tag:blogger.com,1999:blog-68762747351209034552024-03-13T10:26:33.075+01:00CRDCComité Romand pour une Défense nationale CrédibleFrançois Monneyhttp://www.blogger.com/profile/13877382470647368122noreply@blogger.comBlogger7125tag:blogger.com,1999:blog-6876274735120903455.post-17451461753473136492020-09-08T08:21:00.001+02:002020-09-08T08:21:00.506+02:00Air2030 et les affaires compensatoires<p>L'arrêté fédéral est aussi très clair là-dessus : le constructeur choisit doit reverser 60% du prix d'achat dans l'économie suisse, via des affaires compensatoires.</p><p>En résumé, sachant que <a href="/2020/09/air2030-et-le-cout.html">le coût sera plafonné à CHF 6 milliards</a>, CHF 3.6 milliards vont revenir dans l'économie suisse, nos petites et moyennes entreprises. Autrement dit, nos avions vont coûter CHF 2.4 milliards, sur 10 ans, et le reste va servir à notre économie qui en a bien besoin dans cette période de pandémie.</p>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.comtag:blogger.com,1999:blog-6876274735120903455.post-64935936999480818342020-09-07T13:42:00.002+02:002020-09-07T13:50:02.459+02:00Air2030 et le coût<p>Le coût de l'achat des avions de combat est écrit noir sur blanc dans l'arrêté fédéral soumis au vote. Il s'agit de maximum 6 milliards de francs.</p><p><img alt="" height="171" src="data:image/png;base64,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" width="1070" /></p><p>Cet argent, comme expliqué de la <a href="/2020/07/tant-lacquisition-des-avions-de-combat.html">publication sur le financement</a>, est pris dans le budget de l'armée.</p><p>L'armée a prévu de financer ces avions à la hauteur de CHF 600 millions par année, sur 10 ans.</p><p><img alt="" height="421" 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" width="808" /></p>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.comtag:blogger.com,1999:blog-6876274735120903455.post-48103866800833898882020-08-05T17:17:00.000+02:002020-08-05T17:17:21.598+02:00Air2030 et pourquoi dire OUI à l’acquisition de “joujoux hyper technologiques pour aller faire les foufous dans le ciel”<div><img alt="7 mars 2019 : le cdt C Philippe Rebord, alors chef de l’Armée, lors de l’émission radiophonique “La Matinale” de RTS La 1ère." src="https://media-exp1.licdn.com/dms/image/C4D12AQGCCc4AGznirQ/article-cover_image-shrink_423_752/0?e=1602115200&v=beta&t=yjIWAgD73SaLTwcTP4zfP3TOXPIX8e-uK3mzz7PwLTg" /></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTgAtELfEfjlelDKNb-rswkT9FncHeB8a8PZp7BGg2timaF8lxB0kVgJlTP0bbdKJKmExekugidzZjowgBvk3qqHB1qP4H4TMi5lQI1BI5Dp23vWKcsookJ_Omem2eTjK1Ic3qcSQzafc/s700/0.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="393" data-original-width="700" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTgAtELfEfjlelDKNb-rswkT9FncHeB8a8PZp7BGg2timaF8lxB0kVgJlTP0bbdKJKmExekugidzZjowgBvk3qqHB1qP4H4TMi5lQI1BI5Dp23vWKcsookJ_Omem2eTjK1Ic3qcSQzafc/s640/0.jpg" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="background-color: white; color: rgba(0, 0, 0, 0.6); font-family: -apple-system, system-ui, BlinkMacSystemFont, "Segoe UI", Roboto, "Helvetica Neue", "Fira Sans", Ubuntu, Oxygen, "Oxygen Sans", Cantarell, "Droid Sans", "Apple Color Emoji", "Segoe UI Emoji", "Segoe UI Symbol", "Lucida Grande", Helvetica, Arial, sans-serif; font-size: 12px;"> 7 mars 2019 : le cdt C Ph. Rebord, alors chef de l’Armée, lors de l’émission radiophonique “La Matinale” de RTS La 1ère.</span></td></tr></tbody></table><div><i><br /><br /></i></div><i>Remarque liminaire : le présent article est un extrait remanié d’un article paru dans le numéro T2/2020 “Air2030” de la <a href="https://revuemilitairesuisse.ch/">Revue militaire suisse</a>, p. 47.</i><br /><br />On aime voir dans le résultat d’une votation une sagesse populaire comprise comme l’expression d’un certain bon sens ou d’une capacité à faire des choix apparemment justes. Insinuerais-je ainsi que ladite sagesse populaire ne pourrait être qu’un miroir aux alouettes ? cela au pays champion du monde de la démocratie directe ? Voilà qui devrait me valoir la mise au pilori en place Fédérale. Au moins.<br /><br />Toutefois, à une époque où chacune et chacun est en butte à la désinformation dans l’infodémie, où beaucoup se bornent à survoler et à relayer en masse sur les médias dits [encore] sociaux des contenus plus souvent simplistes et distractifs qu’informatifs, et parfois des propos complotistes, quand ce ne sont pas simplement des infox (fake news) pour en faire des vérités, plutôt que de prendre ou trouver le temps de déchiffrer des informations complexes, force est d’admettre que ce sont des biais cognitifs et l’émotionnel plutôt que le calme, la réflexion et la modération qui risquent de prédominer au moment d’apposer un “oui” ou un “non” sur le bulletin de vote.<br /><br />Les opposants à tout achat d’avions autres que des avions inaptes à l’exercice de notre souveraineté sur notre espace aérien - les fameux “<a href="https://www.linkedin.com/pulse/air2030-la-fable-du-li%C3%A8vre-et-de-tortue-ne-sapplique-pas-monney/">avions de combat légers</a>” - l’ont bien compris : ils se bornent à agiter les esprits avec des sentences populistes comme “gaspillage de l’argent du contribuable”, “achat luxueux”, “absence flagrante de sens des priorités”, “chèque en blanc” ou “décision antidémocratique”, et créer ainsi des biais d’ancrage.<br /><h3 style="text-align: left;">Prise de conscience de l’existence de biais d’ancrage</h3>La technique est bien connue dans la vente et la manipulation des foules. Elle désigne la difficulté que l’on rencontre à se départir de sa première impression. En se focalisant sur une première information - “La population a déjà dit non aux 3,126 milliards pour des Gripen en 2014 !”- ou sur une première valeur - “18, même 24 milliards pour des avions de combat inutiles !” -, l’esprit n’arrive plus à apprécier et prendre en considération les nouvelles informations, les nouvelles valeurs ou à envisager d’autres choix. Par exemple, l’étiquette de “joujoux hyper technologiques pour aller faire les foufous dans le ciel” est très difficile à retirer [1 cf. “Notes” en fin d’article].<br /><br />Important avec les nombres [2], le biais d’ancrage correspond aussi au fait que les personnes raisonnent en se polarisant sur des éléments-clés fondés sur des événements passés — “Nous avons déjà dit non aux milliards du Gripen !”–, souvent non pertinents, utilisés comme repères lorsqu’elles sont dans l’incertitude. Cela leur permet de prendre des décisions ou de formuler un avis rapidement, sans toutefois prendre suffisamment en compte les informations nouvelles — “Cette fois, la question est de savoir si la Suisse veut une force aérienne à l’avenir ou si elle n’en veut plus” [3].<br /><br />Avec l’engagement financier extraordinaire de la Confédération pour tenter de limiter tant que faire se peut l’effroyable casse socio-économique provoquée par la crise sans précédent du coronavirus-SARS-CoV-2 (COVID-19) et la mise en doute quasi systématique sur les réseaux sociaux des informations de type scientifique — cela par autant d’éminents épidémiologistes que nous connaissons d’experts autoproclamés es guerre aérienne ou es avions de combat — , les sentences et autres aphorismes des opposants aux avions de combat parlent actuellement à l’émotionnel encore mieux qu’avant le semi-confinement de la COVID-19 et la crise socio-économique majeure dans laquelle nous nous enfonçons à grands pas. Cela bétonne surtout l’ancrage des biais préexistants.<br /><br />Nous n’avons pour l’instant pas lu ou entendu beaucoup de déclarations relever que les milliards “économisés” par le “non au Gripen” n’ont pas permis entre-temps d’éviter les suicides de nos agriculteurs pris à la gorge, d’augmenter les rentes AVS, de financer le congé paternité, d’éradiquer la pauvreté en Suisse ou de sauver le climat. Tout comme nous n’avons pas encore suffisamment lu ou entendu qu’en cas de “non”le 27 septembre prochain, ces milliards prétendument claqués dans avions dits “de luxe” ne pourront, constituer un ballon d’oxygène pour soulager les plus précaires d’entre nous en ces temps d’incertitudes financière et économique, ou pour sauver le climat face à l’urgence climatique qui nous donne toutes et tous pour moitié morts en 2050 [4].<br /><br />À moins de vouloir utiliser purement et simplement le budget de l’Armée suisse pour financer les dégâts sociaux et économiques engendrés par la COVID-19, sauver notre agriculture, nos retraites et le climat, ainsi que financer l’éducation et le social, donc de supprimer l’armée pour y parvenir, on ne va pas “économiser des milliards”, car rappelons de nouveau ici que les coûts d’acquisition et d’exploitation sur trente ans des futurs avions de combat sont financés par le budget ordinaire de l’armée. Par ailleurs, si 0,8% du PIB pouvait permettre de réaliser le vaste programme présenté par les opposants, ça se saurait.<br /><br />Aussi, en butte à des biais d’ancrage soigneusement créés et entretenus depuis des années par les opposants à une armée dotée des moyens nécessaires pour faire respecter notre neutralité dans les airs et sur terre, protéger et aider la population, nos concitoyennes et concitoyens sont-ils aujourd’hui à même d’entendre que leur armée comprise comme un ensemble complet et cohérent de capacités militaires constitue une assurance-vie ? contre une éventuelle surprise stratégique autre que sanitaire ou cybernétique, dans dix, vingt ou trente ans ?<br /><br />Ces biais cognitifs cultivés avec soin vont-ils permettent à notre population de comprendre que la souveraineté sur notre espace aérien représente la clause “tous risques” de ce contrat d’assurance ? celle qui, comme la disponibilité de stocks de masques de protection et de solution hydroalcoolique ou de respirateurs et de stations de soins intensifs coûte toujours trop cher ou est superflue sur le moment, jusqu’au jour où on en a cruellement besoin ?<br /><br />Au vu de la grave crise économique et de la casse sociale que notre pays et ses habitants s’apprêtent à traverser, la population suisse aura-t-elle la capacité de s’abstraire de “l’effet tunnel” et de la “logique de l’utilité immédiate” et prendre conscience que le vote sur les avions de combat le 27 septembre prochain représente une croisée des chemins pour la politique de sécurité de notre pays ? que ce serait une grave erreur, dans un monde volatile, incertain, complexe et ambigu, et jamais apparu aussi dangereux depuis la fin de la guerre froide, que de vouloir paralyser notre outil de défense militaire en lui retirant son épine dorsale ? qu’une Suisse neutre doté des moyens de faire respecter sa neutralité, avant d’être éventuellement acculée à devoir se défendre, est une Suisse souveraine, respectée à tous les égards, et qui peut ainsi mener une diplomatie active dans le domaine des bons offices ? et que cela constitue un facteur de stabilité et de paix sur le continent européen et dans le monde en général ?<br /><br />Ne pas avoir suffisamment conscience de l’existence de ces biais au sein de la population en général ainsi que des conditions-cadres qui peuvent actuellement brouiller sa perception de l’enjeu du vote sur les avions de combat est, à mon avis, pas aidant pour la campagne du “<a href="https://securite-oui.ch/">OUI à la sécurité aérienne</a>”.<br /><br />Si nous n’affrontons pas la réalité chaque jour et ne faisons pas ce qui doit être fait pour affaiblir l’ancrage de ces biais cognitifs, nous serons morts demain — du moins dans les urnes le 27 septembre. Nous devons donc apprendre, nous devons être cohérents, même si cela nous demande de nous faire violence pour traiter les questions qui dérangent autour des avions de combat. Les opposants à une armée apte à faire respecter notre neutralité, à éventuellement la défendre dans les airs et sur terre, ainsi qu’à protéger et aider notre population n’ont, eux, rien à perdre et tout à gagner de nous voir perdre à nouveau !<img src="https://media-exp1.licdn.com/dms/image/C4D12AQEUG9nm4S-SHg/article-inline_image-shrink_1000_1488/0?e=1602115200&v=beta&t=1e5_gdLyaqrS_CgpW7HbHcnclQAe0X2G8q_2Sc0jB2M" /><div><h4 style="text-align: left;">Notes</h4>[1] On pourrait même dire que l’étiquette des “joujoux pour aller faire les foufous dans le ciel” est impossible à retirer. Cette notion remonte à la campagne anti-Gripen en 2014. Une journaliste de la RTS l’a encore servie crânement le 7 mars 2019 au cdt C Philippe Rebord, alors chef de l’Armée, lors de l’émission radiophonique<a href="https://www.rts.ch/play/tv/la-matinale/video/linvite-de-la-matinale-video-philippe-rebord-chef-de-larmee-suisse?id=10270796"> “La Matinale” de RTS La 1ère</a>.<br /><br />Question de la journaliste (<a href="https://www.rts.ch/play/tv/la-matinale/video/linvite-de-la-matinale-video-philippe-rebord-chef-de-larmee-suisse?id=10270796">à partir de 07 :35</a>) : “… ils seront prêts [les pilotes] à se contenter d’un avion [de combat] d’un modèle peut-être moins technologique, qui permet moins d’aller faire les foufous dans le ciel ?”<br /><br />Voilà qui soulève deux questions :<br />la première, sérieuse : quelle vision de la raison d’être de l’Armée suisse pareille question orientée, arbitraire voire tendancieuse véhicule-t-elle ?<br />la deuxième, plutôt ironique : se pourrait-il qu’à trop interviewer certains élus nationaux socialistes et verts sans jamais oser les confronter au mépris qu’ils affichent pour tout ce qui touche à la chose militaire ou à toute idée de défense du pays, certains journalistes adoptent inconsciemment les tics de langage des dits élus ? — avions de combat = joujoux ; pilotes = privilégiés ou enfants gâtés ; assurer la mission de police aérienne = aller faire les foufous dans le ciel.<br /><br />Nous sommes en droit de nous interroger sur la capacité de discernement de l’intervieweuse à comprendre les mots qu’elle utilise. Car finalement, au XXIe siècle, qu’est-ce qu’un “avion de combat d’un modèle peut-être moins technologique” ? Un avion de combat dépassé ? N’est-ce pas un avion qui, dans le cadre d’une collaboration avec les forces aériennes des pays voisins, serait incapable de se mettre en réseau et de communiquer avec d’autres avions de combat ? En l’occurrence un frein à toute idée coopération en cas de besoin mutuel ?<br /><br />[2] On veut pour preuve de cette importance la campagne médiatique orchestrée au début juin 2020 sur la question des milliards inhérents à l’exploitation et l’entretien d’un flotte de 30 ou 40 avions de combat, en pleine ouverture d’une session parlementaire d’été placée sous le signe des dizaines de milliards engagés par la Confédération pour tenter de juguler les conséquences économiques et sociales de la crise sanitaire sans précédent du coronavirus-SARS-CoV-2 [COVID-19]).<br /><br />[3] Madame Chantal Galladé, ancienne conseillère nationale socialiste zurichoise et membre de la Commission de la politique de sécurité du Conseil national (CPS-N), dans <a href="https://www.radio1.ch/de/podcasts/morgenkolumnen">“Morgenkolumnen” du 29 mai 2020 sur Radio 1</a>.<br /><br />[4] Autre biais d’ancrage qui touche les jeunes ici : comment peuvent-ils se départir du sentiment qu’il est inutile d’acquérir des avions de combat censés nous protéger ces trente, voire ces quarante prochaines années, dès lors que la question brûlante du dérèglement climatique nous promet d’être tous à moitié morts en 2050 si ne changeons pas radicalement nos priorités ?</div>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.comtag:blogger.com,1999:blog-6876274735120903455.post-1683557545849569202020-08-04T15:58:00.000+02:002020-08-04T15:58:29.045+02:00Air2030 et l'écologieQui dit avions de combats, dit écologistes pas contents. Donc un point écologiste s'impose.<div><br /></div><div>En premier lieu, il est bon de rappeler que la votation porte sur le fait de laisser à l'armée le droit d'utiliser son propre budget pour remplacer les avions existants. Ceci dès 2030 et pour au minimum une trentaine d'années.</div><div><br /></div><div>Refuser cette votation ne signifie pas renoncer à la défense aérienne ou à police aérienne. La défense aérienne et la police aérienne sont inscrites dans la Constitution et sont du devoir de l'armée suisse. Donc l'armée suisse devra trouver d'autres moyens pour assurer ces deux aspects. Et il n'y pas beaucoup de variantes : il faudra laisser d'autres pays le faire à notre place.</div><div><br /></div><div>Outre l'aspect financier et l'aspect neutralité, l'aspect écologique sera lui aussi catastrophique, puisque à la place de décoller depuis la Suisse, ces avions devront décoller depuis l'étranger, et donc dépenser encore plus de carburant pour venir chez nous.</div><div>Dans le cas d'un espace aérien restreint, cela signifie des avions étrangers continuellement en vol au dessus de nos têtes, et, une fois de plus, une aberration écologique.</div><div><br /></div><div>Quant aux nombres d'appareils, la fabrication, les déchets, etc, il faut bien se dire une chose : si ce n'est pas nous qui les achetons pour nous, ce sont les autres pays qui les achèterons pour nous louer leurs prestations, en tout cas, sur le long terme, cela reviendra au même.</div><div><br /></div><div>En résumé, voter OUI, c'est voter écologique, car :</div><div><ul style="text-align: left;"><li>Moins de durée de vol</li><li>Moins de post-combustion nécessaire pour rejoindre notre espace aérien au plus vite</li><li>Moins de longs survols</li></ul></div>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.comtag:blogger.com,1999:blog-6876274735120903455.post-91023057165974625432020-07-30T20:52:00.001+02:002020-07-30T20:56:20.547+02:00Air2030 et le référendum aberrantComme expliqué dans <a href="https://site.crdc.ch/2020/07/air2030-en-bref.html">l'article "en bref"</a>, le 27 septembre, il s'agit de voter sur l'acceptation (ou non) de laisser l'armée utiliser son argent, dans son budget, à la hauteur d'un plafond donné, pour renouveler les moyens de défense aérienne, à savoir : des avions et des plateformes sol-air.<div><br /></div><div>En gros, c'est exactement comme si l'on devait voter pour donner le droit à l'office fédéral de l'informatique et de la télécommunication (OFIT) de renouveler des serveurs informatiques ou ses ordinateurs. Et ensuite, c'est comme si les opposant avançaient des arguments du genre :</div><div><ul style="text-align: left;"><li>Refusez, car c'est un chèque en blanc, ils n'ont même pas choisi si ils voulait du DELL, du HP ou du Lenovo ;</li><li>Refusez, car cela pourrait fonctionner avec des moyens moins chers, comme par exemple avec des ordinateurs portables d'écoliers ;</li><li>Refusez, car on pourrait louer des serveurs dans le cloud aux USA à la place.</li></ul><div>Absurde non ?</div></div><div><br /></div><div>Absurde, car non seulement, cela ne viendrait l'idée à personne de faire un référendum sur le renouvellement de moyens informatiques d'un département de la Confédération, mais surtout, parce qu'en analysant les arguments, on se rendrait immédiatement compte qu'ils sont débiles :</div><div><ul style="text-align: left;"><li>C'est normal dans un appel d'offre d'avoir plusieurs concurrents à évaluer avant de choisir ;</li><li>C'est normal d'avoir des ordinateurs puissants pour subvenir à des besoins productifs pour le pays, et de ne pas utiliser des ordinateurs basiques prévus pour l'instruction / l'éducation ;</li><li>C'est normal d'avoir des serveurs dans notre pays, car on ne veut pas que nos données de citoyens soient gérées par une autre nation, avec un droit différent, et surtout, cela ne reviendrait pas du tout moins cher, mais alors pas du tout.</li></ul><div>Si le parallèle avec l'informatique ne vous parle pas, pensez machines à café, bureaux, ou véhicules officiels. Et imaginez l'absurdité de ces arguments, et de l'idée même d'un référendum pour valider leur renouvellement.</div></div>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.comtag:blogger.com,1999:blog-6876274735120903455.post-44715995069282070122020-07-28T14:29:00.005+02:002020-09-07T13:44:40.161+02:00Air2030 et le financementTant l'acquisition des avions de combat que leur frais d'exploitation seront financés par le budget ordinaire de l'armée. Et c'est pareil pour les moyens de défense sol-air. Le budget de la Confédération, et donc des autres départements ne sera pas impacté.<div><br /></div><div>Le coût est de <a href="/2020/09/air2030-et-le-cout.html">maximum 6 milliards</a>.<br /><div><br /></div><div>Source: <a href="https://www.vtg.admin.ch/fr/armee.detail.news.html/vtg-internet/verwaltung/2020/20-07/kdo-op-finanzierung-aus-dem-ordentlichen-armeebudget.html" target="_blank">DDPS</a></div></div>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.comtag:blogger.com,1999:blog-6876274735120903455.post-52641018448675420202020-07-23T17:21:00.002+02:002020-07-23T17:21:34.435+02:00Air2030 en brefEn 2017 est sortie la publication "<a href="https://www.vbs.admin.ch/fr/defense/protection-espace-aerien.detail.document.html/vbs-internet/fr/documents/defense/s%C3%A9curit%C3%A9espacea%C3%A9rien/Bericht-Luftverteidigung-der-Zukunft-f.pdf.html" target="_blank">Avenir de la défense aérienne - Rapport du groupe d’experts prochain avion de combat</a>". Ce rapport de 202 pages explique en détail les enjeux actuels et futurs de la défense aérienne en Suisse. Bien écrit mais très long à lire, il peut se résumer ainsi :<div><ul style="text-align: left;"><li>La protection de notre espace aérien est obligatoire en tout temps (police aérienne et défense)</li><li>En 2030, les appareils actuels seront en fin de vie</li><li>Il faut renouveler les appareils d'ici 2030 avec des nouveaux avions et un système de défense sol-air</li></ul><div>Ce rapport propose plusieurs variantes et un expert indépendant, Claude Nicolier, a donné <a href="https://www.vbs.admin.ch/fr/defense/protection-espace-aerien.detail.document.html/vbs-internet/fr/documents/defense/s%C3%A9curit%C3%A9espacea%C3%A9rien/Avis_independant_rapport_experts_Nicollier_f.pdf.html" target="_blank">son avis dans une autre publication</a>.</div>La variante choisie par le conseil fédéral et le parlement suisse est d'acheter de laisser l'armée utiliser son budget ordinaire pour acheter des avions de combats pour un maximum de 6 milliards de francs, et le fournisseur de ces avions devra utiliser 60% de ces 6 milliards (3,6 millards) en octroyant de mandats en Suisse (affaires compensatoires).</div>Jeanhttp://www.blogger.com/profile/16975428811956635960noreply@blogger.com