<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-8169848260641331074</id><updated>2012-02-23T09:13:00.130+01:00</updated><category term='satellite database'/><category term='laser'/><category term='guerre'/><category term='Etat'/><category term='guerre froide'/><category term='Al Qaïda'/><category term='genre'/><category term='NRO'/><category term='surveillance spatiale'/><category term='France'/><category term='Afghanistan'/><category term='aliens'/><category term='résilience spatiale'/><category term='ISS'/><category term='experts'/><category term='relations internationales'/><category term='nucléaire'/><category term='liens de la semaine'/><category term='débris'/><category term='néoconservatisme'/><category term='astéroïde'/><category term='avion spatial'/><category term='lu'/><category term='Canada'/><category term='science fiction'/><category term='pollution spatiale'/><category term='réalisme'/><category term='blogs'/><category term='Mercury'/><category term='photo de la semaine'/><category term='drone'/><category term='X-37'/><category term='Kennedy'/><category term='cyber'/><category term='publicité assumée'/><category term='Bush'/><category term='course à l&apos;espace'/><category term='libéralisme'/><category term='billets de l&apos;été'/><category term='Libye'/><category term='Lune'/><category term='Blue Marble'/><category term='vu'/><category term='militaire'/><category term='espace'/><category term='questions éthiques'/><category term='URSS'/><category term='satellite'/><category term='exploration'/><category term='coopération'/><category term='humanité'/><category term='Pakistan'/><category term='Sarkozy'/><category term='constructivisme'/><category term='Chine'/><category term='Soyouz'/><category term='économie'/><category term='prestige'/><category term='tourisme spatial'/><category term='vol habité'/><category term='colloque'/><category term='jeu vidéo'/><category term='Inde'/><category term='Google Earth'/><category term='RI'/><category term='apocalypse'/><category term='théorie'/><category term='CNES'/><category term='Japon'/><category term='Obama'/><category term='Afrique'/><category term='Right Stuff'/><category term='arsenalisation ?'/><category term='élections présidentielles américaines'/><category term='AGS'/><category term='science'/><category term='anecdote'/><category term='9/11'/><category term='géopolitique populaire'/><category term='navette spatiale'/><category term='annonce'/><category term='stratégie'/><category term='acteurs non-étatiques'/><category term='armes'/><category term='air'/><category term='militarisation'/><category term='terrorisme'/><category term='Mars'/><category term='Russie'/><category term='cinéma'/><category term='imagination'/><category term='space dominance'/><category term='SpaceX'/><category term='politique spatiale'/><category term='Littérature'/><category term='Iran'/><category term='Wernher von Braun'/><category term='invité'/><category term='frontière'/><category term='motivation de la conquête spatiale'/><category term='transnationalisme'/><category term='ESA'/><category term='série'/><category term='game of thrones'/><category term='Europe'/><category term='NASA'/><category term='U.S.'/><category term='Gagarine'/><title type='text'>De la Terre à la Lune</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://terrealalune.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://terrealalune.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>G.P</name><uri>http://www.blogger.com/profile/17757801099841033703</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-Vg57vLr9fnE/TjEwRkiCtcI/AAAAAAAAAeU/WHkLqo7GmCg/s220/Lune.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>91</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8169848260641331074.post-145568534059429827</id><published>2012-02-20T14:29:00.000+01:00</published><updated>2012-02-20T22:44:28.334+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mercury'/><category scheme='http://www.blogger.com/atom/ns#' term='guerre froide'/><category scheme='http://www.blogger.com/atom/ns#' term='URSS'/><category scheme='http://www.blogger.com/atom/ns#' term='U.S.'/><category scheme='http://www.blogger.com/atom/ns#' term='Kennedy'/><category scheme='http://www.blogger.com/atom/ns#' term='Right Stuff'/><category scheme='http://www.blogger.com/atom/ns#' term='course à l&apos;espace'/><category scheme='http://www.blogger.com/atom/ns#' term='motivation de la conquête spatiale'/><category scheme='http://www.blogger.com/atom/ns#' term='espace'/><title type='text'>Pourquoi aller dans l’espace ? Le cinquantenaire de la « Right Stuff » à la John Glenn</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img height="299" src="http://i.space.com/images/i/8902/i02/314095main_image_1288-EDIT.jpg?1301515100" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Il y a cinquante ans, le 20 février 1962, neuf mois après le vol de Youri Gagarine, JohnGlenn devient le premier américain à faire (par trois fois) le tour de la Terreà bord de sa capsule &lt;a href="http://www.nasa.gov/externalflash/glenn50/"&gt;&lt;i&gt;Friendship 7&lt;/i&gt;&lt;/a&gt;. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;a name='more'&gt;&lt;/a&gt;La chose peut sembler triviale aujourd’hui. Ne serait-ce queparce que ce vol ne fait qu’imiter, avec beaucoup moins de vigueur, et même quelques frayeurs, les deuxprécédents succès – Vostok 1 et 2 – soviétiques. John Glenn n’est pas non plus le premierastronaute américain à aller dans l’espace. Il a été devancé par Alan Shepard (1923-1998) à bord de &lt;a href="http://www.nasa.gov/externalflash/shepard50/"&gt;&lt;i&gt;Freedom 7&lt;/i&gt;&lt;/a&gt; et par Gus Grissom (1926-1967) à bord de &lt;a href="http://www.nasa.gov/externalflash/grissom50/"&gt;&lt;i&gt;Liberty Bell 7&lt;/i&gt;&lt;/a&gt;.&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Et pourtant, il y a cinquante ans…&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img height="164" src="http://www.washingtonpost.com/rf/image_606w/2010-2019/WashingtonPost/2012/02/17/National-Enterprise/Images/glenn_16.jpg" width="200" /&gt;&lt;img height="160" src="http://msnbcmedia.msn.com/i/MSNBC/Components/Slideshows/_production/ss-120216-john-glenn2/ss-120216-john-glenn-11n.jpg" width="200" /&gt;&lt;a href="http://www.washingtonpost.com/rf/image_606w/2010-2019/WashingtonPost/2012/02/17/National-Enterprise/Images/glenn_10.jpg" imageanchor="1"&gt;&lt;img border="0" height="135" src="http://www.washingtonpost.com/rf/image_606w/2010-2019/WashingtonPost/2012/02/17/National-Enterprise/Images/glenn_10.jpg" style="cursor: move;" width="200" /&gt;&lt;/a&gt;&lt;img height="134" src="http://www.washingtonpost.com/rf/image_606w/2010-2019/WashingtonPost/2012/02/17/National-Enterprise/Images/glenn_09.jpg" width="200" /&gt;&lt;img height="163" src="http://media.northjersey.com/images/021712-john-glenn-50th.jpg" width="200" /&gt;&lt;img height="162" src="http://media.cleveland.com/metro/photo/10486771-large.jpg" width="200" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;… des New-Yorkais sont agglutinés devant la télévision enattente des nouvelles du retour de l’astronaute, les Unes des journaux expriment leur enthousiasme et l’on orchestre àNew York la gigantesque «&amp;nbsp;Ticker-Tape Parade&amp;nbsp;», réminiscence de celleofferte à Charles Lindbergh en 1927, et modèle pour celles qui vont ensuite êtreoffertes au héros dans tout le pays.&amp;nbsp;Il n’y a que Shepard pour presque avoir eu droit à autant.Presque.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;L’événement relève à l’évidence de l’extraordinaire. Et pourcause, finis les «&amp;nbsp;Flopnik&amp;nbsp;», «&amp;nbsp;Kaputnik&amp;nbsp;»,«&amp;nbsp;Oopsnik&amp;nbsp;» et autres «&amp;nbsp;Stayputnik&amp;nbsp;». Finis aussi les petits«&amp;nbsp;tirs de mortier&amp;nbsp;» au-dessus des Bermudes. Avec John Glenn, lesEtats-Unis entrent officiellement dans la course à l’espace. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: inherit;"&gt;&lt;span style="line-height: 115%;"&gt;John Glenn, c’est eneffet la fierté retrouvée après le choc humiliant provoqué par le lancementsurprise de Spoutnik.&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang="EN-US" style="line-height: 115%;"&gt;Comme l’écrit TomWolfe, «&amp;nbsp;&lt;i&gt;John Glenn made us wholeagain!&lt;/i&gt;&amp;nbsp;» &lt;/span&gt;&lt;span style="line-height: 115%;"&gt;&lt;span style="font-size: small;"&gt;Aujourd’hui,l’Amérique se souvient et fête le cinquantième anniversaire du début del’exploration spatiale habitée &lt;/span&gt;&lt;i&gt;made inAmerica&lt;/i&gt;…&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="File:John Glenn in his Mercury pressure suit 2.jpg" height="320" src="http://upload.wikimedia.org/wikipedia/commons/9/98/John_Glenn_in_his_Mercury_pressure_suit_2.jpg" width="267" /&gt;&lt;/div&gt;… mais pas seulement. Car John Glenn&lt;span lang="EN-US"&gt; est aussi « &lt;i&gt;the last true national hero America has ever had&lt;/i&gt; ». &lt;/span&gt;Pilotede l’US Marine Corps, originaire d’une petite ville de l’Ohio, Glenn, aujourd’huiâgé de 90 ans, a été choisi en 1959 pour faire parti des «&amp;nbsp;&lt;a href="http://en.wikipedia.org/wiki/Original_Seven"&gt;Original Seven&lt;/a&gt;&amp;nbsp;», groupeà partir duquel ont émergé les premiers astronautes américains. Sénateurdémocrate de 1974 à 1999, il est également devenu en 1998, à l’âge de 77 ans,l’astronaute le plus âgé de l’histoire en effectuant la mission &lt;a href="http://en.wikipedia.org/wiki/STS-95"&gt;STS-95&lt;/a&gt; à bord de la navette &lt;i&gt;Discovery&lt;/i&gt;.&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="File:JohnGlenn.jpg" height="320" src="http://upload.wikimedia.org/wikipedia/commons/thumb/4/48/JohnGlenn.jpg/480px-JohnGlenn.jpg" width="256" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bref, John Glenn c’est la «&amp;nbsp;&lt;i&gt;Right Stuff&lt;/i&gt;&amp;nbsp;» à l’état pur. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ce rapprochement n’est pas nouveau. Le &lt;a href="http://www.nytimes.com/2012/02/14/science/space/50-years-later-celebrating-john-glenns-great-feat.html?_r=1&amp;amp;scp=2&amp;amp;sq=john%20glenn&amp;amp;st=cse"&gt;&lt;i&gt;New York Times&lt;/i&gt;&lt;/a&gt; y fait par exempleréférence. Et cela ne doit étonner personne. Outre un best-seller, le livre deTom Wolfe, écrit en 1979 et traduit dans plusieurs langues (dont le &lt;a href="http://www.amazon.fr/gp/product/2070378446/ref=as_li_ss_tl?ie=UTF8&amp;amp;tag=terre0d-21&amp;amp;linkCode=as2&amp;amp;camp=1642&amp;amp;creative=19458&amp;amp;creativeASIN=2070378446"&gt;français&lt;/a&gt;),a été superbement adapté au &lt;a href="http://www.amazon.fr/gp/product/B0000AUSHY/ref=as_li_ss_tl?ie=UTF8&amp;amp;tag=terre0d-21&amp;amp;linkCode=as2&amp;amp;camp=1642&amp;amp;creative=19458&amp;amp;creativeASIN=B0000AUSHY"&gt;cinéma&lt;/a&gt;en 1983 par Philip Kaufman avec tout ce que l’époque comptait d’acteurstalentueux (Dennis Quaid, Ed Harris, Scott Glenn, Barbara Hershey, Lance Henriksen,etc.). Mais &lt;i&gt;The Right Stuff &lt;/i&gt;est bienplus qu’un succès commercial, un mythe applaudi par certains, unefiction-documentaire peu réaliste critiquée par d’autres, c’est aussi et toutsimplement une &lt;i&gt;Thèse&lt;/i&gt; – majuscule etitalique de rigueur. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Pour quiconque s’intéresse à la conquête de l’espace, nonpas tant pour le passionné qui croit en son rêve, que pour l’œil neuf, certessympathique, mais également critique,&amp;nbsp;une question revient sans cesse. Mais &lt;a href="http://terrealalune.blogspot.com/search/label/motivation%20de%20la%20conqu%C3%AAte%20spatiale"&gt;pourquoialler dans l’espace&lt;/a&gt;&amp;nbsp;? Or à trop s’intéresser à l’Etat – il est vrail’acteur majeur, si ce n’est unique, de l’exploration spatiale&amp;nbsp;– le risqueest d’oublier la variable humaine. Lire Tom Wolfe, c’est réconcilier ces deuxpoints de vue. Le&amp;nbsp; personnage central dulivre est en effet autant le groupe des «&amp;nbsp;Original Seven&amp;nbsp;» quel’Amérique elle-même. Ainsi, &lt;i&gt;The RightStuff&lt;/i&gt; s’adresse à la fois aux aviateurs qui cherchent à «&amp;nbsp;&lt;i&gt;pushing the outside of the envelope&lt;/i&gt;» deleurs appareils et aux Américains «&amp;nbsp;&lt;i&gt;leftbehind&lt;/i&gt;&amp;nbsp;» en lutte avec l’URSS pour la suprématie technologique etmorale dans l’espace.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Pourquoi les &lt;i&gt;hommes &lt;/i&gt;vont-ilsdans l’espace&amp;nbsp;? Rappelons qu’une fusée n’est après tout qu’un immensebâton de dynamite au sommet duquel s’assoient quelques astronautes. Pire, à lafin des années 1950 et au début des années 1960, « &lt;i&gt;our rockets always blow up &lt;/i&gt;». &lt;span lang="EN-US"&gt;«&amp;nbsp;&lt;i&gt;Why men were willing –willing? – &lt;/i&gt;delighted! &lt;i&gt;– to take onsuch odds&lt;/i&gt;&amp;nbsp;» demande l’auteur ? &lt;/span&gt;Là reside l’originalité de la «&amp;nbsp;&lt;i&gt;right stuff&lt;/i&gt;&amp;nbsp;». &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img height="200" src="http://t3.gstatic.com/images?q=tbn:ANd9GcT-RNVtdvskFuVHXFPSq_3cFFi90N97_nqyAjTs4-08qWmhHm4OCQ" width="132" /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Celle-ci n’est pas sans évoquer selon moi l’idéehemingwayienne présente au cœur de &lt;a href="http://www.amazon.fr/gp/product/2070362663/ref=as_li_ss_tl?ie=UTF8&amp;amp;tag=terre0d-21&amp;amp;linkCode=as2&amp;amp;camp=1642&amp;amp;creative=19458&amp;amp;creativeASIN=2070362663"&gt;&lt;i&gt;En avoir ou pas&lt;/i&gt;&lt;/a&gt; (&lt;i&gt;To Have and Have Not&lt;/i&gt;, 1937). &lt;span lang="EN-US"&gt;Elle est en effet &lt;i&gt;absolue&lt;/i&gt;. L’auteur n’écrit-il pas que«&amp;nbsp;&lt;i&gt;the world was divided into thosewho had it and those who did not&lt;/i&gt;&amp;nbsp;».&amp;nbsp;&lt;/span&gt;On l’a ou on ne l’a pas. «&amp;nbsp;&lt;i&gt;The right stuff&lt;/i&gt;&amp;nbsp;», c’est en effet «&amp;nbsp;pousserl’enveloppe&amp;nbsp;», c’est-à-dire non seulement affirmer sa bravoure, soncourage et sa virilité au quotidien dans son cockpit, mais aussi posséder lesbons réflexes et les capacités réelles qui font la différence entre la vie etla mort au moment opportun, le tout s’intégrant dans quelque chose de plusgrand qui dépasse l’individu.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Reste que la «&amp;nbsp;&lt;i&gt;rightstuff&lt;/i&gt;&amp;nbsp;» est également &lt;i&gt;relative&lt;/i&gt;comme le montre l’image de la pyramide – le ziggourat – utilisée par Tom Wolfe.&lt;span lang="EN-US"&gt;L’auteur utilise d’ailleursune autre analogie pour expliquer ce qu’est «&amp;nbsp;&lt;i&gt;the right stuff&lt;/i&gt;&amp;nbsp;», celle des puritains qui chaque jour semettent à l’épreuve afin de confirmer l’élection divine («&amp;nbsp;&lt;i&gt;They were like believing Presbyterians of acentury before who used to probe their own experience to see if they were trulyamong the &lt;/i&gt;elect&amp;nbsp;»). &lt;/span&gt;Or ce qui fait l’élu fait aussi le damné.Derrière «&amp;nbsp;&lt;i&gt;the right stuff&lt;/i&gt;&amp;nbsp;»,il y a donc également un sentiment de supériorité opposant le groupe, ses codeset ses valeurs, au reste du monde («&amp;nbsp;&lt;i&gt;Theentire world below… &lt;/i&gt;left behind&amp;nbsp;»). &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;L’entrée de l’humanité dans l’ère spatiale va mettre à rudeépreuve cette «&amp;nbsp;&lt;i&gt;right stuff&lt;/i&gt;&amp;nbsp;»puisque elle n’implique rien moins qu’un nouveau défi&amp;nbsp;: après lesbatailles aériennes de la deuxième guerre mondiale et de la guerre de Corée,après les vols dans les nouveaux avions à réaction (&lt;a href="http://fr.wikipedia.org/wiki/Chuck_Yeager"&gt;Chuck Yeager&lt;/a&gt;, Mach 1, puisMach 2, etc.), vient en effet l’espace&amp;nbsp;: la lutte pour l’ascension ausommet de la pyramide reprend. Devenir un astronaute, tel est le nouveau rêve.Bien sûr, la transition n’est pas aisée et les nouveaux astronautes devrontmontrer au reste de la confrérie qu’eux aussi ont le &lt;i&gt;contrôle&lt;/i&gt;. Ils ne sont pas des «&amp;nbsp;&lt;i&gt;human cannonball&lt;/i&gt;&amp;nbsp;», mais des pilotes.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Mais la transition est &lt;i&gt;aposteriori&lt;/i&gt; évidente. Avec l’espace, les astronautes accèdent à la «&amp;nbsp;&lt;i&gt;right stuff&lt;/i&gt;&amp;nbsp;» la plus pure. C’esten effet ici que s’effectue la convergence entre ce qui est vécu par le pays etce que les astronautes du programme &lt;i&gt;Mercury&lt;/i&gt;vont rapidement incarner par rapport à leurs homologues pilotes restés à bordde leurs avions. Le contexte de la guerre froide change tout, car voilà que l’espace devient le lieu de la compétition &lt;i&gt;virile&lt;/i&gt;par excellence. Le mot pourra sembler banal. Il n’en est pas moins révélateur (lesastronautes ne sont-ils pas tous des hommes, qui plus est des WASP, brillanteincarnation de l’Amérique blanche, rurale et protestante&amp;nbsp;?). Entre l’URSSet les Etats-Unis, c’est à &lt;a href="http://books.google.fr/books?id=XM85r5dmWlIC&amp;amp;pg=PA59&amp;amp;dq=outer+space+politics&amp;amp;hl=en&amp;amp;sa=X&amp;amp;ei=_05CT_D0MuKu0QW9tsCPDw&amp;amp;redir_esc=y#v=onepage&amp;amp;q=outer%20space%20politics&amp;amp;f=false"&gt;qui émasculera l’autre&lt;/a&gt;, qui sera le premier. &lt;i&gt;The Right Stuff&lt;/i&gt;&amp;nbsp;est en réalitéune magnifique mise en abyme du duel primitif (combat des dieux), magique(destin, fatum) et antique (Horace contre Curiace) de la guerre froide.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Cette identification ne devient réellement parfaite qu’aprèsle vol orbital de John Glenn. Ce dernier, tout comme ces six autres collègues,était le pionnier de la Nouvelle Frontière, nouvelle version. En 1962, ildevient aussi l’éclaireur intrépide. &lt;i&gt;Frienship7&lt;/i&gt; a montré en effet la voie et a permis aux Etats-Unis de battre l’URSSdans la course à la Lune.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;* - *&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Peut-être ces quelques mots pourront-ils expliquer l’aura magiquequi entoure toujours John Glenn, un être «&amp;nbsp;radioactif&amp;nbsp;» qui a prouvé,tout au long du «&amp;nbsp;test de la foi&amp;nbsp;» qu’a été sa vie, qu’il détenait la«&amp;nbsp;&lt;i&gt;right stuff&lt;/i&gt;&amp;nbsp;». &lt;span lang="EN-US"&gt;C’est cela que l’Amérique salueaujourd’hui («&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.washingtonpost.com/national/health-science/john-glenns-1962-orbit-aboard-friendship-7/2012/02/17/gIQAd7OiKR_gallery.html#photo=31"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;John Glenn’s 1962 orbit aboard Friendship 7&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;», «&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.theatlantic.com/technology/archive/2012/02/what-john-glenn-saw-when-he-became-the-first-american-to-orbit-earth/253316/"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;What John Glenn Saw When He Became the First American to Orbit Earth&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;»). Son parcours inspire(«&amp;nbsp;&lt;/span&gt;&lt;a href="http://lightyears.blogs.cnn.com/2012/02/19/glenns-historic-orbits-still-inspire-you/"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Glenn's historic orbits still inspire you&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;») et son héritage, toujoursprésent («&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.space.com/14624-50-years-john-glenn-space-legacy.html"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;50 Years Later, John Glenn's Space Legacy Still Circling Earth&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;»), bien que menacé («&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.reuters.com/article/2012/02/19/us-usa-space-glenn-idUSTRE81I0CH20120219"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Fifty years after Glenn flight, U.S. buying rides to space&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;», «&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.france24.com/en/20120219-50th-anniversary-first-us-space-flight-bittersweet"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;50th anniversary of first US space flight is bittersweet&lt;/span&gt;&lt;/i&gt;&lt;/a&gt; &lt;span lang="EN-US"&gt;»), vaut la peine de sebattre pour lui («&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.space.com/14615-john-glenn-mars-missions-americans-orbit.html"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;John Glenn, 1st American in Orbit, Pushes for Manned Mars Missions&lt;/span&gt;&lt;/i&gt;&lt;/a&gt; &lt;span lang="EN-US"&gt;», «&amp;nbsp;&lt;/span&gt;&lt;a href="http://www.americaspace.org/?p=14308"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Glenn, Carpenter Reflect on 50 Yearsof Americans On-Orbit&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;&amp;nbsp;»). Aussi John Glenn peut-il se permettre quelques &lt;/span&gt;&lt;a href="http://www.nytimes.com/2012/02/14/science/space/50-years-later-celebrating-john-glenns-great-feat.html?_r=1&amp;amp;scp=2&amp;amp;sq=john%20glenn&amp;amp;st=cse"&gt;&lt;span lang="EN-US"&gt;remarques&lt;/span&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt; sur la politique spatiale actuelledes Etats-Unis &lt;i&gt;(&lt;/i&gt;«&lt;i&gt;&amp;nbsp;I am not at all happy with some of the directions the spaceprogram is going, in particular retiring the space shuttles before we have anew heavy-lift launching system in place&lt;/i&gt; »&amp;nbsp;même s’il comprend avecObama que « &lt;i&gt;we just don’t have the money&lt;/i&gt;»).&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;div style="text-align: center;"&gt;&lt;span lang="EN-US"&gt;Bonanniversaire&lt;i&gt; Friendship 7&lt;/i&gt; !&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span lang="EN-US"&gt;&lt;img 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" /&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8169848260641331074-145568534059429827?l=terrealalune.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://terrealalune.blogspot.com/feeds/145568534059429827/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://terrealalune.blogspot.com/2012/02/pourquoi-aller-dans-lespace-le.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/145568534059429827'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/145568534059429827'/><link rel='alternate' type='text/html' href='http://terrealalune.blogspot.com/2012/02/pourquoi-aller-dans-lespace-le.html' title='Pourquoi aller dans l’espace ? Le cinquantenaire de la « Right Stuff » à la John Glenn'/><author><name>G.P</name><uri>http://www.blogger.com/profile/17757801099841033703</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-Vg57vLr9fnE/TjEwRkiCtcI/AAAAAAAAAeU/WHkLqo7GmCg/s220/Lune.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8169848260641331074.post-5138627128718675644</id><published>2012-02-17T13:43:00.000+01:00</published><updated>2012-02-17T13:43:09.951+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='photo de la semaine'/><category scheme='http://www.blogger.com/atom/ns#' term='U.S.'/><category scheme='http://www.blogger.com/atom/ns#' term='exploration'/><category scheme='http://www.blogger.com/atom/ns#' term='Blue Marble'/><category scheme='http://www.blogger.com/atom/ns#' term='espace'/><category scheme='http://www.blogger.com/atom/ns#' term='Chine'/><title type='text'>Photo de la semaine (3) De la Terre à la Lune, des Etats-Unis à la Chine</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img alt="Blue Marble - High-Res Image of the Earth" height="300" src="http://www.nasa.gov/images/content/618483main_earth1600_946-710.jpg" width="400" /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;Visionnée pas moins de 3,7 millions de fois dans la &lt;a href="http://www.flickr.com/photos/gsfc/6760135001/in/set-72157627439487497/"&gt;galerieFlickr&lt;/a&gt; de la NASA, cette image géante à très haute résolution de la Terre,dite «&amp;nbsp;Blue Marble&amp;nbsp;» (Bille Bleue) en souvenir de celle, fameuse, prisepar Apollo 17 comme j’en parlais &lt;a href="http://terrealalune.blogspot.com/2011/08/evolution-de-lespace-non-etatique-5.html"&gt;ici&lt;/a&gt;,a été prise par le satellite météorologique américain NPP, rebaptisé &lt;a href="http://www.futura-sciences.com/fr/news/t/meteorologie-1/d/blue-marble-la-terre-version-xxl_36328/#xtor=RSS-8"&gt;SuomiNPP&lt;/a&gt; et lancé à la fin du mois d'octobre 2011. L’image fait la part belle àl’Amérique du Nord qui se dégage très nettement.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Devant ce succès, l’Agence spatiale américaine a proposé unenouvelle image à &lt;a href="http://npp.gsfc.nasa.gov/images/VIIRS_23Jan2012.jpg"&gt;hauterésolution&lt;/a&gt; centrée cette fois-ci sur le continent africain, un &lt;a href="http://www.nasa.gov/topics/earth/features/viirs-globe-east.html"&gt;assemblage&lt;/a&gt;de photographies prises le 23 janvier par le même satellite Suomi NPP lors desix passages successifs. 300&amp;nbsp;000 personnes ont déjà pu l’apprécier sur &lt;a href="http://www.flickr.com/photos/gsfc/6806922559/"&gt;Flickr&lt;/a&gt;.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img alt="VIIRS Africa, with sun glints" height="400" src="http://www.nasa.gov/images/content/620504main1_VIIRS_23Jan2012-670.jpg" width="399" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Signe du temps, les autres images à avoir fait le tour dunet sont chinoises. Il s’agit de &lt;a href="http://news.xinhuanet.com/english/sci/2012-02/06/c_131393210.htm"&gt;photographiesà haute résolution&lt;/a&gt; prises par la sonde chinoise Chang’e 2, du nom de la &lt;a href="http://fr.wikipedia.org/wiki/Chang%27e"&gt;déesse de la Lune&lt;/a&gt;, lors de sonpassage au-dessus de la Lune entre octobre 2010 et mai 2011. Chang’e 2 s’estdepuis dirigé vers le point de Lagrange L2 du système Terre-Lune situé à 1,5millions de km de la Terre.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Ce n’est pas la première fois que la Lune est ainsi prise enphoto. Certains appareils ont d’ailleurs révélé des &lt;a href="http://www.space.com/12030-moon-photos-nasa-lunar-reconnaissance-orbiter.html"&gt;imagesbeaucoup plus détaillées&lt;/a&gt; de certaines portions de notre satellite. Il n’enreste pas moins que Chang’e 2 a ici constitué la vue la plus précise jamaisréalisée de la surface entière de la Lune.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img height="174" src="http://news.xinhuanet.com/english/sci/2012-02/06/131393210_11n.jpg" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img height="200" src="http://news.xinhuanet.com/english/sci/2012-02/06/131393210_21n.jpg" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img height="200" src="http://news.xinhuanet.com/english/sci/2012-02/06/131393210_31n.jpg" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Je ne chercherai pas à pousser l’interprétation trop loin. Unesimple mise en perspective suffira.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Généralement en effet, deux lectures seconfrontent lorsque l’on observe les clichés pris depuis l’espace. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Il y a l’espace pour l’espace. Et il y a l’espace pour laTerre. La première vision est exploratoire et conquérante. La seconde est plusprotectrice. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;De la première on conclut souvent qu’elle incarne lapolitique spatiale des Etats-Unis, soit la volonté de revenir sur la Lune voirede marcher sur Mars comme démontrée encore &lt;a href="http://www.nasa.gov/externalflash/human_space/"&gt;récemment&lt;/a&gt;. La secondese rattache à l’espace dit «&amp;nbsp;utile&amp;nbsp;» caractéristique, par exemple,des pays émergents en développement dont (oui&amp;nbsp;!) la Chine.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;… avec non pas un mais deux «&amp;nbsp;Back to Earth&amp;nbsp;» pourles Etats-Unis, d’autant plus intéressants qu’obtenus par un satellite de météorologie, plus une poussée chinoise hors de la LEO, que faut-il conclure&amp;nbsp;? &amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;* - *&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;Pour retrouver ces photos de la semaine, il est vrai déjà anciennes, voir pour les Etats-Unis &lt;a href="http://www.nasa.gov/multimedia/imagegallery/image_feature_2159.html"&gt;ici&lt;/a&gt;&amp;nbsp;et &lt;a href="http://www.nasa.gov/topics/earth/features/viirs-globe-east.html"&gt;là&lt;/a&gt;, pour la Chine &lt;a href="http://news.xinhuanet.com/english/sci/2012-02/06/c_131393210.htm"&gt;ici&lt;/a&gt;.&amp;nbsp;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8169848260641331074-5138627128718675644?l=terrealalune.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://terrealalune.blogspot.com/feeds/5138627128718675644/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://terrealalune.blogspot.com/2012/02/photo-de-la-semaine-3-de-la-terre-la.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/5138627128718675644'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/5138627128718675644'/><link rel='alternate' type='text/html' href='http://terrealalune.blogspot.com/2012/02/photo-de-la-semaine-3-de-la-terre-la.html' title='Photo de la semaine (3) De la Terre à la Lune, des Etats-Unis à la Chine'/><author><name>G.P</name><uri>http://www.blogger.com/profile/17757801099841033703</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-Vg57vLr9fnE/TjEwRkiCtcI/AAAAAAAAAeU/WHkLqo7GmCg/s220/Lune.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8169848260641331074.post-3182525694743502909</id><published>2012-02-15T19:37:00.001+01:00</published><updated>2012-02-15T19:37:46.646+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='experts'/><category scheme='http://www.blogger.com/atom/ns#' term='France'/><category scheme='http://www.blogger.com/atom/ns#' term='arsenalisation ?'/><category scheme='http://www.blogger.com/atom/ns#' term='armes'/><category scheme='http://www.blogger.com/atom/ns#' term='Russie'/><category scheme='http://www.blogger.com/atom/ns#' term='U.S.'/><category scheme='http://www.blogger.com/atom/ns#' term='militarisation'/><category scheme='http://www.blogger.com/atom/ns#' term='guerre'/><category scheme='http://www.blogger.com/atom/ns#' term='espace'/><category scheme='http://www.blogger.com/atom/ns#' term='Chine'/><title type='text'>Peur sur orbite ?</title><content type='html'>&lt;div style="text-align: center;"&gt;&lt;img height="312" src="http://www.wrongsideoftheart.com/wp-content/gallery/posters-b/battle_in_outer_space_poster_05.jpg" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Le numéro de février du magazine &lt;a href="http://www.science-et-vie.com/"&gt;&lt;i&gt;Science &amp;amp; Vie&lt;/i&gt;&lt;/a&gt;&amp;nbsp;publie un article relativement conséquent (8 pages)sur l’espace militaire et intitulé&amp;nbsp;: «&amp;nbsp;Espace&amp;nbsp;: la guerreaura-t-elle lieu ? ».&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;L’enquête est plutôt bien menée. Le lieu, l’espace, nous estrapidement présenté avec toutes ses spécificités (un bien commun, un espacevital, un espace fragile, la supériorité de l’attaque sur la défense, etc.). Demême, les suspects ont été identifiés (Etats-Unis, Russie, Chine, France, etc.)et les principaux témoins appelés à la barre (un casting impressionnant&amp;nbsp;: TheresaHitchens, Laura Grego et Everett Dolman, etc., pour les Américains&amp;nbsp;;Christophe Venet de l’IFRI, Henry de Roquefeuil du CNES, Jean-Luc Lefebvre del’IRSEM, Ph. Coué de chez Dassault, Olivier Fleury de la défense aérienne,Marie-Madeleine Marçais du CESA, Isabelle Sourbès-Verger du CNRS pour lesFrançais).&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Reste les armes. Tout comme au Cluedo, il y a l’embarras duchoix. De quoi satisfaire tous les goûts et toutes les humeurs&amp;nbsp;: &lt;a href="http://fr.wikipedia.org/wiki/Starfish_Prime"&gt;armes atomiques&lt;/a&gt;, satellites tueurs, &lt;a href="http://fr.wikipedia.org/wiki/Boeing_YAL-1"&gt;laser&lt;/a&gt;, &lt;a href="http://fr.wikipedia.org/wiki/Missile_antisatellite"&gt;missiles antisatellites&lt;/a&gt; et &lt;a href="http://en.wikipedia.org/wiki/Boeing_X-37"&gt;avion spatial multirôle&lt;/a&gt;. Cela en deviendrait&amp;nbsp;&lt;a href="http://www.thespacereview.com/article/826/1"&gt;presque suspect&lt;/a&gt;.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img alt="Fichier:Starfish Prime aurora from Honolulu 1.jpg" height="135" src="http://upload.wikimedia.org/wikipedia/commons/0/07/Starfish_Prime_aurora_from_Honolulu_1.jpg" width="200" /&gt;&lt;img alt="space weapons illustration" height="146" src="http://www.thespacereview.com/archive/755a.jpg" width="200" /&gt;&lt;img alt="Fichier:ASAT missile launch.jpg" height="200" src="http://upload.wikimedia.org/wikipedia/commons/thumb/2/24/ASAT_missile_launch.jpg/453px-ASAT_missile_launch.jpg" width="150" /&gt;&lt;img alt="Fichier:ABL02.jpg" height="200" src="http://upload.wikimedia.org/wikipedia/commons/thumb/4/4f/ABL02.jpg/388px-ABL02.jpg" width="129" /&gt;&lt;img alt="File:Boeing X-37B inside payload fairing before launch.jpg" height="200" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/ee/Boeing_X-37B_inside_payload_fairing_before_launch.jpg/400px-Boeing_X-37B_inside_payload_fairing_before_launch.jpg" width="133" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Seul hic au tableau, gênant lorsque l’on enquête, la victimene s’est pas présentée. Le crime n’a en effet pas encore eu lieu. Pire, sonoccurrence dépend en grande partie de l’idée que l’on se fait sur soninévitabilité ou non. Cet aspect des choses, rapidement traité en conclusion – de manière plus implicite qu’explicite –, mérite certainement notreattention. D’autant plus qu’un intitulé pareil oriente forcément la lecture…&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-family: inherit;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span style="line-height: 18px;"&gt;... les développements aujourd&lt;/span&gt;&lt;span style="line-height: 18px;"&gt;’hui à l&lt;/span&gt;&lt;span style="line-height: 18px;"&gt;’oeuvre dans&amp;nbsp;&lt;/span&gt;&lt;span style="line-height: 18px;"&gt;l&lt;/span&gt;&lt;span style="line-height: 18px;"&gt;’espace témoignent d&lt;/span&gt;&lt;span style="line-height: 18px;"&gt;’&lt;/span&gt;&lt;span style="line-height: 115%;"&gt;&lt;span style="font-family: inherit;"&gt;une dimension d&lt;/span&gt;&lt;/span&gt;&lt;span style="line-height: 18px;"&gt;’&lt;/span&gt;&lt;span style="font-family: inherit; line-height: 115%;"&gt;autant plus tragique qu’elle estauto-réalisatrice...&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8169848260641331074-3182525694743502909?l=terrealalune.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://terrealalune.blogspot.com/feeds/3182525694743502909/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://terrealalune.blogspot.com/2012/02/peur-sur-orbite.html#comment-form' title='4 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/3182525694743502909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/3182525694743502909'/><link rel='alternate' type='text/html' href='http://terrealalune.blogspot.com/2012/02/peur-sur-orbite.html' title='Peur sur orbite ?'/><author><name>G.P</name><uri>http://www.blogger.com/profile/17757801099841033703</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-Vg57vLr9fnE/TjEwRkiCtcI/AAAAAAAAAeU/WHkLqo7GmCg/s220/Lune.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8169848260641331074.post-3826380325954507155</id><published>2012-02-13T13:19:00.000+01:00</published><updated>2012-02-13T13:19:17.102+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='U.S.'/><category scheme='http://www.blogger.com/atom/ns#' term='politique spatiale'/><category scheme='http://www.blogger.com/atom/ns#' term='élections présidentielles américaines'/><category scheme='http://www.blogger.com/atom/ns#' term='AGS'/><category scheme='http://www.blogger.com/atom/ns#' term='Lune'/><category scheme='http://www.blogger.com/atom/ns#' term='NASA'/><category scheme='http://www.blogger.com/atom/ns#' term='espace'/><title type='text'>L’espace, enjeu des élections présidentielles américaines ?</title><content type='html'>&lt;i&gt;Ce billet a été publié en avant-première sur le site de l&lt;/i&gt;&lt;a href="http://alliancegeostrategique.org/2012/02/13/l%E2%80%99espace-enjeu-des-elections-presidentielles-americaines/"&gt;’&lt;/a&gt;&lt;i&gt;&lt;a href="http://alliancegeostrategique.org/2012/02/13/l%E2%80%99espace-enjeu-des-elections-presidentielles-americaines/"&gt;Alliance géostratégique&lt;/a&gt;. &lt;/i&gt;&lt;br /&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="CNN%27s%20Wolf%20Blitzer%20is%20seen%20at%20right%20as%20Republican%20presidential%20candidates%2C%20from%20left%2C%20former%20Pennsylvania%20Sen.%20Rick%20Santorum%2C%20former%20House%20Speaker%20Newt%20Gingrich%2C%20former%20Massachusetts%20Gov.%20Mitt%20Romney%20and%20Rep.%20Ron%20Paul%20of%20Texas%20participate%20in%20the%20debate%20in%20Jacksonville%2C%20Fla.%20%28Matt%20Rourke%20/%20Associated%20Press%29" height="255" src="http://www.latimes.com/media/photo/2012-01/175513720-26181442.jpg" style="margin-left: auto; margin-right: auto;" width="400" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;a href="http://articles.latimes.com/2012/jan/26/news/la-pn-newt-gingrich-blitzer-romney-20120126"&gt;Source&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;L’espace constitue-t-il un enjeu pour les électionsprésidentielles américaines&amp;nbsp;? Remarquons d’emblée que ce type de campagnea tendance à focaliser sur les préférences des électeurs concernant quelquesproblématiques bien définies&amp;nbsp;: l’économie, la guerre en Afghanistan, lasanté, etc. Dans ces conditions, nulle attention ou presque ne sera donnée auxenjeux de moindre importance comme peut l’être la politique spatiale. Cela estcompréhensible&amp;nbsp;: peu d’électeurs basent leurs décisions sur la position detel ou tel candidat concernant l’espace. Qui plus est, lorsque les candidatsont une opinion, celle-ci est souvent à peu de choses près la même, y comprisentre les partis. Encore que les nominations républicaines de cette annéesemblent offrir un spectacle bien étrange de ce point de vue. &lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Le débat républicain…&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Il est vrai que cette année un candidat paraîtparticulièrement inspiré par la nouvelle frontière au point d’ailleurs d’enfaire une marque de fabrique. Outre un discours «&amp;nbsp;visionnaire&amp;nbsp;» surune &lt;a href="http://terrealalune.blogspot.com/2012/01/pourquoi-revenir-sur-la-lune-conclusion.html"&gt;futurebase lunaire&lt;/a&gt;, Newt Gingrich a explicitement exprimé à plusieurs reprises sondésaccord avec l’Agence spatiale américaine qu’il qualifie de bureaucratique. «&amp;nbsp;&lt;i&gt;NASA has become an absolute case study inwhy bureaucracy can’t innovate&lt;/i&gt; » a-t-il ainsi indiqué dans un &lt;a href="http://www.spacepolitics.com/2011/06/13/gingrich-and-pawlenty-debate-space-policy-in-new-hampshire/"&gt;débatdans le New Hampshire en juin dernier&lt;/a&gt;. Si l’argent accordé à la NASA depuisla fin d’Apollo avait été proprement dépensé, alors le pays disposeraitaujourd’hui selon lui d’une base lunaire et de plusieurs stations spatiales. &lt;span lang="EN-US"&gt;«&amp;nbsp;&lt;i&gt;Instead, what we’ve had is bureaucracy after bureaucracy afterbureaucracy, and failure after failure&lt;/i&gt;&amp;nbsp;». «&amp;nbsp;&lt;i&gt;I think it is disgraceful the way getting into space has been turnedinto a political pork-barrel. It’s an abuse of the taxpayer and an abuse ofAmerica’s future&lt;/i&gt; » a-t-il encore ajouté dans un &lt;/span&gt;&lt;a href="http://www.spacepolitics.com/2011/10/21/gingrich-calls-for-privatizing-human-spaceflight/"&gt;&lt;span lang="EN-US"&gt;meeting à Dallas en octobre&lt;/span&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;span lang="EN-US"&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Afin deredynamiser le spatial aux Etats-Unis et inciter le secteur privé à lancer desmissions spatiales ambitieuses, y compris vers Mars, Gingrich propose la créationde plusieurs grands Prix – équivalant à des milliards de dollars – dans le style des &lt;a href="http://launiusr.wordpress.com/2010/12/29/the-power-of-aerospace-prizes-for-innovation/"&gt;concours organisés au début duXXe siècle&lt;/a&gt;alors que l’aviation restait encore une affaire de pionniers. L’exempleclassique est le Prix Orteig&lt;span class="apple-style-span"&gt; offert en 1919 par lepropriétaire d’hôtels Raymond Orteig au premier aviateur capable de réaliser unvol sans escale au-dessus de l’Atlantique. C’est ce prix qui a conduit CharlesLindbergh à tenter le voyage en 1927 dans le but de gagner les 25&amp;nbsp;000dollars de récompense. Des décennies plus tard, on parle d'une industrie pesant300&amp;nbsp;milliards de dollars.&amp;nbsp;C’est cette même idée qui a inspiré la &lt;/span&gt;&lt;a href="http://terrealalune.blogspot.com/2011/07/evolution-de-lespace-non-etatique-3-x.html"&gt;&lt;i&gt;X-PrizeFoundation&lt;/i&gt;&lt;/a&gt;&lt;span class="apple-style-span"&gt; de &lt;/span&gt;Peter Diamandis. Une approche alternative,mais comparable, est celle sur laquelle se base le &lt;a href="http://terrealalune.blogspot.com/2011/07/evolution-de-lespace-non-etatique-2-la.html"&gt;programmede &lt;i&gt;Commercial Orbital TransportationServices&lt;/i&gt;&lt;/a&gt; (COTS) de la NASA.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Le problème est que ce soutien en faveur de l’essor d’unespace commercialisé en lieu et place des grands programmes gouvernementauxd’autrefois revient à endosser la politique de l’homme de la Maison Blanche,celui-là même que les Républicains cherchent à défaire en novembre prochain. Enfévrier 2010, dans un &lt;a href="http://www.washingtontimes.com/news/2010/feb/12/obamas-brave-reboot-for-nasa/"&gt;op-eddans le &lt;i&gt;Washington Post&lt;/i&gt;&lt;/a&gt;, Gingrichn’avait ainsi pas hésité à soutenir la «&amp;nbsp;révolution&amp;nbsp;spatiale&amp;nbsp;»de l’administration Obama, qualifiée de «&amp;nbsp;&lt;i&gt;brave reboot for NASA&lt;/i&gt;&amp;nbsp;» méritant «&amp;nbsp;&lt;i&gt;strong approval from Republicans&lt;/i&gt;&amp;nbsp;». Il est vrai qu’Obama coupeici l’herbe sous le pied de la &lt;a href="http://terrealalune.blogspot.com/2012/02/reflexions-sur-le-spatial-etatsunien.html"&gt;critiquetraditionnelle de l’espace par la droite&lt;/a&gt; américaine. Difficile dans cesconditions pour les électeurs de trancher, n’y a-t-il pas en effet consensussur la politique spatiale à adopter&amp;nbsp;? &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;… et les positionsdes candidats&amp;nbsp;: l’espace, comme rhétorique&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;La campagne de Floride – une étape clé, mais aussi un Etatdu «&amp;nbsp;croissant spatial&amp;nbsp;» créé par la NASA et comprenant l’Alabama, leMississippi, la Louisiane et le Texas – a semblé remettre un peu d’ordre dans cela.De fait, les différents candidats ont bataillé ferme afin de montrer auxélecteurs qui tenait la position la plus forte, mais aussi la plus originale etla plus crédible concernant l’espace. Telle est du moins l’impression laisséelors des deux débats télévisés. Les élections de &lt;a href="http://www.thespacereview.com/article/1999/1"&gt;2012&lt;/a&gt; seront-ellesdifférentes de celles de &lt;a href="http://www.thespacereview.com/article/1028/1"&gt;2008&lt;/a&gt;ou &lt;a href="http://www.thespacereview.com/article/84/1"&gt;2004&lt;/a&gt;&amp;nbsp;? Verrons-nousl’espace devenir un enjeu&amp;nbsp;? Nous ne le croyons pas. Nul pouvoirdivinatoire ici. Les &lt;a href="http://www.spacepolitics.com/2012/02/01/did-space-policy-affect-the-outcome-of-the-florida-primary/"&gt;résultatsde Floride&lt;/a&gt; – la victoire de Mitt Romney, un ancien gouverneur duMassachussets – en témoignent déjà largement et la campagne qui suit tend ànouveau à le démontrer&amp;nbsp;: la politique spatiale ne pèsera pas lourd face àdes problématiques comme la santé de l’économie et le chômage.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Et pourquoi en serait-il autrement&amp;nbsp;? A s’en souvenirl’intrusion de l’espace dans la campagne, et qui a culminé avec les récentesdéclarations de Floride, a elle-même été tout artificielle. Rappelons que c’esten effet Mitt Romney qui, lors d’un &lt;a href="http://www.spacepolitics.com/2011/12/10/gingrich-romney-spar-on-space-in-iowa-debate/"&gt;débatà Des Moines, Iowa&lt;/a&gt;, en décembre dernier, s’est servi de l’espace pourdiscréditer son adversaire, Newt Gingrich. Lorsque le modérateur lui demandaiten quoi ses positions différaient de celle de Gingrich, celui-ci a alorsrappelé «&amp;nbsp;&lt;i&gt;his idea to have a lunarcolony that would mine minerals from the Moon&lt;/i&gt;&amp;nbsp;», une &lt;a href="http://www.politifact.com/truth-o-meter/statements/2011/dec/12/david-brooks/david-brooks-says-newt-gingrich-once-proposed-putt/"&gt;description&lt;/a&gt;faite dans un &lt;a href="http://www.amazon.com/Window-Opportunity-Blueprint-Newt-Gingrich/dp/0312939221"&gt;livre&lt;/a&gt;écrit en 1984, et de conclure par «&amp;nbsp;&lt;i&gt;I’mnot in favor of spending that kind of money to do that&lt;/i&gt;&amp;nbsp;». Ce qui a évidemmentdéclenché le verbe enflammé de l’ancien président de la Chambre desreprésentants des Etats-Unis. L’utilisation de l’espace par les diverscandidats montre donc en réalité que l’espace ne constitue pas un enjeu en soi,mais peut tout de même servir, ponctuellement, d’argument rhétorique contre teladversaire, qu’il s’agisse d’un républicain ou de l’homme à abattre, l’actueloccupant de la Maison Blanche. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Pour cette raison, il n’est pas impossible que la politiquespatiale réapparaisse ici et là durant la campagne. C’est d’ores et déjà lecas, Gingrich faisant désormais très souvent l’objet d’attaques utilisantl’argument de la base lunaire. Récemment, Rick Santorum – un ancien sénateur dePennsylvanie – s’est ainsi joint à Mitt Romney pour parler de «&amp;nbsp;&lt;a href="http://www.spacepolitics.com/2012/02/03/santorum-joins-in/"&gt;&lt;i&gt;fiscal insanity&lt;/i&gt;&amp;nbsp;&lt;/a&gt;». Une chosepour laquelle Santorum et Romney ne sont pas forcément appréciés&amp;nbsp;: eux aussireçoivent leur part de critiques, notamment parce qu’ils sont «&amp;nbsp;&lt;i&gt;cheap&lt;/i&gt;&amp;nbsp;», pour reprendre le &lt;a href="http://www.spacepolitics.com/2012/02/09/romney-campaign-continues-to-hammer-away-on-gingrich-lunar-base-proposal/"&gt;mot&lt;/a&gt;de Gingrich, et qu’ils s’opposent aux &lt;a href="http://spectator.org/archives/2012/02/07/santorum-rejects-reagan-space/print"&gt;conservateurshéritiers de l’esprit visionnaire reaganien&lt;/a&gt;. A noter d’ailleurs que lescritiques anti-Lune mobilisent un argumentaire que l’on peut qualifier degauche, à savoir pourquoi aller dans l’espace quand il y a encore tant debesoins sur Terre. Peu importe dans cette perspective d’être dans le vrai oufaux, ce qui importe, ce sont les mots. Ainsi de la critique de la dépendancehumiliante des Etats-Unis – une décision datant de l’administration Bush – àl’égard des taxis spatiaux russes en direction de l’ISS. Obama feracertainement les frais dans les semaines à venir de ce genre de commentaires. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;Tout cela importe-t-il&amp;nbsp;?La présidence et l’espace &lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;D’autant plus que Romney, l’actuel favori de la campagne duGOP, aura de plus en plus tendance à directement croiser le fer avecl’administration Obama. &lt;span lang="EN-US"&gt;«&amp;nbsp;&lt;i&gt;If you wanted to put together a list ofPresident Obama’s failures, it’s a long, long list, indeed. But the one inparticular I want to talk about today is his failure to define a mission forthe space program for this nation&lt;/i&gt;&amp;nbsp;» a-t-il ainsi déjà pu affirmer lorsd’un &lt;/span&gt;&lt;a href="http://www.spacepolitics.com/2012/01/28/romneys-focus-not-the-mission-but-how-to-create-it/"&gt;&lt;span lang="EN-US"&gt;discours en Floride&lt;/span&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt;. &lt;/span&gt;Dans cette perspectivedemander si les positions tenues par un candidat lors de la campagne auront uneinfluence en cas de victoire&amp;nbsp;fait-il sens&amp;nbsp;? A priori, il ne semblepas hardi de croire que l’enthousiasme pour l’espace – même rhétorique – ou, àl’inverse, l’absence d’intérêt, d’un candidat aura un impact sur la politiquespatiale des Etats-Unis si jamais celui-ci est élu. Ce serait commettre pourtantdeux exagérations. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Tout d’abord, le président n’a pas la mainmise sur lapolitique spatiale. Cette dernière est de fait à l’intersection de plusieurslogiques, gouvernées par la Présidence certes, mais aussi le Congrès et labureaucratie. Le président n’est qu’un joueur parmi d’autres. Ensuite, que leprésident ait un intérêt particulier pour l’espace ou non ne change rien aufait que l’espace – au moins dans sa dimension civile – n’est plus un enjeunational américain depuis la fin des années 1960. L’espace est devenu uneactivité marginale avec des décisions prises de façon incrémentale, définiessur la base de «&amp;nbsp;ce que l’on peut se permettre&amp;nbsp;» et de «&amp;nbsp;commenton peut le vendre&amp;nbsp;» et impliquant des conflits entre divers groupes. Bref,parfois l’orbite la plus intéressante est située dans la &lt;a href="http://en.wikipedia.org/wiki/Inside_the_Beltway"&gt;Beltway&lt;/a&gt;. Conséquencede cela, ni Reagan, ni Bush père ou Bush fils, n’ont été capables de relancerle programme d’exploration. Reste l’espace militaire. Seul &lt;a href="http://www.spacepolitics.com/2012/01/26/the-great-florida-space-debate-part-two/"&gt;RonPaul&lt;/a&gt; a mis l’accent sur celui-ci durant la campagne, et encore seulementlorsque la question lui a été posée et pour s’opposer à tout «&amp;nbsp;&lt;i&gt;fun&lt;/i&gt;&amp;nbsp;» inutile. Si celui-ci estfinalement évacué, du moins pour le moment, c’est justement parce qu’il estsupposé «&amp;nbsp;utile&amp;nbsp;» et donc incompatible avec la vision de l’espacefrontière des pionniers. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Cela n’empêche pas la présidence des Etats-Unis de disposerd’un pouvoir rhétorique très important et de mettre justement à profit cettecapacité là dans l’espace, un lieu de prouesses fantastiques rendues possiblesautant par les actions physiques (marcher sur la Lune, etc.) que par les mots. &lt;span lang="EN-US"&gt;En mai 1961, lorsque le président &lt;/span&gt;&lt;a href="http://www.nasa.gov/vision/space/features/jfk_speech_text.html"&gt;&lt;span lang="EN-US"&gt;John F. Kennedy révélait&lt;/span&gt;&lt;/a&gt;&lt;span lang="EN-US"&gt; ses plans, c’était en disant«&amp;nbsp;&lt;i&gt;Now it is time to take longerstrides, time for a great new American Enterprise, time for this Nation to takea clearly leading role in space achievement which in many ways may hold the keyto our future on Earth&lt;/i&gt;&amp;nbsp;». &lt;/span&gt;Et c’est avec des mots trèssemblables que le président &lt;a href="http://www.historyplace.com/speeches/reagan-challenger.htm"&gt;Ronald Reagans’exprimait&lt;/a&gt; après l’explosion de la navette Challenger en 1986, «&amp;nbsp;&lt;i&gt;We’ve grown used to wonders in this century.&lt;/i&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;It’s hard to dazzle us. But for 25 years the United States space programhas been doing just that. We’ve grown used to the idea of space and perhaps weforgot that we’ve only just begun. &lt;/span&gt;We’re still pioneers&lt;/i&gt;&amp;nbsp;». Defait, si l’espace sert d’argument rhétorique utile dans la campagne desprochaines semaines, c’est aussi parce que l’espace, par le rôle qu’il jouedans la psyché collective, est le terrain par excellence pour exprimer sa «&amp;nbsp;vision&amp;nbsp;»de l’Amérique. Lorsque &lt;a href="http://www.spacepolitics.com/2012/01/26/the-great-florida-space-debate-part-two/"&gt;Gingrichdit que&lt;/a&gt; «&amp;nbsp;&lt;i&gt;I’d like to have anAmerican on the Moon before the Chinese get there&lt;/i&gt;&amp;nbsp;», il démontre à lafois sa foi dans l’exceptionnalisme américain et son opposition ferme face ausupposé déclin des Etats-Unis. &lt;/div&gt;&lt;div align="right" class="MsoNormal" style="text-align: right;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Les esprits curieux pourront également jeter un œil sur&amp;nbsp;:&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;span lang="EN-US" style="line-height: 115%;"&gt;Roger D. Launius et Howard E. McCurdy (&lt;i&gt;eds.&lt;/i&gt;), &lt;i&gt;&lt;a href="http://www.amazon.fr/gp/product/0252066324/ref=as_li_ss_tl?ie=UTF8&amp;amp;tag=terre0d-21&amp;amp;linkCode=as2&amp;amp;camp=1642&amp;amp;creative=19458&amp;amp;creativeASIN=0252066324"&gt;Spaceflight and the Myth ofPresidential Leadership&lt;/a&gt;&lt;/i&gt;, University of Illinois Press, 1997.&amp;nbsp;&lt;/span&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;Xavier Pasco, &lt;i&gt;&lt;a href="http://www.amazon.fr/gp/product/2738452701/ref=as_li_ss_tl?ie=UTF8&amp;amp;tag=terre0d-21&amp;amp;linkCode=as2&amp;amp;camp=1642&amp;amp;creative=19458&amp;amp;creativeASIN=2738452701"&gt;La politique spatiale des Etats-Unis 1958-1995&lt;/a&gt;&lt;/i&gt;, L’Harmattan, 1997.&lt;/blockquote&gt;&lt;br /&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8169848260641331074-3826380325954507155?l=terrealalune.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://terrealalune.blogspot.com/feeds/3826380325954507155/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://terrealalune.blogspot.com/2012/02/lespace-enjeu-des-elections.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/3826380325954507155'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/3826380325954507155'/><link rel='alternate' type='text/html' href='http://terrealalune.blogspot.com/2012/02/lespace-enjeu-des-elections.html' title='L’espace, enjeu des élections présidentielles américaines ?'/><author><name>G.P</name><uri>http://www.blogger.com/profile/17757801099841033703</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-Vg57vLr9fnE/TjEwRkiCtcI/AAAAAAAAAeU/WHkLqo7GmCg/s220/Lune.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8169848260641331074.post-745671895223973582</id><published>2012-02-08T15:06:00.000+01:00</published><updated>2012-02-13T13:17:04.234+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Wernher von Braun'/><category scheme='http://www.blogger.com/atom/ns#' term='vol habité'/><category scheme='http://www.blogger.com/atom/ns#' term='blogs'/><category scheme='http://www.blogger.com/atom/ns#' term='humanité'/><category scheme='http://www.blogger.com/atom/ns#' term='U.S.'/><category scheme='http://www.blogger.com/atom/ns#' term='questions éthiques'/><category scheme='http://www.blogger.com/atom/ns#' term='Lune'/><category scheme='http://www.blogger.com/atom/ns#' term='exploration'/><category scheme='http://www.blogger.com/atom/ns#' term='science'/><category scheme='http://www.blogger.com/atom/ns#' term='motivation de la conquête spatiale'/><category scheme='http://www.blogger.com/atom/ns#' term='espace'/><title type='text'>Pourquoi partir à la conquête de l’espace ?</title><content type='html'>&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;img alt="File:NASA-Apollo8-Dec24-Earthrise.jpg" height="400" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/a8/NASA-Apollo8-Dec24-Earthrise.jpg/600px-NASA-Apollo8-Dec24-Earthrise.jpg" width="400" /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Roger Launius, historien, fin connaisseur de la chosespatiale – notamment américaine – et auteur de très nombreux &lt;a href="http://launiusr.wordpress.com/publications/"&gt;ouvrages&lt;/a&gt;, est aussi &lt;a href="http://launiusr.wordpress.com/"&gt;bloggeur&lt;/a&gt; à ses heures perdues. Orvoilà qu’il vient de reproduire sur son blog une très belle lettre rédigée en1970 par Ernst Stuhlinger, alors Associate Director for Science au &lt;a href="http://fr.wikipedia.org/wiki/Centre_de_vol_spatial_Marshall"&gt;MarshallSpace Flight Center&lt;/a&gt;, à Huntsville, Alabama, en réponse à Sœur Mary qui, s’occupantdes enfants affamés de Zambie en Afrique, s’interroge avec naturel et sincérité sur le caractère raisonnable (&lt;i&gt;i.e.&lt;/i&gt; utile) de la conquête de l’espace. Je reproduis la lettre telle quelle. Elle reste, près de quaranteaprès, un témoignage éloquent en faveur de l’exploration de l’espace.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;a name='more'&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Qu’on me permette toutefois une mise en contexte. Tout d’abord,un des principaux débats agitant la communauté spatiale depuis les originesconcerne effectivement l’intérêt économique qu’il y a à aller dans l’espace.Pour certains, les vols spatiaux – notamment habités – gaspillent l’argent dontl’utilisation serait la bienvenue dans d’autres secteurs «&amp;nbsp;terrestres&amp;nbsp;»(faim dans le monde, environnement, éducation, programmes sociaux, etc.). Pourd’autres, les bénéfices liés aux activités spatiales (emplois et retombéestechnologiques) sont au contraire cruciaux.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Bien entendu, les justifications sont à la fois plus nombreuses et plus profondes. J’aimoi-même essayé &lt;a href="http://terrealalune.blogspot.com/2011/10/pourquoi-revenir-sur-la-lune-la.html"&gt;ici&lt;/a&gt;,&lt;a href="http://terrealalune.blogspot.com/2011/11/pourquoi-revenir-sur-la-lune-its-space.html"&gt;ici&lt;/a&gt;,&lt;a href="http://terrealalune.blogspot.com/2011/12/pourquoi-revenir-sur-la-lune-la.html"&gt;ici&lt;/a&gt;et &lt;a href="http://terrealalune.blogspot.com/2012/01/pourquoi-revenir-sur-la-lune-conclusion.html"&gt;là&lt;/a&gt;d’en faire la présentation grossière. Je me promets d’ailleurs d’y revenir. N’endemeure pas moins que, de ce point de vue, le principal mérite d’ErnstStuhlinger est de dépasser cette opposition binaire classique. A noter queStuhlinger, né en Allemagne en 1913, a fait partie des &lt;a href="http://en.wikipedia.org/wiki/German_rocket_scientists_in_the_US"&gt;127scientifiques&lt;/a&gt; qui, à la fin de la Deuxième guerre mondiale, ont décidé, avecWernher von Braun (1912-1977), d’immigrer aux Etats-Unis. Il y est mort &lt;a href="http://www.spaceref.com/news/viewnews.html?id=1291"&gt;en 2008 à l’âge de 94ans&lt;/a&gt;.&lt;/div&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;Dear Sister MaryJucunda,&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Your letter was one of many which are reachingme every day, but it has touched me more deeply than all the others because itcame so much from the depths of a searching mind and a compassionate heart. Iwill try to answer your question as best as I possibly can.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;First, however, I would like to express mygreat admiration for you, and for all your many brave sisters, because you arededicating your lives to the noblest cause of man: help for his fellowmen whoare in need.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;You asked in your letter how I could suggestthe expenditures of billions of dollars for a voyage to Mars, at a time whenmany children on this Earth are starving to death. I know that you do notexpect an answer such as “Oh, I did not know that there are children dying fromhunger, but from now on I will desist from any kind of space research untilmankind has solved that problem!” In fact, I have known of famined childrenlong before I knew that a voyage to the planet Mars is technically feasible. However,I believe, like many of my friends, that travelling to the Moon and eventuallyto Mars and to other planets is a venture which we should undertake now, and Ieven believe that this project, in the long run, will contribute more to thesolution of these grave problems we are facing here on Earth than many otherpotential projects of help which are debated and discussed year after year, andwhich are so extremely slow in yielding tangible results.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Before trying to describe in more detail howour space program is contributing to the solution of our Earthly problems, Iwould like to relate briefly a supposedly true story, which may help supportthe argument. About 400 years ago, there lived a count in a small town inGermany. He was one of the benign counts, and he gave a large part of hisincome to the poor in his town. This was much appreciated, because poverty wasabundant during medieval times, and there were epidemics of the plague whichravaged the country frequently. One day, the count met a strange man. He had aworkbench and little laboratory in his house, and he labored hard during thedaytime so that he could afford a few hours every evening to work in hislaboratory. He ground small lenses from pieces of glass; he mounted the lensesin tubes, and he used these gadgets to look at very small objects. The countwas particularly fascinated by the tiny creatures that could be observed withthe strong magnification, and which he had never seen before. He invited theman to move with his laboratory to the castle, to become a member of thecount’s household, and to devote henceforth all his time to the development andperfection of his optical gadgets as a special employee of the count.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The townspeople, however, became angry whenthey realized that the count was wasting his money, as they thought, on a stuntwithout purpose. “We are suffering from this plague,” they said, “while he ispaying that man for a useless hobby!” But the count remained firm. “I give youas much as I can afford,” he said, “but I will also support this man and hiswork, because I know that someday something will come out of it!”&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Indeed, something very good came out of thiswork, and also out of similar work done by others at other places: themicroscope. It is well known that the microscope has contributed more than anyother invention to the progress of medicine, and that the elimination of theplague and many other contagious diseases from most parts of the world islargely a result of studies which the microscope made possible.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The count, by retaining some of his spendingmoney for research and discovery, contributed far more to the relief of humansuffering than he could have contributed by giving all he could possibly spareto his plague-ridden community.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The situation which we are facing today issimilar in many respects. The President of the United States is spending about200 billion dollars in his yearly budget. This money goes to health, education,welfare, urban renewal, highways, transportation, foreign aid, defense,conservation, science, agriculture and many installations inside and outsidethe country. About 1.6 percent of this national budget was allocated to spaceexploration this year. The space program includes Project Apollo, and manyother smaller projects in space physics, space astronomy, space biology,planetary projects, Earth resources projects, and space engineering. To makethis expenditure for the space program possible, the average American taxpayerwith 10,000 dollars income per year is paying about 30 tax dollars for space.The rest of his income, 9,970 dollars, remains for his subsistence, hisrecreation, his savings, his other taxes, and all his other expenditures.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;You will probably ask now: “Why don’t you take5 or 3 or 1 dollar out of the 30 space dollars which the average Americantaxpayer is paying, and send these dollars to the hungry children?” To answerthis question, I have to explain briefly how the economy of this country works.The situation is very similar in other countries. The government consists of anumber of departments (Interior, Justice, Health, Education and Welfare,Transportation, Defense, and others) and the bureaus (National ScienceFoundation, National Aeronautics and Space Administration, and others). All ofthem prepare their yearly budgets according to their assigned missions, andeach of them must defend its budget against extremely severe screening bycongressional committees, and against heavy pressure for economy from theBureau of the Budget and the President. When the funds are finally appropriatedby Congress, they can be spent only for the line items specified and approvedin the budget.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The budget of the National Aeronautics andSpace Administration, naturally, can contain only items directly related toaeronautics and space. If this budget were not approved by Congress, the fundsproposed for it would not be available for something else; they would simplynot be levied from the taxpayer, unless one of the other budgets had obtainedapproval for a specific increase which would then absorb the funds not spentfor space. You realize from this brief discourse that support for hungrychildren, or rather a support in addition to what the United States is alreadycontributing to this very worthy cause in the form of foreign aid, can beobtained only if the appropriate department submits a budget line item for thispurpose, and if this line item is then approved by Congress.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;You may ask now whether I personally would bein favor of such a move by our government. My answer is an emphatic yes.Indeed, I would not mind at all if my annual taxes were increased by a numberof dollars for the purpose of feeding hungry children, wherever they may live.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;I know that all of my friends feel the sameway. However, we could not bring such a program to life merely by desistingfrom making plans for voyages to Mars. On the contrary, I even believe that byworking for the space program I can make some contribution to the relief andeventual solution of such grave problems as poverty and hunger on Earth. Basicto the hunger problem are two functions: the production of food and thedistribution of food. Food production by agriculture, cattle ranching, oceanfishing and other large-scale operations is efficient in some parts of theworld, but drastically deficient in many others. For example, large areas ofland could be utilized far better if efficient methods of watershed control,fertilizer use, weather forecasting, fertility assessment, plantationprogramming, field selection, planting habits, timing of cultivation, cropsurvey and harvest planning were applied.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The best tool for the improvement of all thesefunctions, undoubtedly, is the artificial Earth satellite. Circling the globeat a high altitude, it can screen wide areas of land within a short time; itcan observe and measure a large variety of factors indicating the status andcondition of crops, soil, droughts, rainfall, snow cover, etc., and it canradio this information to ground stations for appropriate use. It has beenestimated that even a modest system of Earth satellites equipped with Earthresources, sensors, working within a program for worldwide agriculturalimprovements, will increase the yearly crops by an equivalent of many billionsof dollars.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The distribution of the food to the needy is acompletely different problem. The question is not so much one of shippingvolume, it is one of international cooperation. The ruler of a small nation mayfeel very uneasy about the prospect of having large quantities of food shippedinto his country by a large nation, simply because he fears that along with thefood there may also be an import of influence and foreign power. Efficientrelief from hunger, I am afraid, will not come before the boundaries betweennations have become less divisive than they are today. I do not believe thatspace flight will accomplish this miracle over night. However, the spaceprogram is certainly among the most promising and powerful agents working inthis direction.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Let me only remind you of the recentnear-tragedy of Apollo 13. When the time of the crucial reentry of theastronauts approached, the Soviet Union discontinued all Russian radiotransmissions in the frequency bands used by the Apollo Project in order toavoid any possible interference, and Russian ships stationed themselves in thePacific and the Atlantic Oceans in case an emergency rescue would becomenecessary. Had the astronaut capsule touched down near a Russian ship, theRussians would undoubtedly have expended as much care and effort in their rescueas if Russian cosmonauts had returned from a space trip. If Russian spacetravelers should ever be in a similar emergency situation, Americans would dothe same without any doubt.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Higher food production through survey andassessment from orbit, and better food distribution through improvedinternational relations, are only two examples of how profoundly the spaceprogram will impact life on Earth. I would like to quote two other examples:stimulation of technological development, and generation of scientificknowledge.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The requirements for high precision and forextreme reliability which must be imposed upon the components of amoon-travelling spacecraft are entirely unprecedented in the history ofengineering. The development of systems which meet these severe requirementshas provided us a unique opportunity to find new material and methods, toinvent better technical systems, to manufacturing procedures, to lengthen thelifetimes of instruments, and even to discover new laws of nature.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;All this newly acquired technical knowledge isalso available for application to Earth-bound technologies. Every year, about athousand technical innovations generated in the space program find their waysinto our Earthly technology where they lead to better kitchen appliances andfarm equipment, better sewing machines and radios, better ships and airplanes,better weather forecasting and storm warning, better communications, bettermedical instruments, better utensils and tools for everyday life. Presumably,you will ask now why we must develop first a life support system for ourmoon-travelling astronauts, before we can build a remote-reading sensor systemfor heart patients. The answer is simple: significant progress in the solutionsof technical problems is frequently made not by a direct approach, but by firstsetting a goal of high challenge which offers a strong motivation forinnovative work, which fires the imagination and spurs men to expend their bestefforts, and which acts as a catalyst by including chains of other reactions.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Spaceflight without any doubt is playingexactly this role. The voyage to Mars will certainly not be a direct source offood for the hungry. However, it will lead to so many new technologies andcapabilities that the spin-offs from this project alone will be worth manytimes the cost of its implementation.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Besides the need for new technologies, there isa continuing great need for new basic knowledge in the sciences if we wish toimprove the conditions of human life on Earth. We need more knowledge inphysics and chemistry, in biology and physiology, and very particularly inmedicine to cope with all these problems which threaten man’s life: hunger,disease, contamination of food and water, pollution of the environment.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;We need more young men and women who choosescience as a career and we need better support for those scientists who havethe talent and the determination to engage in fruitful research work.Challenging research objectives must be available, and sufficient support forresearch projects must be provided. Again, the space program with its wonderfulopportunities to engage in truly magnificent research studies of moons andplanets, of physics and astronomy, of biology and medicine is an almost idealcatalyst which induces the reaction between the motivation for scientific work,opportunities to observe exciting phenomena of nature, and material supportneeded to carry out the research effort.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Among all the activities which are directed,controlled, and funded by the American government, the space program iscertainly the most visible and probably the most debated activity, although itconsumes only 1.6 percent of the total national budget, and 3 per mille (lessthan one-third of 1 percent) of the gross national product. As a stimulant andcatalyst for the development of new technologies, and for research in the basicsciences, it is unparalleled by any other activity. In this respect, we mayeven say that the space program is taking over a function which for three orfour thousand years has been the sad prerogative of wars.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;How much human suffering can be avoided ifnations, instead of competing with their bomb-dropping fleets of airplanes androckets, compete with their moon-travelling space ships! This competition isfull of promise for brilliant victories, but it leaves no room for the bitterfate of the vanquished, which breeds nothing but revenge and new wars.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Although our space program seems to lead usaway from our Earth and out toward the moon, the sun, the planets, and thestars, I believe that none of these celestial objects will find as muchattention and study by space scientists as our Earth. It will become a betterEarth, not only because of all the new technological and scientific knowledgewhich we will apply to the betterment of life, but also because we aredeveloping a far deeper appreciation of our Earth, of life, and of man.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;The photograph&lt;/span&gt;&lt;/i&gt;&lt;span lang="EN-US"&gt; [voir ci-dessus, et également &lt;a href="http://en.wikipedia.org/wiki/Apollo_8"&gt;ici&lt;/a&gt;]&lt;i&gt; which I enclose with this letter shows a view of our Earth as seen fromApollo 8 when it orbited the moon at Christmas, 1968. Of all the many wonderfulresults of the space program so far, this picture may be the most importantone. It opened our eyes to the fact that our Earth is a beautiful and mostprecious island in an unlimited void, and that there is no other place for usto live but the thin surface layer of our planet, bordered by the bleaknothingness of space. Never before did so many people recognize how limited ourEarth really is, and how perilous it would be to tamper with its ecologicalbalance. Ever since this picture was first published, voices have become louderand louder warning of the grave problems that confront man in our times:pollution, hunger, poverty, urban living, food production, water control, overpopulation.It is certainly not by accident that we begin to see the tremendous taskswaiting for us at a time when the young space age has provided us the firstgood look at our own planet.&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Very fortunately though, the space age not onlyholds out a mirror in which we can see ourselves, it also provides us with thetechnologies, the challenge, the motivation, and even with the optimism toattack these tasks with confidence. What we learn in our space program, Ibelieve, is fully supporting what Albert Schweitzer had in mind when he said:“I am looking at the future with concern, but with good hope.”&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;My very best wishes will always be with you,and with your children.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Very sincerely yours,&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;blockquote class="tr_bq"&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Ernst Stuhlinger&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;i&gt;&lt;span lang="EN-US"&gt;Associate Director for Science&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;/blockquote&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/8169848260641331074-745671895223973582?l=terrealalune.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://terrealalune.blogspot.com/feeds/745671895223973582/comments/default' title='Publier les commentaires'/><link rel='replies' type='text/html' href='http://terrealalune.blogspot.com/2012/02/pourquoi-partir-la-conquete-de-lespace.html#comment-form' title='0 commentaires'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/745671895223973582'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8169848260641331074/posts/default/745671895223973582'/><link rel='alternate' type='text/html' href='http://terrealalune.blogspot.com/2012/02/pourquoi-partir-la-conquete-de-lespace.html' title='Pourquoi partir à la conquête de l’espace ?'/><author><name>G.P</name><uri>http://www.blogger.com/profile/17757801099841033703</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/-Vg57vLr9fnE/TjEwRkiCtcI/AAAAAAAAAeU/WHkLqo7GmCg/s220/Lune.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8169848260641331074.post-591397137349373403</id><published>2012-02-05T14:02:00.000+01:00</published><updated>2012-02-08T12:45:27.986+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='AGS'/><title type='text'>« Au-delà de la Syrie, le Grand Jeu »</title><content type='html'>&lt;div style="text-align: center;"&gt;Voilà un café stratégique qui vient à point nommé. Réservez dès à présent votre soirée du 9 février. L’Alliance géostratégique vous invite à échanger et débattre avec&lt;strong&gt; Joseph Bahout&lt;/strong&gt;, enseignant à Sciences Po, chercheur à l’&lt;a href="http://www.academiediplomatique.org/fr/pag1-A-Propos.html" target="_blank"&gt;Académie Diplomatique Internationale&lt;/a&gt;, sur les implications régionales de la crise syrienne.&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img alt="" height="320" 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
