=TEDxCMU;tag=Internet;tag=collaboration;tag=computers;tag=language;tag=technology;&#038;preAdTag=tconf.ted/embed;tile=1;sz=512x288;"></embed></object></p>
<p>Dernier détail : Si vous voulez voir les reCAPTCHA , il faut vous delogger. Je ne voulais pas que nous ayons à les saisir à chaque commentaire.</p>
<p>On peut voir quelques exemple de l&#8217;efficacité de cette œuvre collective: <a rel="nofollow" target="_blank" title="recaptch" href="http://www.google.com/recaptcha/digitizing" target="_blank">ici</a></p>
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		<title>Enfin la fin de la sinistrose : L’optimisme est de retour</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/YPHaz6P80tM/2430</link>
		<comments>http://www.notrefumier.fr/enfin-la-fin-de-la-sinistrose-loptimisme-est-de-retour/2430#comments</comments>
		<pubDate>Wed, 09 May 2012 19:15:43 +0000</pubDate>
		<dc:creator>job</dc:creator>
				<category><![CDATA[écologie]]></category>
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		<category><![CDATA[Peter Diamandis]]></category>
		<category><![CDATA[ted]]></category>

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		<description><![CDATA[Le voici enfin l&#8217;article que je voulais écrire depuis si longtemps.  Un article débordant d&#8217;optimisme, pour contraster avec la sinistrose ambiante. Peter Diamandis ne fait pas disparaître les guerres, le chômage, la misère. Il nous propose simplement de ne pas &#8230; <a href="http://www.notrefumier.fr/enfin-la-fin-de-la-sinistrose-loptimisme-est-de-retour/2430">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Le voici enfin l&#8217;article que je voulais écrire depuis si longtemps.  Un article débordant d&#8217;optimisme, pour contraster avec la sinistrose ambiante.<br />
Peter Diamandis ne fait pas disparaître les guerres, le chômage, la misère. Il nous propose simplement de ne pas nous focaliser sur nos maux mais sur nos qualités et sur nos perspectives.</p>
<p>Pour une fois que l&#8217;humanité n&#8217;a pas le mauvais rôle.</p>
<p><object width="526" height="374" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="allowFullScreen" value="true" /><param name="allowScriptAccess" value="always" /><param name="wmode" value="transparent" /><param name="bgColor" value="#ffffff" /><param name="flashvars" value="vu=http://video.ted.com/talk/stream/2012/Blank/PeterDiamandis_2012-320k.mp4&amp;su=http://images.ted.com/images/ted/tedindex/embed-posters/PeterDiamandis_2012-embed.jpg&amp;vw=512&amp;vh=288&amp;ap=0&amp;ti=1375&amp;lang=fr&amp;introDuration=15330&amp;adDuration=4000&amp;postAdDuration=830&amp;adKeys=talk=peter_diamandis_abundance_is_our_future;year=2012;theme=bold_predictions_stern_warnings;event=TED2012;tag=invention;tag=sustainability;tag=technology;&amp;preAdTag=tconf.ted/embed;tile=1;sz=512x288;" /><param name="src" value="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" /><param name="pluginspace" value="http://www.macromedia.com/go/getflashplayer" /><param name="allowfullscreen" value="true" /><param name="allowscriptaccess" value="always" /><embed width="526" height="374" type="application/x-shockwave-flash" src="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" allowFullScreen="true" allowScriptAccess="always" wmode="transparent" bgColor="#ffffff" flashvars="vu=http://video.ted.com/talk/stream/2012/Blank/PeterDiamandis_2012-320k.mp4&amp;su=http://images.ted.com/images/ted/tedindex/embed-posters/PeterDiamandis_2012-embed.jpg&amp;vw=512&amp;vh=288&amp;ap=0&amp;ti=1375&amp;lang=fr&amp;introDuration=15330&amp;adDuration=4000&amp;postAdDuration=830&amp;adKeys=talk=peter_diamandis_abundance_is_our_future;year=2012;theme=bold_predictions_stern_warnings;event=TED2012;tag=invention;tag=sustainability;tag=technology;&amp;preAdTag=tconf.ted/embed;tile=1;sz=512x288;" pluginspace="http://www.macromedia.com/go/getflashplayer" allowfullscreen="true" allowscriptaccess="always" /></object></p>
<p>Pour en savoir plus sur le bonhomme : <a rel="nofollow" target="_blank" title="Peter Diamandis" href="https://en.wikipedia.org/wiki/Peter_Diamandis" target="_blank">Peter Diamandis</a></p>
<p>La liste de ses projets liés à l’éducation, à l&#8217;espace, à la science  est impressionnante. Pas mal d&#8217;entre eux méritent un article sur ce blog</p>
<p>Cento tu remarqueras, une fois encore, comme avec google le recours à la multitude des humains lambda  pour résoudre des problèmes complexes avec le projet<a rel="nofollow" target="_blank" title="fold it" href="http://fold.it/portal/"> fold it</a></p>
<p>Le monsieur a écrit un livre sur le même sujet</p>
<p><a href="http://www.amazon.fr/Abundance-Future-Better-Than-Think/dp/1451695764?SubscriptionId=AKIAIQURJ2CTOX6KZVVA&tag=callipedie-21" target="_blank" rel="nofollow" title="" ><img src="http://ecx.images-amazon.com/images/I/51E5-3A8XDL._SL160_.jpg" alt="Abundance: The Future Is Better Than You Think" /></a></p>
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		<title>Toucher, ou être touché. Voilà la question!</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/YZLJo6-p2Zk/2426</link>
		<comments>http://www.notrefumier.fr/toucher-ou-etre-toucher-voila-la-question/2426#comments</comments>
		<pubDate>Mon, 07 May 2012 08:31:10 +0000</pubDate>
		<dc:creator>Cento</dc:creator>
				<category><![CDATA[société]]></category>
		<category><![CDATA[homme-femme]]></category>
		<category><![CDATA[parties du corps]]></category>

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		<description><![CDATA[Spécial dédicace à Eclos Comparaison des parties du corps où l&#8217;on aime être touché et celles que l&#8217;on a envie de toucher. Pas tant de différence homme-femme visiblement! http://www.fleshmap.com/touch/skintoskin.html Mais aussi très intéressant de voir les parties du corps les &#8230; <a href="http://www.notrefumier.fr/toucher-ou-etre-toucher-voila-la-question/2426">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Spécial dédicace à Eclos <img src='http://www.notrefumier.fr/wp-includes/images/smilies/icon_wink.gif' alt=';-)' class='wp-smiley' /> </p>
<p>Comparaison des parties du corps où l&#8217;on aime être touché et celles que l&#8217;on a envie de toucher. Pas tant de différence homme-femme visiblement!</p>
<p><a rel="nofollow" target="_blank" title="fleshmap" href="http://www.fleshmap.com/touch/skintoskin.html" target="_blank">http://www.fleshmap.com/touch/skintoskin.html</a></p>
<p><a href="http://www.notrefumier.fr/wp-content/uploads/2012/05/flesh-touch.png" rel="shadowbox[sbpost-2426];player=img;"><img class="aligncenter size-medium wp-image-2435" title="flesh-touch" src="http://www.notrefumier.fr/wp-content/uploads/2012/05/flesh-touch-263x300.png" alt="flesh touch" width="263" height="300" /></a></p>
<p>Mais aussi très intéressant de voir les parties du corps les plus citées dans les genres musicaux. Deviner ce qui revient en premier dans le hip-hop <img src='http://www.notrefumier.fr/wp-includes/images/smilies/icon_smile.gif' alt=':-)' class='wp-smiley' />  ?!</p>
<p><a rel="nofollow" target="_blank" title="fleshmap 2" href="http://www.fleshmap.com/listen/genre_hip_hop.html" target="_blank">http://www.fleshmap.com/listen/genre_hip_hop.html</a></p>
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		<title>Jeunesse pourrie et malfaisante, plus aucun espoir pour l’avenir.</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/LBjVG2TInpw/2423</link>
		<comments>http://www.notrefumier.fr/jeunesse-pourrie-et-malfaisante-plus-aucun-espoir-pour-lavenir/2423#comments</comments>
		<pubDate>Sat, 28 Apr 2012 20:03:45 +0000</pubDate>
		<dc:creator>job</dc:creator>
				<category><![CDATA[société]]></category>
		<category><![CDATA[citations]]></category>
		<category><![CDATA[enfant]]></category>
		<category><![CDATA[parents]]></category>

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		<description><![CDATA[&#160; « Nous vivons dans un âge de décadence. Les jeunes ne respectent plus leurs parents. Ils sont désagréables et impatient. Ils passent leur temps dans les bars et n’ont aucune tenue. » « Quand j’étais jeune, nous avons appris à être discret et respectueux des anciens, mais la jeunesse actuelle est &#8230; <a href="http://www.notrefumier.fr/jeunesse-pourrie-et-malfaisante-plus-aucun-espoir-pour-lavenir/2423">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p>« Nous vivons dans un âge de décadence. Les jeunes ne respectent plus leurs parents. Ils sont désagréables et impatient. Ils passent leur temps dans les bars et n’ont aucune tenue. »</p>
<p>« Quand j’étais jeune, nous avons appris à être discret et respectueux des anciens, mais la jeunesse actuelle est excessive, irrespectueuse, impatiente et sans retenue. »</p>
<p><img class="aligncenter" title="Enfants" src="http://callipedie.fr/wp-content/uploads/2012/04/naughty-kids-32.jpg" alt="" width="400" height="294" /></p>
<p>Ou peut on trouver ces citations ?</p>
<p>La réponse ici : <a rel="nofollow" target="_blank" title="callipédie" href="http://callipedie.fr/jeunesse-pourrie-et-malfaisante-plus-aucun-espoir-pour-lavenir/" target="_blank">http://callipedie.fr/jeunesse-pourrie-et-malfaisante-plus-aucun-espoir-pour-lavenir/</a></p>
<img src="http://feeds.feedburner.com/~r/NotreFumier/~4/LBjVG2TInpw" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>L’importance d’un bon maquillage‏</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/7I07EitZvvY/2417</link>
		<comments>http://www.notrefumier.fr/limportance-dun-bon-maquillage%e2%80%8f/2417#comments</comments>
		<pubDate>Fri, 27 Apr 2012 18:56:17 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[Non classé]]></category>
		<category><![CDATA[philosophie]]></category>

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		<description><![CDATA[Mesdames, savez vous que votre meilleur atout de séduction c&#8217;est votre regard ? &#171;&#160;Pour réussir un close, le regard d&#8217;un séducteur est, le meilleur atout de votre &#8216;Body language&#8217;, car déterminant au premier contact. Avant même qu&#8217;une parole ne soit &#8230; <a href="http://www.notrefumier.fr/limportance-dun-bon-maquillage%e2%80%8f/2417">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Mesdames, savez vous que votre meilleur atout de séduction c&#8217;est votre regard ?<br />
&laquo;&nbsp;<a rel="nofollow" target="_blank" href="http://www.artdeseduire.com/aborder-une-fille/regard-et-seduction">Pour réussir un close, le regard d&#8217;un séducteur est, le meilleur atout de votre &#8216;Body language&#8217;, car déterminant au premier contact. Avant même qu&#8217;une parole ne soit échangée, c&#8217;est votre regard qui créera sur la personne que vous regardez cette première impression, qui ne cessera d&#8217;influencer votre jeu de séduction par la suite.</a>&nbsp;&raquo;</p>
<p><span id="more-2417"></span> Dans la philosophie, <a rel="nofollow" target="_blank" href="http://judaisme.sdv.fr/perso/pmschuhl/regard.htm">surtout avec Platon</a>, désir érotique, désir du beau, désir de savoir sont en continuité et participent aussi au regard</p>
<p>C&#8217;est pourquoi il est impératif de maquiller vos yeux parfaitement.<br />
d&#8217;ailleurs, si ce n&#8217;était la façon parfaite d&#8217;appliquer son maquillage,<br />
cette jeune femme n&#8217;attirerait probablement pas le regard de la plupart des hommes.</p>
<p>&nbsp;</p>
<p><img class="alignleft size-full wp-image-2418" src="http://www.notrefumier.fr/wp-content/uploads/2012/04/limportance-dun-maquillage.jpeg" alt="" width="354" height="578" /></p>
<p>Mais peut-être que je me trompe ! Qu&#8217;en pensez-vous ?</p>
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		<item>
		<title>Mon ami le requin.</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/2bFMcLXP82A/2359</link>
		<comments>http://www.notrefumier.fr/mon-ami-le-requin/2359#comments</comments>
		<pubDate>Fri, 13 Apr 2012 17:24:13 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[santé]]></category>
		<category><![CDATA[science]]></category>
		<category><![CDATA[sex]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2359</guid>
		<description><![CDATA[Le requin, mon ami? Quelle étrange question&#8230; Pourtant il vas falloir reconsidérer les choses &#8230; De récentes percées scientifiques sont en train de donner au requin une image de « médicament vivant ». Est-ce un coup de pub pour rattraper &#8230; <a href="http://www.notrefumier.fr/mon-ami-le-requin/2359">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Le requin, mon ami? Quelle étrange question&#8230;<br />
Pourtant il vas falloir reconsidérer les choses &#8230;</p>
<p><span id="more-2359"></span></p>
<p><img class="size-full wp-image-2360 alignright" src="http://www.notrefumier.fr/wp-content/uploads/2012/04/requin.jpg" alt="" width="600" height="402" /></p>
<p>De récentes percées scientifiques sont en train de donner au requin une image de « médicament vivant ». Est-ce un coup de pub pour rattraper la mauvaise réputation que lui a forgée Hollywood ? Non non, c’est bien vrai ! Son système immunitaire rudimentaire, mais ultra-efficace, produit une molécule, la <a rel="nofollow" target="_blank" href="http://en.wikipedia.org/wiki/Squalamine" target="_blank">squalamine</a>, qui le protège des cancers, ainsi que des infections virales et bactériennes. Or, on sait maintenant que <a rel="nofollow" target="_blank" href="http://en.wikipedia.org/wiki/Squalamine" target="_blank">la squalamine</a> aurait aussi ces effets quasi-miraculeux sur l’humain. Prêt à revoir vos préjugés ?</p>
<p>&lt;Arrêtez de regarder l&#8217;image d&#8217;illustration et suivez un peu! &#8230;&gt;</p>
<h2><strong>Les requins : des fossiles vivants incroyablement résistants</strong></h2>
<p>Les requins sont apparus au cours du <a rel="nofollow" target="_blank" href="http://www.ikonet.com/fr/ledictionnairevisuel/regne-animal/evolution-de-la-vie/origine-et-evolution-des-especes-2.php" target="_blank">Dévonien</a> (les <strong>plus anciens fossiles dateraient de 430 millions d’années</strong>, soit près de 200 millions d’années avant les premiers dinosaures… et 428 millions d’années avant nous !) et ont relativement peu évolué depuis. Il s’agit donc d’animaux plutôt primitifs. Pourtant, ils semblent résister mieux que plusieurs autres espèces marines aux assauts de la modernité. Par exemple, on évalue que <a rel="nofollow" target="_blank" href="http://www.radio-canada.ca/actualite/semaineverte/ColorSection/peche/030706/beluga.shtml" target="_blank">27 % des bélugas du fleuve St-Laurent mourront d’un cancer</a> dû à la <a rel="nofollow" target="_blank" href="http://www.ikonet.com/fr/ledictionnairevisuel/terre/environnement/pollution-de-eau.php" target="_blank">pollution de l’eau</a>, tandis que <strong>les requins, présents dans presque tous les océans du globe, développent très rarement des tumeurs, en plus d’être particulièrement résistants aux virus et aux bactéries</strong>. Qu’est-ce qui explique ce phénomène ?</p>
<h2><strong>La squalamine à la rescousse<br />
</strong></h2>
<p style="padding-left: 30px"><strong>… contre les bactéries</strong><br />
La squalamine, une <a rel="nofollow" target="_blank" href="http://www.ikonet.com/fr/ledictionnairevisuel/science/chimie/matiere/molecule.php" target="_blank">molécule</a> présente dans l’estomac du requin, a d’abord intéressé les scientifiques pour son potentiel comme <strong>agent antibactérien</strong>. Alors que <a rel="nofollow" target="_blank" title="7 avril, Journée mondiale de la Santé" href="http://www.ikonet.com/fr/blogue/science/7-avril-journee-mondiale-de-la-sante/" target="_blank">de plus en plus de bactéries développent une résistance aux antibiotiques traditionnels</a>, la squalamine pourrait présenter une alternative intéressante dans ce domaine.</p>
<p style="padding-left: 30px"><strong>… contre les cancers</strong><br />
Rapidement, la recherche s’est réorientée lorsqu’on a aussi la capacité de <strong>stopper la multiplication de cellules cancéreuses chez les requins</strong> ! En effet, la squalamine empêche la formation des nouveaux vaisseaux sanguins qui viendraient autrement alimenter en sucre les cellules malignes. Les tumeurs, ainsi privées d’apport en énergie, ne peuvent pas s’étendre, ni même survivre très longtemps. <strong>Cette propriété de la squalamine s’est aussi avérée vraie chez les humains</strong> : les tests cliniques en cours montrent qu’elle est entre autres efficace pour le <a rel="nofollow" target="_blank" href="http://www.lepoint.fr/science/et-si-les-requins-pouvaient-sauver-des-vies-21-09-2011-1376010_25.php" target="_blank"><strong>traitement du cancer de l’ovaire</strong></a>.<br />
<strong><br />
… et contre les virus !</strong><br />
Mais les trouvailles ne s’arrêtent pas là ! Les recherches sur les humains ont montré que la squalamine pourrait <strong>également traiter efficacement certaines maladies virales qui affectent le <a rel="nofollow" target="_blank" href="http://www.ikonet.com/fr/sante/corpshumainvirtuel/corpshumainvirtuel.php?id=48633&amp;z=1&amp;term=QA02771%20" target="_blank">foie</a> et les <a rel="nofollow" target="_blank" href="http://www.ikonet.com/fr/ledictionnairevisuel/static/qc/composition_sang" target="_blank">cellules sanguines</a></strong> (<strong>hépatite B et D</strong>, <strong>fièvre jaune</strong>, <strong>dengue</strong>…). Le secret de cette polyvalence : au lieu de s’attaquer à une souche virale précise, elle <strong>pénètre les cellules saines et renforce leurs défenses contre l’attaque virale</strong>. Du jamais vu dans le domaine de la lutte antivirale !</p>
<p><!--more--></p>
<p>Bon, rassurez vous, l&#8217;huile de foie de morue est utilisé par beaucoup, sans que pour autant nous nous soyons fait copain-copain avec les morues &#8230;<br />
Quoique <img src='http://www.notrefumier.fr/wp-includes/images/smilies/icon_wink.gif' alt=';)' class='wp-smiley' />  &#8230;</p>
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		<title>FEMEN, au sein du mouvement …</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/Ipc6UvDQUt4/2352</link>
		<comments>http://www.notrefumier.fr/femen-au-sein-du-mouvement/2352#comments</comments>
		<pubDate>Wed, 04 Apr 2012 20:38:55 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[Non classé]]></category>
		<category><![CDATA[FEMEN]]></category>

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		<description><![CDATA[Le mouvement féministe ukrainien Femen n&#8217;en fini pas de faire parler de lui. Après les multiples manifestations organisée en 2011, entre autre contre la prostitution liée à l&#8217;Euro 2012, pour la libération de l&#8217;ancien Premier ministre Timochenko, après avoir fait &#8230; <a href="http://www.notrefumier.fr/femen-au-sein-du-mouvement/2352">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" src="http://change-production.s3.amazonaws.com/photos/3/qd/kj/yRQdKjXDBhlpuZf-236x236-cropped.jpg?1326727318" alt="" width="236" height="236" />Le mouvement féministe ukrainien <a rel="nofollow" target="_blank" href="http://femen.org/">Femen</a> n&#8217;en fini pas de faire parler de lui. Après les multiples manifestations organisée en 2011, entre autre contre la prostitution liée à l&#8217;Euro 2012, pour la libération de l&#8217;ancien Premier ministre Timochenko, après avoir fait un Europa Tour avec un arrêt en France devant le domicile de DSK, après avoir été torturé par le KGB local en Biélorussie, installé une section Femen en Tunisie, manifesté devant l’ambassade d’Arabie saoudite à Kiev, pour dénoncer l’interdiction de conduire faite au femme dans ce pays.« cars for women camels for men » …&#8230;. ces activistes viennent de se voir signifier l&#8217;interdiction de s&#8217;organiser en Ukraine en parti politique en vue des élections législatives en 2012.<br />
La décision a été prise par le ministère de la justice (si cela existe bien ! ) qui estime que Femen est un mouvement extrémiste. Garder le pouvoir n&#8217;a pas de prix pour le gouvernement actuel ukrainien.</p>
<p>Pourtant, elles réclament seulement l&#8217;égalité avec les hommes&#8230;<a rel="nofollow" target="_blank" href="http://femen.livejournal.com/"><img class="alignright" src="http://pics.livejournal.com/femen/pic/0009zd93/s640x480" alt="" width="640" height="426" /></a></p>
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		<title>Mon prochain ordinateur portable</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/VZS3FHMiTwQ/2341</link>
		<comments>http://www.notrefumier.fr/mon-prochain-ordinateur-portable/2341#comments</comments>
		<pubDate>Tue, 27 Mar 2012 08:46:38 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[consommation]]></category>
		<category><![CDATA[Informatique]]></category>
		<category><![CDATA[nouvelles technologies]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2341</guid>
		<description><![CDATA[Rien que pour les yeux &#8230;]]></description>
			<content:encoded><![CDATA[<p>Rien que pour les yeux &#8230;<br />
<iframe width="420" height="315" src="http://www.youtube.com/embed/7H0K1k54t6A" frameborder="0" allowfullscreen></iframe></p>
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		<title>Du bon usage du cannibalisme</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/iSQOUD_RadA/2332</link>
		<comments>http://www.notrefumier.fr/du-bon-usage-du-cannibalisme/2332#comments</comments>
		<pubDate>Thu, 15 Mar 2012 23:38:23 +0000</pubDate>
		<dc:creator>job</dc:creator>
				<category><![CDATA[Humour]]></category>
		<category><![CDATA[société]]></category>
		<category><![CDATA[jonathan swift]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2332</guid>
		<description><![CDATA[Pour rester sur le sujet des pauvres, je vous propose un peu d&#8217;humour irlandais. Le monde diplomatique m&#8217;a fait découvrir un texte satirique de Jonathan Swift , l&#8217;auteur des voyages de Gulliver, intitulé :&#160;&#187;A Modest Proposal: For Preventing the Children of Poor People in Ireland from &#8230; <a href="http://www.notrefumier.fr/du-bon-usage-du-cannibalisme/2332">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Pour rester sur le sujet des pauvres, je vous propose un peu d&#8217;humour irlandais.</p>
<p>Le <a rel="nofollow" target="_blank" title="Monde diplomatique" href="http://www.monde-diplomatique.fr/" target="_blank">monde diplomatique</a> m&#8217;a fait découvrir un texte satirique de <a rel="nofollow" target="_blank" title="Jonathan Swift" href="http://fr.wikipedia.org/wiki/Jonathan_Swift" target="_blank">Jonathan Swift </a>, l&#8217;auteur des voyages de Gulliver, intitulé :&nbsp;&raquo;<em>A Modest Proposal: For Preventing the Children of Poor People in Ireland from Being a Burden to Their Parents or Country, and for Making Them Beneficial to the Public&nbsp;&raquo; </em>que l&#8217;on peut traduire par &laquo;&nbsp;Humble proposition pour empêcher les enfants des pauvres en Irlande d’être à la charge de leurs parents ou de leur pays et pour les rendre utiles au public&nbsp;&raquo;.</p>
<p>L&#8217;idée est fort simple. Dans une Irlande du XIX siècle qui souffre de la famine, Swift propose aux Irlandais pauvres d’élever leur enfants pour en faire de la viande de boucherie.<br />
Mais ma présentation est bien trop brutale par rapport à son texte dont je vous livre quelques extraits.</p>
<p><a href="http://www.notrefumier.fr/wp-content/uploads/2012/03/cannibales.jpg" rel="shadowbox[sbpost-2332];player=img;"><img class="aligncenter size-full wp-image-2333" title="cannibales" src="http://www.notrefumier.fr/wp-content/uploads/2012/03/cannibales.jpg" alt="" width="650" height="391" /></a></p>
<p><span style="color: #666699;">Pour ma part, j’ai consacré plusieurs années à réfléchir à ce sujet capital, à examiner avec attention les différents projets des autres penseurs, et y ai toujours trouvé de grossières erreurs de calcul. Il est vrai qu’une mère peut sustenter son nouveau-né de son lait durant toute une année solaire sans recours ou presque à une autre nourriture, du moins avec un complément alimentaire dont le coût ne dépasse pas deux shillings, somme qu’elle pourra aisément se procurer, ou l’équivalent en reliefs de table, par la mendicité, et c’est précisément à l’âge d’un an que je me propose de prendre en charge ces enfants, de sorte qu’au lieu d’être un fardeau pour leurs parents ou leur paroisse et de manquer de pain et de vêtements ils puissent contribuer à nourrir et, partiellement, à vêtir des multitudes.</span></p>
<p>&#8230;<span id="more-2332"></span></p>
<p><span style="color: #333399;">Nos marchands m’assurent que, en dessous de douze ans, les filles pas plus que les garçons ne font de produits négociables, satisfaisants et que, même à cet âge, on n’en tire pas plus de trois livres, ou au mieux trois livres et demie à la Bourse, ce qui n’est profitable ni aux parents ni au royaume, les frais de nourriture et de haillons s’élevant au moins à quatre fois cette somme.</span></p>
<p><a href="http://www.notrefumier.fr/wp-content/uploads/2012/03/canibal2.jpg" rel="shadowbox[sbpost-2332];player=img;"><img class="aligncenter size-large wp-image-2334" title="canibal2" src="http://www.notrefumier.fr/wp-content/uploads/2012/03/canibal2-1024x828.jpg" alt="" width="640" height="517" /></a>&#8230;</p>
<p><span style="color: #333399;">je porte donc humblement à l’attention du public cette proposition : sur ce chiffre estimé de cent vingt mille enfants, on en garderait vingt mille pour la reproduction, dont un quart seulement de mâles &#8211; ce qui est plus que nous n’en accordons aux moutons, aux bovins et aux porcs -, la raison en étant que ces enfants sont rarement les fruits du mariage, formalité peu prisée de nos sauvages, et qu’en conséquence un seul mâle suffira à servir quatre femelles. On mettrait en vente les cent mille autres à l’âge d’un an, pour les proposer aux personnes de bien et de qualité à travers le royaume, non sans recommander à la mère de les laisser téter à satiété pendant le dernier mois, de manière à les rendre dodus et gras à souhait pour une bonne table. Si l’on reçoit, on pourra faire deux plats d’un enfant, et si l’on dîne en famille, on pourra se contenter d’un quartier, épaule ou gigot, qui, assaisonné d’un peu de sel et de poivre, sera excellent cuit au pot le quatrième jour, particulièrement en hiver.</span></p>
<p><a href="http://www.notrefumier.fr/wp-content/uploads/2012/03/chabal-mange-des-enfants1.jpg" rel="shadowbox[sbpost-2332];player=img;"><img class="aligncenter size-full wp-image-2335" title="chabal-mange-des-enfants1" src="http://www.notrefumier.fr/wp-content/uploads/2012/03/chabal-mange-des-enfants1.jpg" alt="" width="371" height="316" /></a></p>
<p><span style="color: #333399;">On trouvera de la chair de nourrisson toute l&#8217;année, mais elle sera plus abondante en mars, ainsi qu&#8217;un peu avant et après, car un auteur sérieux, un éminent médecin français, nous assure que grâce aux effets prolifiques du régime à base de poisson, il naît, neuf mois environ après le Carême, plus d&#8217;enfants dans les pays catholiques qu&#8217;en toute saison ; c&#8217;est donc à compter d&#8217;un an après le Carême que les marchés seront le mieux fournis, étant donné que la proportion de nourrissons papistes dans le royaume est au moins de trois pour un ; par conséquent, mon projet aura l&#8217;avantage supplémentaire de réduire le nombre de papistes parmi nous.</span></p>
<p>&#8230;</p>
<p><span style="color: #333399;">D’un coeur sincère, j’affirme n’avoir pas le moindre intérêt personnel à tenter de promouvoir cette oeuvre nécessaire, je n’ai pour seule motivation que le bien de mon pays, je ne cherche qu’à développer notre commerce, à assurer le bien-être de nos enfants, à soulager les pauvres et à procurer un peu d’agrément aux riches. Je n’ai pas d’enfants dont la vente puisse me rapporter le moindre penny ; le plus jeune a neuf ans et ma femme a passé l’âge d’être mère.</span></p>
<p>Si vous voulez lire ce texte assez court dans son intégralité en français : <a rel="nofollow" target="_blank" title="cannibalisme swift" href="http://fr.wikisource.org/wiki/Modeste_proposition" target="_blank">ici</a></p>
<p>Comme bouquet final, je vous propose cette adaptation en vidéo dans une version actuelle:</p>
<p><iframe src="http://www.dailymotion.com/embed/video/xijzyq" frameborder="0" width="560" height="315"></iframe><br />
<a rel="nofollow" target="_blank" href="http://www.dailymotion.com/video/xijzyq_proposition-de-manger-les-enfants_shortfilms" target="_blank">Proposition de manger les enfants</a> <em>par <a rel="nofollow" target="_blank" href="http://www.dailymotion.com/ferdy29" target="_blank">ferdy29</a></em></p>
<h1> POUR RAPPEL :</h1>
<p>A l’heure actuelle, 6 nourrissons sur 100 n’atteignent pas leur premier anniversaire, et 8 enfants, sur 100 survivants, meurent avant d’avoir atteint l’âge de cinq ans. D’ici à 2025, 2 milliards d’êtres humains vont venir grossir la population mondiale. La quasi-totalité d’entre eux (environ 97 %) naîtront dans les pays pauvres du Sud et connaîtront une enfance misérable avec de graves carences en matière d’alimentation, d’eau potable, de logement, d’éducation et de santé.</p>
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		<title>Si les riches n’existaient plus, faudrait-il les réinventer ?</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/hot_bitXb54/2324</link>
		<comments>http://www.notrefumier.fr/si-les-riches-nexistaient-plus-faudrait-il-les-reinventer/2324#comments</comments>
		<pubDate>Sun, 11 Mar 2012 09:11:36 +0000</pubDate>
		<dc:creator>Cento</dc:creator>
				<category><![CDATA[société]]></category>

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		<description><![CDATA[Et le contrepoint de Julie Gacon. Les riches sont-ils les plus immoraux ? Beaucoup le prétendent, mais la question n&#8217;avait jamais été abordée scientiquement. Stéphane Foucart, journaliste au &#171;&#160;Monde&#160;&#187;, détaille les tests et expériences menés par des chercheurs américains et canadiens. Les résultats, parus en février 2012 dans la revue Proceedings &#8230; <a href="http://www.notrefumier.fr/si-les-riches-nexistaient-plus-faudrait-il-les-reinventer/2324">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><iframe src="http://www.franceculture.fr/player/export-reecouter?content=4400195" width="481" frameborder="0" scrolling="no" height="139"></iframe></p>
<p><strong>Et le contrepoint de Julie Gacon.</strong></p>
<p>Les riches sont-ils les plus immoraux ? Beaucoup le prétendent, mais la question n&#8217;avait jamais été abordée scientiquement. Stéphane Foucart, journaliste au &laquo;&nbsp;Monde&nbsp;&raquo;, détaille les tests et expériences menés par des chercheurs américains et canadiens. Les résultats, parus en février 2012 dans la revue Proceedings of the National Academy of Science, ne laissent plus place au doute : il existe bien une relation inverse entre l&#8217;élévation dans la hiérarchie sociale et le comportement éthique des individus.</p>
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		<title>Les Rois de la Suede</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/miftIfv4Sgk/2318</link>
		<comments>http://www.notrefumier.fr/les-rois-de-la-suede/2318#comments</comments>
		<pubDate>Fri, 02 Mar 2012 11:47:46 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[art]]></category>
		<category><![CDATA[Humour]]></category>
		<category><![CDATA[société]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2318</guid>
		<description><![CDATA[Les rois de la Suède &#8230; un drôle de nom pour un groupe de cinq &#8216;musiciens&#8217; qui (se) sont engagés dans des chansons à texte &#8230; Leur derniers titre Ta liberté de voler, pour dénoncer le téléchargement illégal sur internet, &#8230; <a href="http://www.notrefumier.fr/les-rois-de-la-suede/2318">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a rel="nofollow" target="_blank" href="http://lesroisdelasuede.com/">Les rois de la Suède</a> &#8230; un drôle de nom pour un groupe de cinq &#8216;musiciens&#8217; qui (se) sont engagés dans des chansons à texte &#8230;<br />
<img class="alignright" src="http://www.petafrance.com/images/eva_mendes-240.jpg" alt="" width="240" height="311" /><br />
Leur derniers titre <a rel="nofollow" target="_blank" href="http://dai.ly/yZZqKq"><em>Ta liberté de voler</em></a>, pour dénoncer le téléchargement illégal sur internet, a fait beaucoup parler d&#8217;eux &#8230;<br />
Ce titre qui fait inévitablement penser à celui de <a rel="nofollow" target="_blank" href="http://www.wat.tv/audio/florent-pagni-ma-liberte-penser-11aov_2h9vt_.html">Florent Pagni, &#8216;ma liberté de penser&#8217;</a> est un peu à rapprocher de l&#8217;action de <a rel="nofollow" target="_blank" href="http://www.petafrance.com/feat-eva_mendes.asp">ces femmes qui posent nues pour protester contre la fourrure.</a></p>
<p>Si cette chanson est très &#8216;premier degré&#8217;, c&#8217;est certainement une façon une façon primitive de constater que le monde évolue et que ce qu&#8217;on croyait acquis ne l&#8217;est pas. Les mines de charbons ont fermé et tout un pan de population s&#8217;est retrouvé &#8216;nu&#8217; &#8230; C&#8217;est comme ça!</p>
<p>Enfin &#8230; , ces joyeux troubadours des temps modernes s&#8217;essayent aussi dans d&#8217;autres registres comme la place de la femme dans la société. Là je crois que je cire un peu fort mais leur <a rel="nofollow" target="_blank" href="http://preprod.dailymotion.com/video/xgwol5_t-es-belle-les-rois-de-la-suede_music">clip</a> m&#8217;a fait sourire &#8230;</p>
<p><iframe frameborder="0" width="480" height="276" src="http://preprod.dailymotion.com/embed/video/xgwol5"></iframe><br /><a rel="nofollow" target="_blank" href="http://preprod.dailymotion.com/video/xgwol5_t-es-belle-les-rois-de-la-suede_music" target="_blank">T&#039;es belle &#8211; Les Rois de la Suede</a> <i>par <a rel="nofollow" target="_blank" href="http://preprod.dailymotion.com/LesRoisdelaSuede" target="_blank">LesRoisdelaSuede</a></i></p>
<img src="http://feeds.feedburner.com/~r/NotreFumier/~4/miftIfv4Sgk" height="1" width="1"/>]]></content:encoded>
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		<title>Produire de la lumière à partir du vide…</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/GOMEgzt_PKw/2307</link>
		<comments>http://www.notrefumier.fr/produire-de-la-lumiere-a-partir-du-vide/2307#comments</comments>
		<pubDate>Sat, 04 Feb 2012 09:58:43 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[science]]></category>
		<category><![CDATA[Casimir]]></category>
		<category><![CDATA[lumière]]></category>
		<category><![CDATA[Moore]]></category>
		<category><![CDATA[quantique]]></category>

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		<description><![CDATA[Un physicien néerlandais du milieu du XXe siècle l’avait prédit. Et aujourd’hui, avec l’évolution de la technologie, la physique fait des bonds scientifiques impressionnants. Une découverte qui aura un impact fort sur la physique fondamentale… Rien que ça. Hendrik Casimir &#8230; <a href="http://www.notrefumier.fr/produire-de-la-lumiere-a-partir-du-vide/2307">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img 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" alt="" />Un physicien néerlandais du milieu du XXe siècle l’avait prédit. Et aujourd’hui, avec l’évolution de la technologie, la physique fait des bonds scientifiques impressionnants. Une découverte qui aura un impact fort sur la physique fondamentale… Rien que ça.</p>
<p><strong>Hendrik Casimir</strong> (non, pas le gros bonhomme orange), un physicien néerlandais, avait prédit en 1948 que deux plaques métalliques placées très près l’une de l’autre s’attireraient sous l’effet de fluctuations quantiques du vide. Comme les plaques sont très proches l’une de l’autre, il y a un déséquilibre entre l’énergie du vide à l’extérieur des plaques et celle présente à l’intérieur. Cette pression oblige les plaques à se rapprocher « comme par magie » et le phénomène a été vérifié scientifiquement pour la première fois en 1958, et porte le nom d’<em>effet Casimir</em>.</p>
<p>Vain alors la prédiction de <strong>Gerald Moore</strong>, physicien américain, qui avait imaginé un dispositif en 1970 destiné à arracher les particules issues de ces fluctuations du vide à leur état pour les empêcher de « retourner au néant ». Cette variante de l’<em>effet Casimir</em> est plus dynamique : il s’agit de déplacer un miroir dans le vide. L’inconvénient, c’est que s’il n’est pas assez rapide, les paires particules/antiparticules s’annihilent naturellement puisqu’elles filent à la vitesse de la lumière. Mais dès que ce miroir se déplace à une vitesse proche de celle de la lumière, certains photons sont séparés de leurs partenaires et cela les ancre dans le monde réel. Conséquence : une particule « virtuelle » devient réelle et le miroir émet de la lumière.</p>
<p>Tout cela est bien beau mais est-ce bien possible ? Et bien oui ! L’<em>université Chalmers de Göteborg</em> en Suède a réussi cet exploit grâce à une expérience réalisée fin 2011. Et encore plus extraordinaire : Cette découverte pourrait bien avoir des répercussions importantes sur la physique des trous noirs, puisque ces derniers se dissipent en fonction de phénomènes quantiques.</p>
<p>Encore un exemple splendide que l’infiniment grand est expliqué par l’infiniment petit. Et vous alors, prêt à pouvoir produire de la lumière… de rien ?<br />
<span style="color: white;">reprise d&#8217;un article de http://dailygeekshow.com/2012/01/29/produire-de-la-lumiere-a-partir-du-vide-cest-extraordinaire-et-cest-aujourdhui-possible/?utm_source=newsletter&amp;utm_medium=e-mail&amp;utm_campaign=Newsletter2012-02-04</span></p>
<img src="http://feeds.feedburner.com/~r/NotreFumier/~4/GOMEgzt_PKw" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>La sobriété heureuse, une utopie ?</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/H5NP9HoPO0U/2304</link>
		<comments>http://www.notrefumier.fr/la-sobriete-heureuse-une-utopie/2304#comments</comments>
		<pubDate>Thu, 02 Feb 2012 10:47:42 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[consommation]]></category>
		<category><![CDATA[écologie]]></category>
		<category><![CDATA[Economie]]></category>
		<category><![CDATA[société]]></category>

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		<description><![CDATA[Consommer moins, consommer mieux pour être heureux ? « Je préfère, dit-il, résoudre mes propres besoins et ceux de ma famille et me libérer du temps pour être, plutôt que de courir à accumuler de l’argent. Un être humain dans son &#8230; <a href="http://www.notrefumier.fr/la-sobriete-heureuse-une-utopie/2304">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img src="http://www.consoglobe.com/wp-content/uploads/2011/02/Couv-Sobri%C3%A9t%C3%A9-158x300.jpg" alt="" width="111" height="210" />Consommer moins, consommer mieux pour être heureux ? « <em>Je préfère</em>, dit-il, <em>résoudre mes propres besoins et ceux de ma famille et me libérer du temps pour être, plutôt que de courir à accumuler de l’argent. Un être humain dans son accomplissement ne peut pas être seulement dans l’avoir. »</em></p>
<p>La sobriété heureuse implique donc, pour lui, d’apprendre « <em>à équilibrer la nécessité d’avoir tout en nourrissant sa dimension intérieure, souvent niée ou occultée par des compensations aléatoires qui cherchent à combler un vide qui n’est jamais comblé. C’est pour cela que l’abondance et l’insatisfaction vont ensemble »</em>. D’après lui, c’est faire le choix d’une modération de nos besoins et de nos désirs. Comme un art de vivre, une quête de sens et de cohérence.</p>
<p><a rel="nofollow" target="_blank" href="http://fr.wikipedia.org/wiki/Pierre_Rabhi">Pierre Rabhi</a> est à l’honneur dans le film de Coline Serreau &laquo;&nbsp;<a rel="nofollow" target="_blank" href="http://www.cdurable.info/Solutions-locales-pour-un-desordre-global-Film-de-Coline-Serreau,2332.html">Solutions locales pour un désordre global</a>&laquo;&nbsp;. Agriculteur, écrivain et penseur français d’origine algérienne, il est l’initiateur de l’agro-écologie ce qui lui a valu de participer à l’élaboration de la Convention des Nations Unies pour la lutte contre la désertification. Dans son nouveau livre publié par Actes Sud, le fondateur du mouvement &laquo;&nbsp;<a rel="nofollow" target="_blank" href="www.colibris-lemouvement.org/">Colibris</a>&nbsp;&raquo; (dont l’objectif est de donner à chacun les moyens d’agir pour changer de modèle de consommation) signe un plaidoyer pour l’émergence de nouveaux modèles de société fondés sur la sobriété heureuse, l’autonomie, la coopération et la compassion.</p>
<p><strong>Références</strong> : <em>Vers la sobriété heureuse</em> de Pierre RABHI &#8211; Éditeur : Actes Sud &#8211; Parution : 07/04/2010 &#8211; 144 pages &#8211; EAN13 : 9782742789672 &#8211; Prix public : 15 €</p>
<p>Alors, utopie ou dystopie ?</p>
<img src="http://feeds.feedburner.com/~r/NotreFumier/~4/H5NP9HoPO0U" height="1" width="1"/>]]></content:encoded>
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		<title>Un numéro de magie rapprochée … bluffant!</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/ekMI-eO8JOw/2285</link>
		<comments>http://www.notrefumier.fr/un-numero-de-magie-rapprochee-bluffant/2285#comments</comments>
		<pubDate>Mon, 16 Jan 2012 13:34:28 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[art]]></category>
		<category><![CDATA[vidéo]]></category>
		<category><![CDATA[Magie]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2285</guid>
		<description><![CDATA[L&#8217;Allemand Simon Pierro a fait des tours de magie avec une tablette l&#8217;une de ses spécialités. Admirez sa dextérité lors d&#8217;une de ses dernières performances inspirée par l&#8217;esprit de Noël! Ce «magicien des temps modernes» parvient à faire sortir une &#8230; <a href="http://www.notrefumier.fr/un-numero-de-magie-rapprochee-bluffant/2285">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h3>L&#8217;Allemand <a rel="nofollow" target="_blank" href="http://www.simonpierro.com/">Simon Pierro</a> a fait des tours de magie avec une tablette l&#8217;une de ses spécialités. Admirez sa dextérité lors d&#8217;une de ses dernières performances inspirée par l&#8217;esprit de Noël!</h3>
<p>Ce «magicien des temps modernes» parvient à faire sortir une balle de tennis ou une tasse de sa tablette. Il arrive aussi à donner l&#8217;illusion d&#8217;arracher la jambe d&#8217;un bonhomme en biscuit représenté sur sa tablette tactile ou encore d&#8217;entrer en interaction avec le Père Noël&#8230; D&#8217;autres surprises sont à découvrir dans la performance qu&#8217;il a réalisée dans un centre commercial pour une émission télévisée allemande à l&#8217;occasion des fêtes de fin d&#8217;année.</p>
<p><a rel="nofollow" target="_blank" href="http://www.wideo.fr/video/iLyROoafr2zc.html" title="http://www.wideo.fr/video/iLyROoafr2zc.html" target="_blank">http://www.wideo.fr/video/iLyROoafr2zc.html</a></p>
<p>Dans le même genre</p>
<p><iframe src="http://www.youtube.com/embed/LAhP-yLJJ9s" frameborder="0" width="560" height="315"></iframe></p>
<img src="http://feeds.feedburner.com/~r/NotreFumier/~4/ekMI-eO8JOw" height="1" width="1"/>]]></content:encoded>
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		<item>
		<title>Refuser un emploi de prostituée peut vous faire perdre vos allocation chômage en Allemagne!!!</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/t4ylQ__vUp4/2270</link>
		<comments>http://www.notrefumier.fr/refuser-un-emploi-de-prostituee-peut-vous-faire-perdre-vos-allocation-chomage-en-allemagne/2270#comments</comments>
		<pubDate>Tue, 27 Dec 2011 19:30:32 +0000</pubDate>
		<dc:creator>Cento</dc:creator>
				<category><![CDATA[Economie]]></category>
		<category><![CDATA[société]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2270</guid>
		<description><![CDATA[Une serveuse de 25 ans qui avait refusé un emploi qui consistait à fournir des &#171;&#160;services sexuels&#160;&#187; dans un bordel de Berlin pourrait se voir refuser le versement de ses allocations chômage en application de lois votées cette année. http://bellaciao.org/fr/spip.php?article12663 &#8230; <a href="http://www.notrefumier.fr/refuser-un-emploi-de-prostituee-peut-vous-faire-perdre-vos-allocation-chomage-en-allemagne/2270">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Une serveuse de 25 ans qui avait refusé un emploi qui consistait à fournir des &laquo;&nbsp;services sexuels&nbsp;&raquo; dans un bordel de Berlin pourrait se voir refuser le versement de ses allocations chômage en application de lois votées cette année.</p>
<p><a rel="nofollow" target="_blank" href="http://bellaciao.org/fr/spip.php?article12663">http://bellaciao.org/fr/spip.php?article12663</a></p>
<p>&nbsp;</p>
<p><a rel="nofollow" target="_blank" href="http://1libertaire.free.fr/MenaceTrottoirDeutchland.html">http://1libertaire.free.fr/MenaceTrottoirDeutchland.html</a></p>
<p>A entendre dans les actualités cachées vers la 54ème minutes :</p>
<p><a rel="nofollow" target="_blank" href="http://www.franceculture.fr/emission-l-economie-en-questions-entreprises-publiques-face-a-la-concurrenceetats-unis-relance-ou-re">http://www.franceculture.fr/emission-l-economie-en-questions-entreprises-publiques-face-a-la-concurrenceetats-unis-relance-ou-re</a></p>
<p><a rel="nofollow" target="_blank" href="http://www.egaliteetreconciliation.fr/Une-serveuse-risque-de-perdre-ses-allocations-chomage-pour-avoir-refuse-un-emploi-de-prostituee-9682.html">http://www.egaliteetreconciliation.fr/Une-serveuse-risque-de-perdre-ses-allocations-chomage-pour-avoir-refuse-un-emploi-de-prostituee-9682.html</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<item>
		<title>Le dimorphisme de la peau</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/OirN7OE2r0w/2256</link>
		<comments>http://www.notrefumier.fr/le-dimorphisme-de-la-peau/2256#comments</comments>
		<pubDate>Wed, 14 Dec 2011 21:56:50 +0000</pubDate>
		<dc:creator>eclos</dc:creator>
				<category><![CDATA[société]]></category>
		<category><![CDATA[cerveau]]></category>
		<category><![CDATA[dimorphisme]]></category>
		<category><![CDATA[visage]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2256</guid>
		<description><![CDATA[En cherchant à en savoir plus sur Charlotte Matoussowsky qui participe à une quête de fonds pour Wikipedia, &#160; &#160; &#160; je me suis trouvé face à face (c&#8217;est le cas de le dire) à ces images: Et la question &#8230; <a href="http://www.notrefumier.fr/le-dimorphisme-de-la-peau/2256">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>En cherchant à en savoir plus sur <a rel="nofollow" target="_blank" href="http://www.facebook.com/charlottematou"> Charlotte Matoussowsky</a> qui participe à <a rel="nofollow" target="_blank" href="https://wikimediafoundation.org/w/index.php?title=L11_1213_WMFR_BenCha/FR&amp;utm_source=B11_1213_Foundation_WMFR_BenCha&amp;utm_medium=sitenotice&amp;utm_campaign=C11_1114_WMFR&amp;language=en&amp;uselang=en&amp;country=FR&amp;referrer=http%3A%2F%2Fen.wikipedia.org%2Fwiki%2FVarroa">une quête de fonds pour Wikipedia</a>, <img class="alignright" src="http://upload.wikimedia.org/wikipedia/foundation/7/7b/WMFR_ChaBenCroppedSmall.jpg" alt="" width="294" height="143" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>je me suis trouvé face à face (c&#8217;est le cas de le dire) à ces images:</p>
<p><img class="alignnone" src="http://hyperbate.fr/voir/files/2011/11/illusionofsex.png" alt="" width="501" height="256" /></p>
<p>Et la question qui vient naturellement est: Ces visages sont-ils masculins et/ou féminins ?</p>
<p>En fait &#8230;<br />
Il s’agit d’un même visage androgyne (créé par le mélange d’un certain nombre de visages d’hommes et de femmes) et dénué d’indications sexuelles extérieures (cheveux, vêtements), représenté deux fois, mais avec un léger traitement informatique : l’image est plus contrastée à gauche qu’à droite. Or il est évident pour tout observateur que l’image de droite représente un homme et celle de gauche une femme. Autant que la couleur (l’image est ici dé-saturée, donc nous ne sommes pas influencés par le degré de rougeur), le contraste des traits du visage influence notre jugement quand au sexe apparent de la personne.</p>
<p>Plus d&#8217;info sur <a rel="nofollow" target="_blank" href="http://hyperbate.fr/voir/2011/11/06/dimorphisme-de-la-peau/" target="_blank">http://hyperbate.fr/voir/2011/11/06/dimorphisme-de-la-peau/</a></p>
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		<title>La dette publique (suite)</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/LkXrM-2lv5w/2244</link>
		<comments>http://www.notrefumier.fr/la-dette-publique-suite/2244#comments</comments>
		<pubDate>Tue, 29 Nov 2011 16:22:46 +0000</pubDate>
		<dc:creator>job</dc:creator>
				<category><![CDATA[écologie]]></category>
		<category><![CDATA[vidéo]]></category>
		<category><![CDATA[bce]]></category>
		<category><![CDATA[dette publique]]></category>
		<category><![CDATA[Economie]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2244</guid>
		<description><![CDATA[Si vous n&#8217;avez pas encore regardé la vidéo postée par Sushi (ici), vous n&#8217;avez pas d&#8217;excuse. Faudra pas dire ensuite que vous ne saviez pas &#8230; Si maintenant vous voulez aller un tout petit peu plus loin je vous propose &#8230; <a href="http://www.notrefumier.fr/la-dette-publique-suite/2244">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Si vous n&#8217;avez pas encore regardé la vidéo postée par Sushi (<a title="A ceux qui veulent enfin comprendre le mécanisme de la dette publique…" href="http://www.notrefumier.fr/a-ceux-qui-veulent-enfin-comprendre-le-mecanisme-de-la-dette-publique/2213" target="_blank">ici</a>), vous n&#8217;avez pas d&#8217;excuse.<br />
Faudra pas dire ensuite que vous ne saviez pas &#8230;</p>
<p>Si maintenant vous voulez aller un tout petit peu plus loin je vous propose une vidéo plus approfondie qui traite du même sujet.<br />
Ce n&#8217;est pas le travail d&#8217;un dangereux crypto-gauchiste révolutionnaire mais d&#8217;un trader <img src='http://www.notrefumier.fr/wp-includes/images/smilies/icon_wink.gif' alt=';-)' class='wp-smiley' /> </p>
<p><object id="csSWF" width="650" height="420" classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="src" value="http://www.tradingetanalyse.com/public/JULIEN_FREE_FOR_2011_11_21.swf" /><param name="quality" value="best" /><param name="allowScriptAccess" value="always" /><param name="allowFullScreen" value="true" /><param name="scale" value="showall" /><param name="flashVars" value="autostart=false#&amp;color=0x1A1A1A,0x1A1A1A" /><param name="allowscriptaccess" value="always" /><param name="allowfullscreen" value="true" /><param name="flashvars" value="autostart=false&amp;color=0x1A1A1A,0x1A1A1A" /><param name="pluginspage" value="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash" /><embed id="csSWF" width="650" height="420" type="application/x-shockwave-flash" src="http://www.tradingetanalyse.com/public/JULIEN_FREE_FOR_2011_11_21.swf" quality="best" allowScriptAccess="always" allowFullScreen="true" scale="showall" flashVars="autostart=false#&amp;color=0x1A1A1A,0x1A1A1A" allowscriptaccess="always" allowfullscreen="true" flashvars="autostart=false&amp;color=0x1A1A1A,0x1A1A1A" pluginspage="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash" /> </object></p>
<p>Retrouvez la suite sur le site : <a rel="nofollow" target="_blank" href="http://www.tradingetanalyse.com/public/Apprendre-le-Trading-De-la-dette-Encore-de-la-dette.cfm" target="_blank">http://www.tradingetanalyse.com/</a></p>
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		<title>Comment la fonction (RH) fait l’homme et pas l’inverse…</title>
		<link>http://feedproxy.google.com/~r/NotreFumier/~3/DIAzIUnYb2U/2239</link>
		<comments>http://www.notrefumier.fr/comment-la-fonction-rh-fait-lhomme-et-pas-linverse/2239#comments</comments>
		<pubDate>Tue, 29 Nov 2011 11:19:18 +0000</pubDate>
		<dc:creator>Sushi</dc:creator>
				<category><![CDATA[Economie]]></category>
		<category><![CDATA[Non classé]]></category>
		<category><![CDATA[santé]]></category>
		<category><![CDATA[société]]></category>

		<guid isPermaLink="false">http://www.notrefumier.fr/?p=2239</guid>
		<description><![CDATA[Ci-après un article édifiant sur la façon dont le métier RH amène à agir contre ses principes et valeurs. http://voila-le-travail.fr/2011/11/27/je-n%E2%80%99aimerais-pas-etre-drh/comment-page-1/#comment-2852 &#160; &#160;]]></description>
			<content:encoded><![CDATA[<p>Ci-après un article édifiant sur la façon dont le métier RH amène à agir contre ses principes et valeurs.</p>
<p><a rel="nofollow" target="_blank" href="http://voila-le-travail.fr/2011/11/27/je-n%E2%80%99aimerais-pas-etre-drh/comment-page-1/#comment-2852">http://voila-le-travail.fr/2011/11/27/je-n%E2%80%99aimerais-pas-etre-drh/comment-page-1/#comment-2852</a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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