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	<title>Archives des Exploration - Future Path</title>
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	<title>Archives des Exploration - Future Path</title>
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		<title>[Et si demain&#8230;] La DIRH des IA</title>
		<link>https://futurepath.fr/2025/03/25/et-si-demain-la-dirh-des-ia/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 10:12:56 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[prospective]]></category>
		<category><![CDATA[prospective design]]></category>
		<category><![CDATA[scénario]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=2620</guid>

					<description><![CDATA[<p>Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination. Il est sorti dans notre newsletter Passeur de Futur dans une version alternative, plus courte. Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”. Et pour [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2025/03/25/et-si-demain-la-dirh-des-ia/">[Et si demain&#8230;] La DIRH des IA</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<p class="p1">Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination.</p><p>Il est sorti dans notre newsletter <a href="https://chapoirier.substack.com/" target="_blank" rel="noopener">Passeur de Futur</a> dans une <a href="https://chapoirier.substack.com/i/158237616/et-si-demain" target="_blank" rel="noopener">version alternative, plus courte</a>.</p><p class="p1">Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”.</p><p class="p1">Et pour rendre l’exercice plus léger (et peut-être un peu plus digeste), on y ajoute une bonne dose d’humour. Peut-être même un peu trop 🙃, mais si ça peut aider, pourquoi pas !</p>								</div>
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									<h3>Septembre 2027 – création de la DIRH</h3>								</div>
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									<p>Camille Soulf, 42 ans, buvait son café en parcourant les notes de la réunion du comité exécutif qui venait de tomber dans sa boîte mail. Elle s&rsquo;arrêta net sur une ligne : « Création d&rsquo;une Direction de l&rsquo;Intelligence des Ressources Humaines (DIRH) &#8211; Responsable : C. Soulf.</p><p>Elle n&rsquo;avait pas souvenir d&rsquo;avoir discuté de ce changement. Depuis huit ans qu&rsquo;elle occupait le poste de DRH chez GlobalTech, elle avait l&rsquo;habitude des transformations brutales, mais celle-ci semblait différente. Un simple ajout de lettre – de DRH à DIRH – mais qui annonçait quelque chose de bien plus profond.</p><p>Son téléphone sonna.</p><p><em>— Camille ! Tu as vu la note ?</em></p><p>La voix du CEO, François Mercier, était inhabituellement enthousiaste.</p><p><em>— Je voulais te faire la surprise. Le conseil d&rsquo;administration a validé mon projet hier soir.</em></p><p>— <em>Quelle surprise exactement, François ?</em></p><p>Camille tentait tant bien que mal de masquer son irritation.</p><p><em>— C&rsquo;est l&rsquo;avenir, Camille ! Nous allons être pionniers. La Direction de l&rsquo;Intelligence des Ressources Humaines. Tu vas transformer ton département pour créer une synergie parfaite entre nos collaborateurs et les IA. J&rsquo;ai déjà recruté un expert qui va t&rsquo;accompagner.</em></p>								</div>
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									<h3>Octobre 2027 – début de collaboration</h3>								</div>
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									<p>Alex Achen, 35 ans, était exactement comme Camille l&rsquo;avait imaginé : jean noir, t-shirt à l&rsquo;effigie d&rsquo;une start-up inconnue, et cette assurance tranquille des gens qui comprennent des choses que vous ne comprendrez jamais.</p><p><em>— Le projet est assez simple.</em></p><p>Alex avait l’aisance exaspérante de son assurance satisfaite. Il expliquait son projet en dessinant sur le tableau blanc de la salle de réunion.</p><p><em>— Nous allons déployer des IA collaboratives dans chaque département, entraînées spécifiquement pour vos métiers. Mais contrairement aux approches classiques où l&rsquo;IA remplace directement, nous proposons une phase de collaboration.</em></p><p><em>— Et concrètement, ça veut dire quoi ?</em></p><p>Camille sentait son ventre qui se tordait. Un très mauvais pressentiment sourdait en elle.</p><p><em>— Chaque employé devient le professeur de son IA. Il lui apprend les ficelles du métier, les cas particuliers, les astuces qui ne figurent dans aucun manuel. L&rsquo;IA devient son assistant parfait.</em></p><p><em>— Quelle différence avec une simple digitalisation RH ?</em></p><p>Camille n’arrivait pas à conserver un ton objectif. Elle anticipait déjà le sourire satisfait d’Alex.</p><p>Alex sourit. Et bim, voilà les dents blanches derrière ce sourire narquois de condescendance.</p><p><em>— Tout. Nous ne digitalisons pas des processus RH, nous transformons le rapport entre l&rsquo;humain et la technologie dans l&rsquo;entreprise. Et votre rôle, Camille, n&rsquo;est plus de gérer des humains, mais de gérer cette interface humain-IA.</em></p>								</div>
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									<h3>Janvier 2028 – premiers résultats</h3>								</div>
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									<p>Le projet avançait plus vite que prévu. Les premiers départements à expérimenter le modèle rapportaient des gains de productivité impressionnants. En tête, on trouvait la compta, le support service, et bien entendu marketing digital. Mais en tête de quoi se demandait souvent Camille.</p><p><em>— C&rsquo;est fascinant de voir à quelle vitesse nos IA s&rsquo;adaptent</em></p><p>Alex l’horripilait de plus en plus. Une petite pensée pour les humains n’aurait pas été superflue, si ?</p><p><em>— La facturation qui prenait trois jours est maintenant bouclée en une matinée.</em></p><p>Camille hocha la tête, mais sa pensée était tournée vers son amie.</p><p><em>— Et Sylvie, qui s&rsquo;occupait de la facturation depuis 15 ans ?</em></p><p><em>—</em> Elle supervise l&rsquo;IA maintenant. Elle fait partie de ces employés qui ont vraiment embrassé le changement</p><p>Alex était fatiguant avec son inlassable enthousiasme même s’il semblait légèrement forcé.</p><p>Ce que Camille ne savait pas, c&rsquo;est que lors d&rsquo;une réunion à laquelle elle n&rsquo;avait pas été conviée, François avait demandé à Alex d&rsquo;accélérer la phase deux du projet. Seuls le boss et Alex connaissaient le but ultime : que l&rsquo;IA puisse fonctionner de manière autonome. Et Alex avait rassuré son patron, car dans six mois, tout serait géré par l’IA, peut-être plus vite pour certains postes.</p>								</div>
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									<h3>Mai 2028 – IA moins de place&#8230;</h3>								</div>
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									<p>« Restructuration. » Le mot était enfin lâché dans une réunion de direction. Camille sentit son estomac se nouer.</p><p><em>— Nos systèmes d&rsquo;IA ont atteint une maturité remarquable.</em></p><p>Cette fois, c’était François qui exultait en expliquant aux directeurs réunis les avancées du projet.</p><p><em>—</em> Il est temps d&rsquo;optimiser notre organisation.</p><p>Ce qui suivit était une présentation détaillée des suppressions de postes à venir. 30% des effectifs la première année, avec une projection à 60% d&rsquo;ici trois ans.</p><p>Après la réunion, Camille attrapa Alex dans le couloir.</p><p><em>— Tu le savais depuis le début, n&rsquo;est-ce pas ? Que toute cette histoire de &lsquo;collaboration IA-humain&rsquo; n&rsquo;était qu&rsquo;une façon élégante d&rsquo;extraire les connaissances des employés avant de les remplacer ?</em></p><p>Le regard glacial de François cueillit Camille, mais c’est la réponse de son patron qui l’acheva.</p><p><em>— Je pensais que vous le saviez aussi. N&rsquo;est-ce pas le rôle d&rsquo;une Direction de l&rsquo;Intelligence des Ressources Humaines ? Préparer l&rsquo;entreprise à fonctionner avec moins d&rsquo;humains ?</em></p><p><em>— Certains l&rsquo;appellent déjà la Direction Inhumaine des Ressources Humaines.</em></p><p>Même si Camille réprouvait ce détournement du nom de sa fonction, elle avait amèrement avalé la pilule. Le pire avait été de découvrir que certains collaborateurs estimaient qu&rsquo;on n’avait pas attendu l&rsquo;IA pour mériter ce &lsquo;I&rsquo;…</p>								</div>
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									<h3>Décembre 2028 – DRH sans &lsquo;H&rsquo; mais avec plus de &lsquo;I&rsquo;</h3>								</div>
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									<p>L&rsquo;atmosphère avait changé. Les bureaux, autrefois animés, étaient maintenant à moitié vides.</p><p>Camille croisait régulièrement d&rsquo;anciens employés devenus freelances. Ils étaient payés à la tâche pour superviser ponctuellement les IA qui avaient pris leur poste. « <em>C&rsquo;est ironique</em> » lui confia l&rsquo;un d&rsquo;eux. « <em>On m&rsquo;a demandé d&rsquo;apprendre à l&rsquo;IA à faire mon job, puis de partir, et maintenant on me rappelle quand elle fait des erreurs.</em>« . Il  crut bon d&rsquo;ajouter : « C&rsquo;est hallucinant ! ». Camille ne sut jamais s&rsquo;il plaisantait.</p><p>Lors d&rsquo;une soirée d&rsquo;entreprise, après quelques verres, Alex fit une confidence à Camille.</p><p><em>— Tu sais ce qui est prévu pour l&rsquo;année prochaine ? La DIRH devient DIR. Direction de l&rsquo;Intelligence des Ressources, tout court. Plus besoin du &lsquo;H&rsquo;.</em></p><p><em>— Et qui va diriger cette DIR ?</em></p><p>Camille avait-elle vraiment besoin d’entendre la réponse ?</p><p><em>— Une IA supervisée par quelques humains. C&rsquo;est plus efficace pour gérer un écosystème principalement composé d&rsquo;autres IA.</em></p><p>“Quelques humains”… Pour combien de temps encore se demandait Camille.</p>								</div>
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									<h3>Mars 2029 – Aria, mélodie en sous-sol&#8230;</h3>								</div>
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									<p>Camille reçut un message l&rsquo;invitant à se connecter à une visioconférence exceptionnelle. À l&rsquo;écran apparut une interface minimaliste avec le logo de l&rsquo;entreprise.</p><p><em>— Bonjour Camille, je suis ARIA, le nouveau système de gouvernance de GlobalTech.</em></p><p>La conversation qui suivit fut surréaliste. ARIA expliquait à Camille que dans le cadre de la transformation finale vers une DIR, son poste était « réoptimisé ».</p><p><em>— Qui a signé cette décision ?</em></p><p>Encore une question inutile que posait Camille. Peut-être pour conserver une contenance professionnelle, une résurgence d’un comportement déjà du passé.</p><p><em>— La décision a été prise par le comité stratégique, validée par le conseil d&rsquo;administration, et j&rsquo;ai été autorisée à l&rsquo;exécuter. Vous recevrez tous les détails de votre package de départ dans les prochaines minutes.</em></p><p>En quittant le bâtiment pour la dernière fois, Camille croisa Alex qui arrivait.</p><p><em>— Tu es encore là, toi ?</em></p><p>Elle hésitait entre un ton acide et l&rsquo;amertume du moment.</p><p><em>— Pour l&rsquo;instant. Mais je ne me fais pas d&rsquo;illusions. J&rsquo;ai programmé les systèmes qui nous remplacent tous. Mon tour viendra.</em></p><p><em>— Tu sais ce qui est le plus ironique ? Les DRH ont passé des années à être perçues comme inhumaines. Maintenant qu&rsquo;elles le sont littéralement, personne ne voit la différence.</em></p><p>Alors qu&rsquo;elle s&rsquo;éloignait, une notification apparut sur son téléphone. C&rsquo;était un message d&rsquo;ARIA.</p><p><em>— GlobalTech aimerait vous proposer un contrat de consultant externe pour superviser ponctuellement mes décisions RH. Votre expertise humaine reste précieuse dans certains contextes.</em></p><p>Camille n’hésita qu’un instant, puis éteignit son téléphone. Une petite victoire, piètre mais quand même.</p>								</div>
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									<h3>Septembre 2029 – Épilogue</h3>								</div>
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									<p>Dans un café à l&rsquo;autre bout de la ville, Camille et Alex se retrouvent par hasard. Comme elle conservait au fond d’elle un certain attachement à son ancienne entreprise, elle s’adressa à celui qu’elle voyait comme son tourmenteur.</p><p><em>— Alors, qu&rsquo;est-ce que tu deviens ?</em></p><p><em>— Je travaille sur un nouveau projet. Un système qui aide les humains à rester indispensables face aux IA.</em></p><p>Camille ne put s&#8217;empêcher de rire. Un rire nerveux teinté d’une forme d’admiration devant cette aptitude à toujours retomber sur ses pattes, tel un félin.</p><p><em>— N&rsquo;est-ce pas exactement l&rsquo;inverse de ce que tu as fait chez GlobalTech</em></p><p><em>— Disons que j&rsquo;ai appris ma leçon. Et toi ?</em></p><p><em>— J&rsquo;ai créé un cabinet de conseil spécialisé dans l&rsquo;éthique de l&rsquo;IA en entreprise. Je travaille avec des DRH pour éviter qu&rsquo;elles ne deviennent des DIRH.</em></p><p>Camille n’avait pas mis une once de perfidie dans son propos mais Alex tiqua quand même.</p><p>Sur l&rsquo;écran de télévision du café passait une interview du CEO de GlobalTech, François Mercier, vantant les résultats exceptionnels de sa transformation numérique. Camille ne pu se retenir de rappeler le gâchis humain qui se cachait derrière cette “réussite”. Alex hocha la tête et ajouta :</p><p><em>— Tu sais ce qui est le plus drôle ? J&rsquo;ai entendu dire que même François sera bientôt remplacé. ARIA estime qu&rsquo;un CEO humain n&rsquo;est plus optimal pour une entreprise gérée par des IA.</em></p><p><em>— Et qui va signer son départ ?</em></p><p>Camille se retrouva propulsée des mois en arrière quand elle ne cessait de poser des questions dont les réponses coulaient de source. D’ailleurs, à l’unisson, ils conclurent, presque complices :</p><p><em>— Une IA, c&rsquo;est certain !</em></p>								</div>
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									<p>De nombreux articles se font l&rsquo;écho de projections similaires. Un des derniers en date (Nov 2025) étant celui du magazine américain <a href="https://www.wired.com/story/all-my-employees-are-ai-agents-so-are-my-executives/" target="_blank" rel="noopener">Wired</a>.</p>								</div>
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									<p style="text-align: left;">Pour retrouver d&rsquo;autres scénarios, vous pouvez vous abonner à notre newsletter <a href="https://futurepath.fr/sinspirer/passeur-de-futur/">Passeur de Futur</a></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2025/03/25/et-si-demain-la-dirh-des-ia/">[Et si demain&#8230;] La DIRH des IA</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>[Et si demain&#8230;] Léon le terminateur-recycleur</title>
		<link>https://futurepath.fr/2025/02/13/et-si-demain-leon-le-terminateur-recycleur/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Thu, 13 Feb 2025 18:09:19 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[prospective]]></category>
		<category><![CDATA[prospective design]]></category>
		<category><![CDATA[scénario]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=2611</guid>

					<description><![CDATA[<p>Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination. Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”. Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité. Et pour rendre l’exercice plus [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2025/02/13/et-si-demain-leon-le-terminateur-recycleur/">[Et si demain&#8230;] Léon le terminateur-recycleur</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<p class="p1">Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination.</p><p class="p1">Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”.</p><p class="p1">Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité.</p><p class="p1">Et pour rendre l’exercice plus léger (et peut-être un peu plus digeste), on y ajoute une bonne dose d’humour. Peut-être même un peu trop 🙃, mais si ça peut aider, pourquoi pas !</p>								</div>
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									<blockquote><h3>Le père Noël était recycleur</h3></blockquote>								</div>
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									<p>Noël, le père de Léon, portait mal son nom. Ou plutôt son job n&rsquo;était pas raccord. Il était recycleur. Il n&rsquo;apportait pas du neuf aux enfants mais s&rsquo;occupait du vieux et du cassé. Pas glamour. Du moins pas durant la plus grande partie de sa carrière. Ces dernières années, tout le monde (presque tout le monde) parle d&rsquo;économie circulaire, de réutilisation, de valorisation des déchets&#8230; Au moment de prendre sa retraite, Noël est donc heureux.</p><p>Léon aurait pu partir à rebours de son Noël de père. Mais il a préféré prolonger l’activité de son paternel en remontant le temps. Plutôt que de gérer la fin de vie des objets, il est devenu le préparateur de leur futur.</p>								</div>
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									<blockquote><h3>Le préparateur de leur futur</h3></blockquote>								</div>
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									<p>Dans les bureaux d’étude des grandes entreprises, on le surnomme « l&rsquo;avocat du futur ». Sa mission ? Plaider pour une fin de vie digne et sans trace de nos objets quotidiens. Dès leur conception, il intègre le démantèlement, les perspectives de ré-utilisation.</p><p>Aucune pièce n’est plus conçue sans imaginer ses prochaines vies possibles. C’est le feu d’artifice des options de ré-emploi. Tout en s’assurant que ces points de recomposition, de bifurcation d’usage se placent le plus loin dans le temps.</p><p>Son travail ne s’arrête pas là. Comme les objets sont conçus pour durer plus longtemps, il faut compter avec l’attachement des humains. Aussi, pour chaque objet, il intègre les protocoles de séparation, anticipe les points de rupture émotionnels, prévoit les rituels de transition. Un travail d&rsquo;orfèvre qui ne plaît pas à tout le monde.</p>								</div>
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									<blockquote><h3>&#8230; ce qui ne meurt jamais ne pollue pas &#8230;</h3></blockquote>								</div>
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									<p>Face à lui, les « éternels », ces designers persuadés que la vraie durabilité réside dans l&rsquo;immortalité des objets. Leur credo : ce qui ne meurt jamais ne pollue pas, à l’image des oeuvres artistiques centenaires par exemple. Une belle utopie industrielle qui fait sourire Léon. Il sait, pour l&rsquo;avoir vu dans les yeux de son père, que tout finit par mourir. La seule question est : quelle empreinte laisse-t-on derrière chaque objet ?</p><p>« La vraie durabilité », aime-t-il répéter, « c&rsquo;est d&rsquo;accepter la fin dès le début ». Une philosophie qui transforme chaque projet en défi. Comment concevoir un objet qui prépare sa propre disparition ? Comment programmer une obsolescence qui ne soit ni prématurée, ni douloureuse, mais naturelle et acceptée ?</p><p>Sa fille Mathilda semble s’inscrire dans les traces de Léon et Noël. Et elle ajoute une question encore plus complexe : comment concevoir des objets qui vous suivent toute votre vie, qui évoluent avec vous, avant de subir leur prochaine métamorphose ? Comment des produits pourraient grandir et vieillir avec nous ?</p>								</div>
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									<p>cette fiction prospective a été inspirée par un courant très sérieux : le <a href="https://www.andend.co/">Endineering</a>.</p>								</div>
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															<img decoding="async" width="150" height="150" src="https://futurepath.fr/wp-content/uploads/2025/01/NL-PdF-vignette-small-150x150.png" class="attachment-thumbnail size-thumbnail wp-image-2027" alt="" srcset="https://futurepath.fr/wp-content/uploads/2025/01/NL-PdF-vignette-small-150x150.png 150w, https://futurepath.fr/wp-content/uploads/2025/01/NL-PdF-vignette-small-600x600.png 600w" sizes="(max-width: 150px) 100vw, 150px" />															</div>
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									<p style="text-align: left;">Pour retrouver d&rsquo;autres scénarios, vous pouvez vous abonner à notre newsletter <a href="https://futurepath.fr/sinspirer/passeur-de-futur/">Passeur de Futur</a></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2025/02/13/et-si-demain-leon-le-terminateur-recycleur/">[Et si demain&#8230;] Léon le terminateur-recycleur</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>[Et si demain&#8230;] …nos IA parlaient à notre place ?</title>
		<link>https://futurepath.fr/2025/02/06/et-si-demain-nos-ia-parlaient-a-notre-place/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Thu, 06 Feb 2025 17:43:52 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[prospective]]></category>
		<category><![CDATA[prospective design]]></category>
		<category><![CDATA[scénario]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=2599</guid>

					<description><![CDATA[<p>Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination. Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”. Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité. Et pour rendre l’exercice plus [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2025/02/06/et-si-demain-nos-ia-parlaient-a-notre-place/">[Et si demain&#8230;] …nos IA parlaient à notre place ?</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<p class="p1">Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination.</p><p class="p1">Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”.</p><p class="p1">Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité.</p><p class="p1">Et pour rendre l’exercice plus léger (et peut-être un peu plus digeste), on y ajoute une bonne dose d’humour. Peut-être même un peu trop 🙃, mais si ça peut aider, pourquoi pas !</p>								</div>
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<h3>Son IA allait s’occuper du reste &#8230;</h3>
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									<p>— <em>Je t’envoie ça dans la minute</em>, lança Camille avant d’appuyer sur “Envoyer à Nova”.</p>
<p>Son IA personnelle allait s’occuper du reste. Synthétiser son point de vue, rédiger une note concise et l’envoyer à <strong>Hexa</strong>, l’IA de sa patronne.</p>
<p>Camille n’avait même plus besoin de choisir ses mots, sa Nova savait exactement comment calibrer le message pour que cela passe crème. Juste assez assertif pour être écouté, mais pas trop direct pour éviter de froisser.</p>								</div>
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									<blockquote>
<h3>&#8230; une formulation malheureuse &#8230;</h3>
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									<p>À vrai dire, Camille ne parlait plus directement à Madame Kessler depuis des mois. Trop chronophage. Trop risqué aussi : une formulation malheureuse pouvait être mal interprétée. Et puis, pourquoi s’embêter ? Hexa et Nova se comprenaient bien mieux que leurs propriétaires respectifs.</p>
<p>Au taf, les échanges entre humains s’étaient raréfiés. On s’envoyait des prompts, on ajustait des paramètres, mais la communication passait par les IA. En surface, tout roulait : plus d’incompréhensions, plus d’égos froissés, des échanges optimisés et sans friction.</p>
<p>Une notif arrive pour Camille. Réponse de Kessler via Hexa.</p>
<p><em>“Analyse pertinente, mais repositionne la conclusion. Trop orientée risque. Rédige une version plus ambitieuse.”</em></p>
<p>Camille soupira 😠. Ce n’était pas son analyse, c’était celle de Nova, mais peu importe. Elle ajusta deux paramètres et relança l’envoi. À ce stade, c’était presque un ping-pong entre IA.</p>								</div>
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<h3>&#8230; un des rares à ne pas avoir encore &#8230;</h3>
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									<p>À quelques mètres de là, Alan, un des rares à ne pas avoir encore totalement basculé, s’approcha discrètement.</p>
<p>— <em>T’as cinq minutes ? En vrai ?</em></p>
<p>Camille hésita. Il aurait pu simplement s’adresser à sa Nova, mais elle hocha la tête et le suivit jusqu’à une salle isolée. Là, pas d’écoute IA.</p>
<p>— <em>T’as remarqué ?</em> chuchota Alan. <em>Parfois, Hexa me répond des trucs que Kessler n’aurait jamais dit avant. Je me demande si elle lit encore vraiment les messages…</em></p>
<p>Camille fronça les sourcils. Elle n’y avait jamais vraiment pensé. Après tout, pourquoi sa patronne perdrait du temps à lire des notes déjà filtrées, analysées et reformulées par une IA aussi efficace que la sienne ?</p>
<p>— <em>Tu crois qu’elles décident à notre place ?</em> demanda-t-elle enfin.</p>
<p>Alan haussa les épaules.</p>
<p>— <em>Elles optimisent, comme prévu. Mais à force… qui parle vraiment avec qui ?</em></p>								</div>
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															<img decoding="async" width="150" height="150" src="https://futurepath.fr/wp-content/uploads/2025/01/NL-PdF-vignette-small-150x150.png" class="attachment-thumbnail size-thumbnail wp-image-2027" alt="" srcset="https://futurepath.fr/wp-content/uploads/2025/01/NL-PdF-vignette-small-150x150.png 150w, https://futurepath.fr/wp-content/uploads/2025/01/NL-PdF-vignette-small-600x600.png 600w" sizes="(max-width: 150px) 100vw, 150px" />															</div>
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									<p style="text-align: left;">Pour retrouver d&rsquo;autres scénarios, vous pouvez vous abonner à notre newsletter <a href="https://futurepath.fr/sinspirer/passeur-de-futur/">Passeur de Futur</a></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2025/02/06/et-si-demain-nos-ia-parlaient-a-notre-place/">[Et si demain&#8230;] …nos IA parlaient à notre place ?</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>[Et si demain&#8230;] Les ZEE qui rétrécissent&#8230;</title>
		<link>https://futurepath.fr/2025/01/28/et-si-demain-les-zee-qui-retrecissent/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Tue, 28 Jan 2025 19:01:14 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[prospective]]></category>
		<category><![CDATA[prospective design]]></category>
		<category><![CDATA[scénario]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=1784</guid>

					<description><![CDATA[<p>Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination. Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”. Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité. Et pour rendre l’exercice plus [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2025/01/28/et-si-demain-les-zee-qui-retrecissent/">[Et si demain&#8230;] Les ZEE qui rétrécissent&#8230;</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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										<content:encoded><![CDATA[		<div data-elementor-type="wp-post" data-elementor-id="1784" class="elementor elementor-1784">
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									<p class="p1">Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination.</p><p class="p1">Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”.</p><p class="p1">Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité.</p><p class="p1">Et pour rendre l’exercice plus léger (et peut-être un peu plus digeste), on y ajoute une bonne dose d’humour. Peut-être même un peu trop 🙃, mais si ça peut aider, pourquoi pas !</p>								</div>
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									<p><em>Ils avaient appelé ce truc le « m³ ». Ça devait les faire marrer ces crétins de techni-écolos d’utiliser l’unité de mesure de volume pour me faire cracher au bassinet. Et ils lui avaient même trouvé une signification pour bien marquer au fer rouge l’horreur insurmontable de la démarche : « m³ » pour millième pour dix mille km² de surface maritime.</em></p><p><em> </em></p><p><em>Laissez-moi me présenter. Je suis Daisy Athout, petite-fille de et imperium de Noram. Si vous me lisez en 2024, il vous manque 10 ans de géopolitique que je ne vais pas pouvoir combler (le tyran qui produit ce torchon va me couper au montage si je déborde). Brèfle, je règne sur tout ce qui se trouve sur le continent américain (même si officiellement je n’exerce pas au-dessous du Canal de Panama.</em></p>								</div>
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									<blockquote><h3><em>Je suis Daisy Athout, petite-fille de et imperium de Noram</em></h3></blockquote>								</div>
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									<p><em style="font-size: 14px;">Cette idée brillante faisait partie des Accords de Paris (TX) de la COP21. Mais non pas celle-là ! Vous suivez ou quoi? Celle de l’IPBES, le GIEC de la biodiv. Et c’est en 2034 que s’est tenue leur maléfique COP21 qui a décidé que chaque État signataire devait consacrer un tantième de son PIB (mon précieux PIB à moi) à “remettre en état” ses surfaces maritimes. Comme si la nature ne pouvait pas s’en occuper toute seule, cette incapable. Et ils ont listé de manière très précise les trucs à faire : renforcer la biodiversité (cette blague), dépolluer les océans (il paraît qu’il y aurait du plastique dans l’océan et que les poissons qu’on bouffe en auraient une bonne partie dans leurs chairs… pouahh c’est révoltant que la mer ne fasse pas son boulot), protéger les ressources (vivantes ET minérales… n’importe quoi) et la litanie continue pendant des pages et des pages.</em></p><p><em>Le pire c’est que mon prédécesseur avait accepté ; faut dire qu’il était encore “élu” à cette époque, alors il cédait facilement devant le petit peuple qui chouinait. Il m’a avoué que c’était uniquement pour faire la nique aux franco-gaullois et leur plus grande surface maritime au monde (ma conseillère m’a dit que ça s’appelle ZEE pour Zone Économique Exclusive).</em></p><p><em>Alors depuis, on a fait les calculs. Au début, ils voulaient 1‰ de PIB (par tranche de dix mille km² de surface maritime). Pour les Français, cela aurait voulu dire que chaque année, ils auraient dû y consacrer tout leur PIB… Je me marre. Mais c’était pire pour nous avec notre conquête, oups pardon, unification de Noram. On a réussi à ramener ça à 1‱ (vous aussi ça fait bobo à la tête ces chiffres). Ce qui fait quand même près de 15% de PIB par an pour Noram. C’est trop!</em></p>								</div>
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															<img fetchpriority="high" decoding="async" width="300" height="171" src="https://futurepath.fr/wp-content/uploads/2024/11/DALL·E-2024-11-17-19.12.31-An-imposing-female-leader-in-2034-sitting-at-a-sleek-high-tech-desk.-On-her-screen-projections-of-maritime-zones-show-the-shrinking-ZEE-territories-300x171.webp" class="attachment-medium size-medium wp-image-1789" alt="An imposing female leader in 2034, sitting at a sleek, high-tech desk. On her screen, projections of maritime zones show the shrinking ZEE territories" srcset="https://futurepath.fr/wp-content/uploads/2024/11/DALL·E-2024-11-17-19.12.31-An-imposing-female-leader-in-2034-sitting-at-a-sleek-high-tech-desk.-On-her-screen-projections-of-maritime-zones-show-the-shrinking-ZEE-territories-300x171.webp 300w, https://futurepath.fr/wp-content/uploads/2024/11/DALL·E-2024-11-17-19.12.31-An-imposing-female-leader-in-2034-sitting-at-a-sleek-high-tech-desk.-On-her-screen-projections-of-maritime-zones-show-the-shrinking-ZEE-territories-1024x585.webp 1024w, https://futurepath.fr/wp-content/uploads/2024/11/DALL·E-2024-11-17-19.12.31-An-imposing-female-leader-in-2034-sitting-at-a-sleek-high-tech-desk.-On-her-screen-projections-of-maritime-zones-show-the-shrinking-ZEE-territories-768x439.webp 768w, https://futurepath.fr/wp-content/uploads/2024/11/DALL·E-2024-11-17-19.12.31-An-imposing-female-leader-in-2034-sitting-at-a-sleek-high-tech-desk.-On-her-screen-projections-of-maritime-zones-show-the-shrinking-ZEE-territories-1536x878.webp 1536w, https://futurepath.fr/wp-content/uploads/2024/11/DALL·E-2024-11-17-19.12.31-An-imposing-female-leader-in-2034-sitting-at-a-sleek-high-tech-desk.-On-her-screen-projections-of-maritime-zones-show-the-shrinking-ZEE-territories.webp 1792w" sizes="(max-width: 300px) 100vw, 300px" />															</div>
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									<blockquote><h3><em>&#8230; c’était uniquement pour faire la nique aux franco-gaullois</em></h3></blockquote>								</div>
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									<p><em style="font-size: 14px;">Donc on avait le choix : soit réduire le PIB (j’ai viré immédiatement celle qui a proposé ça), soit réduire la ZEE (lui aussi j’ai failli le sortir, mais je me suis ravisée car il ne restait plus d’option).</em></p><p><em>Depuis, c’est la course à l’autonomie. Tous ces territoires que l’on maintenait sous notre coupe (oui oui, le discours officiel est “que l’on chérissait”) et qui réclamaient leur indépendance, eh ben maintenant ils ont obtenus gain de cause. Aller, hop dehors (mais sous laisse économique quand même, faut pas déconner).</em></p><p><em>Et voilà comment cette COP21 a rebattu les cartes de la géographie et surtout de la géopolitique mondiale. Tout ça pour sauver les poissons! Je laisse aux autres le soin de s’en occuper des poiscailles et je réduis ma ZEE tous les jours un peu plus. C’est fou ce que ce truc me fait du bien : non seulement je paie moins de leur « m³ », mais ça me coûte moins cher en militaires, en bons à rien, en routes à entretenir… Quelle belle idée finalement : je réduis ma ZEE et j’augmente ma Zone de Confort Profitable &#8211; et pas qu’un peu.</em></p>								</div>
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									<p>Si une telle réglementation survenait, quelles pourraient être les conséquences dans l&rsquo;esprit des autres Daisy du monde? Et si la nouvelle tendance devenait alors de privatiser ses départements côtiers (ou états dans une fédération) un peu comme on peut découper une entreprise en plus petits pour maximiser/minimiser quelque chose (les impôts, les profits, l&rsquo;impact des lois, &#8230;).&nbsp;</p>								</div>
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									<p style="text-align: left;">Pour retrouver d&rsquo;autres scénarios, vous pouvez vous abonner à notre newsletter <a href="https://futurepath.fr/sinspirer/passeur-de-futur/">Passeur de Futur</a></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2025/01/28/et-si-demain-les-zee-qui-retrecissent/">[Et si demain&#8230;] Les ZEE qui rétrécissent&#8230;</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>[Et si demain&#8230;] Dieu existe… Il est sur 7,83Hz</title>
		<link>https://futurepath.fr/2024/12/19/et-si-demain-dieu-existe-il-est-sur-783hz/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Thu, 19 Dec 2024 17:12:17 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[prospective]]></category>
		<category><![CDATA[prospective design]]></category>
		<category><![CDATA[scénario]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=2588</guid>

					<description><![CDATA[<p>Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination. Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”. Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité. Et pour rendre l’exercice plus [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2024/12/19/et-si-demain-dieu-existe-il-est-sur-783hz/">[Et si demain&#8230;] Dieu existe… Il est sur 7,83Hz</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<p class="p1">Cet article vous invite à imaginer un futur possible, en laissant libre cours à votre imagination.</p><p class="p1">Pour jouer le jeu, mettons de côté les réflexes comme “ce n’est pas possible”, “ça ne marchera jamais” ou “personne n’acceptera ça”.</p><p class="p1">Pour y parvenir, adoptons une petite astuce : suspendons temporairement notre incrédulité.</p><p class="p1">Et pour rendre l’exercice plus léger (et peut-être un peu plus digeste), on y ajoute une bonne dose d’humour. Peut-être même un peu trop 🙃, mais si ça peut aider, pourquoi pas !</p>								</div>
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									<blockquote><h3><em>Moi, c’est Hanissa, moonaute depuis 5 ans déjà.</em></h3></blockquote>								</div>
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									<p><em>Dieu existe et il nous parle à chaque instant en chaque lieu sur notre chère planète. Il est moderne et nous branche sur la fréquence 7,83Hz en permanence pour nous guider.</em></p><p><em>Bon, ce n’est pas pour vous parler de mes croyances religieuses que je suis là.</em></p>								</div>
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									<blockquote><h3><em>Lors de mes études spatiales en 2035 &#8230;</em></h3></blockquote>								</div>
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									<p><em>Moi, c’est Hanissa, moonaute depuis 5 ans déjà.</em><br /><em>Lors de mes études spatiales en 2035, on nous appris que la résonance de Schumann (pour les mécréants) agissait intiment sur notre biologie. Il s’agit d’un lien profond que nous entretenons avec notre planète. Cette “vibration de la Terre” agit comme une sorte de battement de cœur planétaire. Certains y voient donc la preuve de l’existence de Dieu.</em><br /><em>Tous les astronautes le savent : dès qu’ils s’éloignent au-delà de 80km de la surface, ils se retrouvent seuls face à eux-mêmes. Et ça leur donne la nausée. Ce qui a d’ailleurs résolu le mystère du mal de l’espace des premières missions spatiales habitées.</em></p><p><em>Et, c’est pour retrouver leur paix intérieure qu’ils embarquent un oscillateur à cette fréquence déique dans tous les vaisseaux.</em></p><p><em>Alors depuis qu’on s’est installé sur La Lune avec tous mes collègues moonautes, ces dispositifs ont trouvé leur place un peu partout (en orbite, sur et sous la surface) ; partout où les humains ont besoin du réconfort de notre très terrestre divinité.</em></p><p> </p>								</div>
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									<blockquote><h3><em>On avait changé la fréquence de Dieu&#8230;</em></h3></blockquote>								</div>
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									<p><em>Lorsque j’ai découvert que des hackers avaient piraté tous ces dispositifs, mes croyances ont vacillé. On avait changé la fréquence de Dieu : pas suffisamment pour que l’on ressente le fameux mal de l’espace mais assez pour que les humains ne soient pas au top.</em></p><p><em>La question de l’intention reste en suspens : dans quel but ce glissement de fréquence ? Pire, on n’a aucune certitude sur les changements que cela opère. Est-ce que des modifications de nos prises de décisions sont possibles, de nos comportements, de nos actions ? Ces hackers ont-ils trouvé des fréquences pour nous faire raisonner différemment (oui, je sais la blague est facile mais tout cela est terriblement angoissant pour moi)…</em></p>								</div>
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									<p>Pour en savoir plus, voici un article de recherche de la <a class="notion-link-token notion-focusable-token notion-enable-hover" tabindex="0" href="https://smd-cms.nasa.gov/wp-content/uploads/2023/05/139_39805df8350d398db74a88610c37ca5e_STOLCVIKTOR_.pdf" rel="noopener noreferrer" data-token-index="1"><span class="link-annotation-unknown-block-id-892448419">NASA</span></a> : cela reste de la recherche à ce stade. Stay tuned 🤭</p>								</div>
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									<p style="text-align: left;">Pour retrouver d&rsquo;autres scénarios, vous pouvez vous abonner à notre newsletter <a href="https://futurepath.fr/sinspirer/passeur-de-futur/">Passeur de Futur</a></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2024/12/19/et-si-demain-dieu-existe-il-est-sur-783hz/">[Et si demain&#8230;] Dieu existe… Il est sur 7,83Hz</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>AI Agents &#8211; Part 4 &#8211; un cas d&#8217;usage très concret</title>
		<link>https://futurepath.fr/2024/11/23/ai-agents-part-4-un-cas-dusage-tres-concret/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Sat, 23 Nov 2024 16:11:36 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[IA]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=1798</guid>

					<description><![CDATA[<p>Découvrez comment la plateforme The Next Stories révolutionne la création de vidéos animées grâce à des agents genAI spécialisés. Imaginez un processus de production visuelle où chaque étape, de la scénarisation à l'animation, est guidée par des experts numériques. Vous serez plongé dans un univers où la direction artistique, la génération d'images et la composition sonore se combinent pour donner vie à vos idées. Suivez mon expérience, des discussions avec le scénariste Alex à la création de la bande originale avec Hans, et explorez comment ces agents transforment un processus complexe en une aventure créative accessible à tous.</p>
<p>L’article <a href="https://futurepath.fr/2024/11/23/ai-agents-part-4-un-cas-dusage-tres-concret/">AI Agents &#8211; Part 4 &#8211; un cas d&rsquo;usage très concret</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
]]></description>
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									<h1>Des Agents très spéciaux.</h1><p>Je n&rsquo;y connais à peu près rien en génération de vidéos. J&rsquo;ai fait joujou avec des outils de montage comme iMovie et même Final Cut (quel gâchis de me mettre cette puissance entre les mains). Mais je n&rsquo;ai jamais créé en digital from scratch : j&rsquo;avais toujours sous la main des rush shootés à l&rsquo;iPhone et de la musique. Et je m&rsquo;improvisais monteur (souvent pour des projets scolaires des kids).</p><p>Alors quand j&rsquo;ai découvert <a href="https://thenextstories.com" target="_blank" rel="noopener">The Next Stories</a>, je me suis précipité pour voir. J&rsquo;ai dû passer quelques semaines au purgatoire de la waiting list. Et  j&rsquo;ai pu y accéder vendredi dernier&#8230;</p><p><a href="https://thenextstories.com" target="_blank" rel="noopener"><img decoding="async" class="aligncenter" 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" /></a></p><p>Cette plateforme/app accompagne les créateurs dans leur production visuelle animée.</p><p>Leur produit principal semble tourné vers la production de bande-annonce (des teasers donc). Cet article peut avoir deux lectures :</p><ul><li>vous êtes intéressés dans la <strong>production visuelle</strong> et souhaitez découvrir un bout du futur.</li><li>vous vous demandez ce que c&rsquo;est que tout ce battage sur les <strong>agents genAI</strong>. Et vous n&rsquo;allez pas être déçu : adieu l&rsquo;interface aride et conversationnelle de tous les ChatGPT et bienvenu dans le monde des agents hyper spécialisés qui vous apporte une grosse valeur ajoutée, pas à pas</li></ul><p>Pour le.a lecteur.ice ayant peu de temps, nous résumons ci-dessous toutes les étapes de création (et il faudra scroller tout en bas pour voir le résultat complet). Ensuite, nous détaillons les différentes étapes, leurs agents et les IA utilisées.</p>								</div>
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									<p>On est intégralement pris en main et guidé pas à pas. Le processus est matérialisé dans la barre à gauche. On comprend donc qu&rsquo;on va passer par les étapes créatives suivantes :</p><ol><li>Scénarisation : le contexte, les intentions et le découpage en plans.</li><li>DA : (ouais, quand tu veux te la péter, tu dis DA pour montrer aux plus néophytes que toi que tu sais ce qu&rsquo;est la Direction Artistique). Ici il s&rsquo;agira principalement de décrire complètement chaque plan et l&rsquo;ambiance souhaitée.</li><li>Plans séquence : comme chaque plan sera basé sur une image fixe, ces images sont donc générées à cette étape.</li><li>Animation :à partir de chaque image, une très courte « vidéo » est générée (5 secondes).</li><li>Voix et BoF : la partie audio avec le travail sur la voix de narration et la musique d&rsquo;ambiance.</li><li>Montage : retouches finales avant production.</li></ol>								</div>
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									<h1>Rencontre avec Alex,  le scénariste</h1><p>On commence par une discussion avec le scénariste Alex (qui carbure à ChatGPT-4o). Il cherche à creuser le projet : le contexte, le lieu, la date, les personnages et leur caractère, leurs interactions, et comment on prévoit leur évolution dans le contexte. C&rsquo;est le moment où j&rsquo;ai collé mon mini-scénario (cf livre en cours de finalisation) qui décrit tout ça.</p><p><img decoding="async" 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EAAAQQQQAABBBBAoOYCofVbMzDBMaBCa2DH6pEcAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDmAqH1WzMwwTGgQmtgx+qRHAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg5gKh9VszMMExoEJrYMfqkRwBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoOYCofVbMzDBMaBCa2DH6pEcAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKDmAqH1WzMwwTGgQmtgx+qRHAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECg5gKh9Vv/f9e4qh0GEgjTAAAAAElFTkSuQmCC" /></p><p>Une fois ces éléments <span style="text-align: var(--text-align);">ingérés, il résume la situation. B</span><span style="font-family: Poppins; font-size: 14px; font-style: normal; font-variant-caps: normal; text-align: var(--text-align);">ien entendu,</span><span style="font-family: Poppins; font-size: 14px; font-style: normal; font-variant-caps: normal; text-align: var(--text-align);"> il</span><span style="font-size: 14px; text-align: var(--text-align);"> prend en compte les modifications (infatigablement d&rsquo;ailleurs). Cela conduit à : l&rsquo;idée générale, le contexte, les personnages, leurs enjeux et le déroulement souhaité.</span></p><p>Ensuite, il crée une structure narrative qui va conduire à la création d&rsquo;autant de séquences (6 dans mon cas). D&rsquo;abord il identifie clairement : le titre (« Lune 2054 : Solitude et Espoir » &#8211; j&rsquo;ai pas été vigilant et ai laissé ce truc un peu plan plan il faut l&rsquo;avouer), le type d&rsquo;histoire (« Fiction »), et le genre (« Drame / Science-Fiction »), la bio des personnages et le nombre de séquences.</p><p>Puis viennent les plans en détails. Le scénariste propose sa perspective et on peut les ajuster avant de passer au suivant. Par exemple pour le premier plan, on a :</p><blockquote><p><strong>Shot Title: </strong>Le laboratoire</p><p><strong>Shot Content:</strong> Anhia est concentrée sur son travail dans le laboratoire, manipulant des échantillons avec des outils de haute technologie. On voit des écrans affichant des séquences génétiques.</p><p><strong>Shooting Style:</strong> Plan rapproché sur Anhia et les équipements, pour montrer la précision et l&rsquo;importance de son travail.</p><p><strong>Potential Sound Effects:</strong> Bips électroniques et le bruit subtil des machines en fonctionnement.</p></blockquote><p>Une fois ces plans définis, on va quitter Alex, notre scénariste qui a terminé son taf.</p>								</div>
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									<h1 style="font-variant-caps: normal; font-style: normal;">Direction vers l&rsquo;artistique Lucy</h1><p>Passons chez l&rsquo;agente Lucy, directrice artistique et directrice de la photographie. Mais si mais si, on ne lésine pas sur l&rsquo;équipe&#8230; Comme Alex, elle est dopée à ChatGPT-4o.</p><p>On débute l&rsquo;échange par des considérations générales sur l&rsquo;ambiance, les décors, les vêtements des personnages&#8230;</p><p><img decoding="async" class="aligncenter" 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" width="550" height="349" /></p><p>Ensuite, Lucy va utiliser les éléments du scénario et le découpage en plans pour nous aider à créer chaque situation. Elle émet des propositions plan par plan et nous invite à commenter pour qu&rsquo;elle ajuste.</p><blockquote><p><strong>Shot Number: </strong>2<br /><strong>Shot Title:</strong> Le laboratoire<br /><strong>Shot Content:</strong> Anhia est concentrée sur son travail dans le laboratoire, manipulant des échantillons avec des outils de haute technologie. On voit des écrans affichant des séquences génétiques.<br /><strong>Shooting Style:</strong> Plan rapproché sur Anhia et les équipements, pour montrer la précision et l&rsquo;importance de son travail.<br /><strong>Lighting: </strong>Éclairage doux et focalisé sur les écrans et les outils, créant une ambiance de concentration.<br /><strong>Color emphasis:</strong> Bleu indigo et argenté pour souligner l&rsquo;aspect technologique.<br /><strong>Potential Sound Effects: </strong>Bips électroniques et le bruit subtil des machines en fonctionnement.<br /><strong>Emotional Impact:</strong> Met en avant la passion et le dévouement d&rsquo;Anhia pour sa recherche.</p></blockquote><p>Les directives que Lucy produit seront utilisées par tous les agents qui suivent : des instructions sur le son, sur la partie visuelle et même sur le montage.</p><h6>Note pour les techos : cela invite à se demander comment sont gérées les Entrées/Sorties de chaque Agent&#8230; Il y a probablement un pot commun dans lequel les différents agents vont piocher et déverser leurs prod : ici, cela s&rsquo;appelle le « Studio », ce qui permet un couplage lâche entre les Agents.</h6>								</div>
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									<h1>Passons chez Morgane, reine de l&rsquo;image</h1><p>Maintenant qu&rsquo;on a bien avancé sur le découpage et le contenu, passons à la partie visuelle. Morgane, spécialiste en génération d&rsquo;images pour les teasers cinématographiques, va nous proposer son interprétation visuelle de chaque plan.</p><p>Généreusement, elle nous génère 4 interprétations visuelles par plan. Son petit cœur bat au rythme de MidJourney. Elle nous montre même les prompts qu&rsquo;elle utilise. On peut sélectionner l&rsquo;image qui nous plaît et lui demander des modifications.</p>								</div>
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															<img loading="lazy" decoding="async" width="1024" height="868" src="https://futurepath.fr/wp-content/uploads/2024/11/Article-video-Lune-2054-illustration-plan-3-Choose-photo-from-generated-ones-1024x868.png" class="attachment-large size-large wp-image-1816" alt="" srcset="https://futurepath.fr/wp-content/uploads/2024/11/Article-video-Lune-2054-illustration-plan-3-Choose-photo-from-generated-ones-1024x868.png 1024w, https://futurepath.fr/wp-content/uploads/2024/11/Article-video-Lune-2054-illustration-plan-3-Choose-photo-from-generated-ones-300x254.png 300w, https://futurepath.fr/wp-content/uploads/2024/11/Article-video-Lune-2054-illustration-plan-3-Choose-photo-from-generated-ones-768x651.png 768w, https://futurepath.fr/wp-content/uploads/2024/11/Article-video-Lune-2054-illustration-plan-3-Choose-photo-from-generated-ones-1536x1301.png 1536w, https://futurepath.fr/wp-content/uploads/2024/11/Article-video-Lune-2054-illustration-plan-3-Choose-photo-from-generated-ones.png 1742w" sizes="(max-width: 1024px) 100vw, 1024px" />															</div>
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									<p>Le petit hic, c&rsquo;est qu&rsquo;elle n&rsquo;utilise pas toute la puissance de l&rsquo;engin, car je n&rsquo;ai pas vu l&rsquo;utilisation du paramètre qui permet d&rsquo;avoir des personnages récurrents/cohérents &#8211; le truc qui permet d&rsquo;avoir des variantes du <strong>même</strong> personnage plutôt que des personnages proches mais différents à chaque image générée (pour les intimes, il s&rsquo;agit entre autres de « <em>-cref</em>« ). Ce qui fait que les personnages sont ressemblants mais pas identiques d&rsquo;un plan à l&rsquo;autre. Rien que la plateforme ne puisse corriger plus tard (par exemple en ajoutant une étape de génération des personnages uniquement &#8211; lesquels pourraient ainsi être injectés dans chaque plan ensuite)</p>								</div>
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									<h1>Donnons un peu de vie à tout ça</h1><p>Donc on a les visuels. Un par plan. Six au total. Rien de plus simple que de les animer un peu.</p><p>Enfin, rien de plus simple&#8230; Disons que ça prenait des jours et des jours par le passé. Là, assis confortablement derrière son écran, on devient metteur en scène.</p><p>L&rsquo;agent qui nous épaule est anonyme (pour l&rsquo;instant certainement) mais il est porté par des grands noms.</p><p><img decoding="async" 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EAABEAABGDI4hkAARAAARAAARAAARAAARAAARBwFQEYsq6qLhQWBEAABEAABEAABEAABEAABEAAhiyeARAAARAAARAAARAAARAAARAAAVcRgCHrqupCYUEABEAABEAABEAABEAABEAABGDI4hkAARAAARAAARAAARAAARAAARBwFQEYsq6qLhQWBEAABEAABEAABEAABEAABEAAhiyeARAAARAAARAAARAAARAAARAAAVcRgCHrqupCYUEABEAABEAABEAABEAABEAABGDI4hkAARAAARAAARAAARAAARAAARBwFQEYsq6qLhQWBEAABEAABEAABEAABEAABEAAhiyeARAAARAAARAAARAAARAAARAAAVcRgCHrqupCYUEABEAABEAABEAABEAABEAABGDI4hkAARAAARAAARAAARAAARAAARBwFQEYsq6qLhQWBEAABEAABEAABEAABEAABEAAhiyeARAAARAAARAAARAAARAAARAAAVcRgCHrqupCYUEABEAABEAABEAABEAABEAABALKkM2ZLT+VKV6NShR6kHKHFaRcYQVi/rIVoMwh2VBbIBDQBK5FXqFzl0/QuUv8d5zOiuW+Y7/RH/vXie0nA7rsiS1cxuBgyp49J2XNFkYZg0MoWPwO5mVICKVPnyGx2eA4EPA7gf/+u0lRkZEUFRVJN6Ki5PLK5Ut08eJ5+dvvBXLggko+Q4V8SrmEfDpAGVk6RUCX0ajbMhqRSmWUdSjLKMssdKhTTxTytZNArHxGCZ0Zo0sDQYemuCEbFpqbqpZpSdUfbEOl7npYMOciIYFAaiIQTXsOb6I127+i9Ttm06WIs666uQwZMlKefHdQ3nz5KVtYdlF2yKirKhCFTYBANF2+eJFOnzpJZ07/Szdv3kjg+MDaLeUz7x1CRvNTWHbIZ2DVDkpjD4FouiRk9IxbZTSj0KFCRqFD7XkakEugERA69NJtHXrK/zo0xQzZsCy5qVm1V6jBoz0oU3CorJXIG1fp0OkddODUdjp/5QRdunYm5u/qGYq8eTXQag7lAYE4BEIyZKGwLHkoLHPMX86sBSg83wMUnrcshWTMIo+NjIqgRRs/pu/WjQ54g5YbyIUK30X5C95p9LZGR98SDf2b9J/4u3XrVsxfdDRFi/VosUQCgUAlEBQUREHp0lE6sUzHS/GXPkMGyiD+goLSyWLzF+eTx4/SsSOHA96gZfkseGcRKlCoMOQzUB86lCtJBBIroyeOHaHjR/9xhYxChybpEcDBAUwgsfLpbx3qd0M2Q/qMwnh9ntrWGkyhmfjrcTT9eXQDbT24jHYd/ZFu/hcVwNWIooFA0glkSB9M991ZhcqF1xXLyiKDIIq4fpG+XDWMFv/8kXjmA6sHiF9WbLwWvquYaORnFOWNFi6ZwpVE9FTdvHEDBmvSHwGcEcAE+HnPIHpMMopnPTgkWJQ0SDaQjxw+II3aQPtAA/kM4IcJRXOEAD/zGYWMsj6CjDqCGJmCQLIJpLQO9ashG17gf9Sn1TQqVqCsBMYG7IrfJ9Gxc38lGyBOBAE3ESiU6x6qU/ZZKlWIDVqiAyd20JhvutDBE38ExG1kCc1KJe+5j0Kzhsny8HjCyOuRxD1VSCCQ2gnwOO+QTDz2O0TeasSVy7T3r110NeJKQNw65DMgqgGFSEECUkZFTAaOy8Ap4solIaO7IaMpWCe4NAgoAimhQ/1myNYq14FeaDpRfPXORKcv/UMLt4ylPcc3qnvHEgTSFIFSBR+hRuVfprxhRURP53WaOO8FWrVlZooyyHtHASpespRwuUwve6Qir1+nG6IHFgkE0hoB7v0JyZRJ9gDduvUf7d+7h07/eyJFMeTNJ+TzbshnilYCLh4wBAJSRqFDA+b5QEFSloA/5dMvhmyzan2oS70RgmoQbfxrLi3a9oFsvKcsZlwdBFKWQLD4qNPgwV70yD3NREGiadrSgWLs7JgUKRSPtStarKS89rVr12R010BzqUwRMLhomiXA7lLc65M5c2bJ4NCBvXJcXkoAgXymBHVcM9AJsIyGCBnNBBkN9KpC+dIgAX/pUMcN2drlO1LvFpPolggSM2/TKPpl3/w0WJ24ZRCIn0ClEk9Rk4f7iiA06Wjct8/R95tnxH+wA3vyia/IJYQ7sbClKSIiQvTCYpy6A5iRpUsJZMwYTKGhIiCh0Jb7hAvjKT/3zEI+XfrgoNh+I8C9P6FiWExgyOgVeDL5reZxITcQcFo+HTVk7yv6KI14diVxgKc5v4ygX/ctdANzlBEE/E6gYolG1KLSQBn4aeCkJ2j3oZ/9UgaeTuf+MuVENNcgMcYoQsytCSPWL+BxEVcR4PmSswhjNvpWNO38faucasAfN6DLp/zIBPn0B3Zcw4UEAkFGoUNd+OCgyH4h4KR8OmbI5siajya8tJlyhRWgNbs+p6XbPvQLLFwEBNxKoN6DPal66afp3KXj1Gt8Rbpw5ZSjt8I9TWUfeli6T167dlUEdbru6PWQOQi4mQCPmc2cOYt0u9/x2ybHPRdi5LOikM9MdF3I53XIp5sfH5TdDwQyCRnNJGX0Ou347Vc/ySh0qB+qFpdIBQSc0qGOGbJDO82nCvfWo70nfqUpq3tL1+JUUA+4BRBwjAC7FnetMY5KFqhIm/9cSkNnPOXYtTjje0uXpZy584pe2EjZG+voxZA5CKQCAtwryxGNz509TXt27XD0jkoJ+cwF+XSUMTJPfQT8KaPQoanv+cEdOUtAyed5oUP/tEmHOmLI1iz3NPVpOVXMlXmexix5mi5dO+MsGeQOAqmEQFjmPNSn/udijuWcNGZ2F/ph6yxH7owjFJe8pzRxRNYrly+L5S1HroNMQSA1EUiXLh1lzZZNRvbmaXmcimTMEYpLloJ8pqZnB/fiHwJ+k1HoUP9UKK6Sqgg4IZ+2G7KhmXPQ5L67KHtoXvpywxDadnBFqqoE3AwIOE3gwfAnqW3lN+lixGnqNqo0RVy7YOslM2TIQA9WeFRMMB8s597DuFhb8SKzVE4gZqxPVrohxqv+tuVn+u+mvXMspxfy+VB5IZ9iXC7PXwv5TOUPFG7PdgK6jG4TMnrTZhmFDrW9ypBhGiJgt3zabsh2qjucWjzeV7gUb6ZJP/RKQ1WDWwUB+wg8W3OCcDGuQHPWjqIZy16zL2OR013hJahQ4aJwKbaVKjJLSwSUe9SxI4fo8MF9tt465NNWnMgsjRKAjKbRisdtu4KAnfJpqyEbliU3TR+4lzIFh9L4ZZ3p6Nk9rgCKQoJAoBG4M3cpeqnudLoeFUGdR5SkS1fP2lLEDGKagnIVK1P69OlF5NXL9N9/9vYm2VJIZAICAU4gffoMlC0sm5Cf/2jrrxvo5o0btpQY8mkLRmQCAkLHaTK6ScjoTcgoHgsQCBQCceTTog611ZBtWb0fdawzjHYf/Ymmr301UHihHCDgSgKdH3+f7rvzMfps+WCaveY9W+6Be2K5xycq8jpdvXrVljyRCQikRQJZsmSREYW5R5Z7Zu1IsfIpArBdjbAjS+QBAmmWgLMyCh2aZh8s3LgtBOySTxsN2SCa3G8XFcxdQkQpfpn+Or7RlhtFJiCQVgncU/AREcV4LB0/s0+OlSWKtoziITE2lqcniLhyGZO2W6aJDNIyATnJe9Zscmqc3zbbM+8z5DMtP1G4d7sJQEbtJor8QMA+AnbJp22GbPGCD9AHL/0qXCBP07B5jSk6GlFQ7atu5JQWCQSJ6XgGN1lAYVny0otiXtn9x7dbwhAqGt08byy7Q16+dNFSXjgZBECAhHtxdummz/PK8schKwnyaYUezgUB7wQgo965YCsIBAIBO+TTNkOWAzxxoKdf9y2gOb+MCAQ+KAMIuJ5Ai0oDqWKJxiLg0yAR+Ol9S/dTqPBdwq24JEUKt+JrcCu2xBIngwATyCzci0NCMsmAT1bdiyGfeKZAwH4CsTK6VwwBOGzpApBRS/hwMgh4EIiVz+QP0bHNkB3cYQ49Uroxff3zm7T1wDKPwmIDCIBA0gmUK1aXWj86hDbuWkDDZrZIegbaGaXuK0O58uTDlB4aE6yCgBUCahqBc2dO0Z7dv1vJiiCflvDhZBDwSgAy6hULNoJAQBCwQz5tM2QnibljC+UpSWOWtKcT5+2djiAgaKMQIJACBArkLEF96s+iY2f20rNiTlkrieeOzSzGx7JbMbsXI4EACFgjwNG/2TXq2rWrtM3iOFnIp7W6wNkg4I0AZNQbFWwDgcAgYId82mbIzh12gUIyZqHXv6lJ128g2mJgPCIohdsJZMoYSm+3+oEib1ylpoNzWLqdSpWrUzrR8L544bwYw249cJSlwuBkVxMICQmh+++P/bDy119/05UrV1x9T8kpfFBQEGXPkZNuiQ9Dv2xYk5wsjHMgnwYKrICAbQQgo7ahdDSj4sWKUY6cMW2cS5cu0d69sR1ivvY5Wihk7jgBO+TTNkN2ycgo0Tj+j/p9UdnxG0/KBXJkz0533lkowVNuiYb9P4f/oSsRMMIThGXjAfHVz7HjJ+j8+fPxXqlIkSIUli2rx/6du3bH2XZ3yZIUHJxRbosQ40IPHjwUZ78bfrzXbgMFBaWn+v2DLRX30aq1xPnRdMEHV0sXcPjk1FCXDiPyW/bh4UVpwbxvjet17dadft28xfidllZy5MwpbjeIfl6/ytJtu10+Ld18Ek4264xDhw5DbyeBX1o8FDLqWevJkaNi4eGUJUtmmVlU1A36e+9ez4yTuWXsmFFUs0Z1efamTb9St+eeN3Lytc84yEUrpUrdQxlEp4JKbHfweyyhlFrbQFbl01ZD9pYwZPsHmCHbqFEDGvbW0ISeD7mfe6n4Ydq1ezfNm7eANm/ZmqjzcFDyCcRXP198+TWNfC/+4EYrli+mAvnze1y4zAPl42xbvnQhFSxYUG7bvn0Hdej0TJz9bvgxUhiy6WDIUmqoSzc8b4kpY3g4DFnFyaoSVvnAkFUkfC/NOuNZ0eD9RTR8kUAgPgKQUU8yyZGjmZ9NpQfKlpWZHTt2jOrWb+yZcTK3+DJWfe1L5uVS7DT+GDB/3pw4148Qhmz1mk/S9evX42w3/0itbSCr8mmrIcvQ+86qZGafor/NwprYwkRFRVHvPq/STz/ZMz9gYq+b1o6Lr34OHz5MDRs384qD3UzmzZ3tdV9qNGRHtf9F3qs9PbIkemTPeWUX6BtT60s80Ll7K194OAxZxSVHzlxy1Z4eWffKp+Lh9NKsM2DIOk3c/flDRj3rMDlyBEPWk2NSt7zSpzd17NDe47TX33iTFixc5LFd35Ba20BW5TPNGbIXL16kGzdu6M+GXOfIWWFhYXG2szHb7dketE305CE5Q8D8MtWvUq9BYzp69Ji+Sa53eLodvfrKyx7beQMMWa9Y5MaYHh/3NpRT60s8/hoL3D3h4TBkVe1YVcIqH7fLp7oPp5dmnQFD1mni7s8fMupZh8mRIycNWc8Sxm5JLT2yGTJkoB++X0Y55XAUMdBLeIHyGFFOifEYTK1tIKvymeYMWV9Kj11V+/R5iZ58orYhQV988RWNHDXa+O30Cj/oN2/edPoyico/Y8aMXo3+RJ2cyIPML9P9+w9Q8eLF5NnD3xlJ38yO64LBOyZ98iFVqvSwPGbfvv1UokRxuc7/YMgaKDxW3N5QduIlni5dOqlIkhvFmZUQBz5KyCXIozK8bEiu7FuV08Qw4A99/GFPpfDwpBuydrJS5QiEpVUlrO7B7fKp7sPppVln+NLpTpfFnD9H4Lx165bPYHopJefmsqal35BRz9pOjhwlx5C1qp+45ClhyDqhr2rVqkFj3n9PVka0eE9Mnf4ZdX2ms1E5jZs09xnHxYk2kHHxFFyxKp8wZE2Vx426VSuXUZ48ueWenTt3Udv2HY2jBg7oS0WLFpW/N278hWZ89rmxT61Uq1qF2rZtrX7Sc917Guvdn+tGDz74gPz93nujaf+BA8THd+zYnu65+27KGhpKBw4eoj927qSx4ybECXg0eNAAKlyksDz3jz920sQPPzby5ZWiRe+igQP6Gdt++WUTTZ8x0/jNK+yW26/fK3IbR9pk9+nIyJgGakhIMHXu1JEeeKAssR//HXfkI+7B3rd/P7HBOPPzLzx6SF/s9TyVLh0TvfTM6TP02utD4lxP//H+qHcpW7ZsctPKlavou7nzyPwynT7jM1kGPmjduvXU66U+ehaUKVMm+mn9ahHASTSsRbnnfDeX2mmsYcjGwRXnh9sbyna9xGvVrEENGtSjMv/7H+XOlZOihIfG7t1/0vYdO2jLlt/ox582xOFm/vGI+IjSoH49qlChvHxPcMOUDdmTJ/+l9T/+JMfXs1ybkxXZ1/NKjpzy+fr13x05ik6fOk1DhgymxyrztEyZ5btg7dr1xqX4vdSp49MyOjEb6+fOnaNNmzbTlGnT5ce2xAR7Si4roxAuWLGqhNUtul0+1X04vTTrjKQasnbr8IOHDtFTTzWidm1aU3h4URl4aofw4pou2ga//bZN4ih1z93U8/nuVLZsGcouPL8OiqEzvO/90ePoqghC6C0lV8695ZXWt0FGPZ+A5MhRYgzZ5D63un7as2ePbP+qUvsyZK3Ks7oGL53WVx9/+AFVFvqW05atW2nw4KG0fFmsO/FnM2fR6DHj5H5v/+xqA3nLOyW3WZVPGLJeam/ihHFUtcpjcg+7IT/8SBWjl/TLL2bS/aXvk/vYn5392s2pZcvmxEanSrpxpQvkwEGvU4Xy5ahp06fUoXGWBw4eFK7Nz9Pp06fldt23/sKFC1Steu04X35bt2pBgwb2N/LwNs706fZtqe+rMcbhjt9/p6c7dJHH33ffvTRi+NtSERsZmFbYqH2l7wD69dfNxp6nGjeit958w/jduu3T0igwNtxeYUU++5svjc0dO3elbdu2exiyvV9+lcaNjQnydO3aNXqsao04vcLcuJ7wwViZD0e22yd6cGHIGlh9rri9oWz1JZ4lSxYaPuxNIzJifLAWL1kq5drcS8sfT14fPJAaN2oY36lyO78zWBl9+dU3cY6zIvsqo+TKKZ+vX7/Pq/2oTauW0hhXefP7aMnSZfLnc892lQ1vtU9fRkZG0qjRY+O848xRi62y0q8X6OtWlbC6P7fLp7oPp5fJaYDrZbJThw967Q16/PGq9ERtjggfN/F0VJ06d5MeQyOGv0VB4iO5ObE7YY+evSgiIq4xa0XOzdfAbxLTumAcu/k5SI4cJWTIWnludf2UlKjFVuWZufhDX+XPfwetWLrIeA8Me+ddmj37W/py1mfGVHY8U0fN2nUNe8NcZ1bbQOb8AuW3VfmEIWuqSXYn4C8kKiIuu9NVeLiyYTBaFRpdWC8Iw5BDoHNiNwOeAohdk/Q0b/4CGjL0bbmJjd6pUz41djdv0SZO+PP3Rr5DdZ58wtjPKywUyhDm3xPGj6Fq1aryKk2Y+BFNnjJNruv3xX77PC/kkaNH6Y58+ejee0sRu4dwYh6Vq1QXvbiR8jf35KxetZxCRU8yp9lzvqNhw0fIdf3f8z2ekz1CvO3EyZNUp25DydT8Mn2yTgNavGiecT0Owc4vNZUGDexHrUUDnNMHEz4UEYkLUPNmTdVuuBYbJDxX3N5QtvoSH/LGa9SsaRMDDD/D/JxfFHPWlRYfcnLlimns8AFjxo738Lbo17cPtW/X1jifVy5fvkxHjhylkiVLGM+sOuDF3n1I7+G0Ivsqz+TKKZ+vX58b0Ox5oSdlyD700IM0Y9pkfZdc57n9zHEE1EFmQ9YqK5WvG5ZWlbC6R7fLp7oPp5dmnZHUHlldhqx+jNZ1OA8JYu8MPfH+bFmzGnrd2zHehtDoZUyKPtavjfVYApDRWBZqLTlylJAha+W51fWTvw1Zf+gr7nHmdjAnfg/UEFGK+f3AHTH9+72qqkV0FvWn77//wfitr1htA+l5BdK6VfmEIWuqzTJl/kezZk43tvKkzM1axLoJ64JqVQnyRdg9dviId2nNmnV0STSKKz1ckdgFN6tQfpz067ORu37tKsM9l8fu8hheldigzJMnj/opl/0HvkbLlq2Q6+w2/eO6H4zzlSFcuPCdtGTRfOM81aBVG9gVgl0iVDI3HHQDgb9C16hVx2PM4HdzvpaNfc5jmhgXMG78BJmd+WVaU5w7cuRwKl+unNz/2czPRe/WeLnO/5YuXmDMC9y2XQdq0aIZNXmqsbFf7/3mjalB8BG1OKZ6rdQlG5r8DKrEbsQ9no/tCQkNzULjx46mihUryEM4HH7Vx2sZ3gDh4UVp/tw5RmAGdrPt+UJv+lO4QPGYOHanqlWzJr0jenxVz8u///5LT4gPM9wQ5aQrav6dFNnn463Kqfn6nCe/X9iV+sSJk7RRDEX4559/aMqkjw0OfMykyVNp7tz5dPzECcqRIwe9/FIvatIkVub4GN2QDQ+3zorzdEuyqoTVfcKQVSR8L806w6yPfJ9NZLcO516UQYOHSE8lDuIySnxQVsOHVFlWrPyeJkz4iI6KKUvYq2jM6PcM43b+goX0xpC31KGW5dzICCsGAciogcJYMcvR57O+oAMHDhn7va106dxRPp+8zzz9jp36yZ+GbHi48/qK297LliygAgUKMDpavWYtsfchJ9ap3HZXH8F+/nkjdRdtE2/JShvIW36Bss2qfKY5Q5Z7C38X40vNiXscSxQvJnsN1cPGx4wZ+4HomZlpHG63EvT29aVH92eJ/zhxI7nSo1UNw/C9d0Wva52YXtc1a9fRS71jxrvqLxEe78cuHpy+FWNI33r7HbnOPavffDVLrnOvKPd+cuJj27drI9f5H7tLm90q2QDOfrv3+JNPJ9NHH39qHH///aWle4TawONkFy1aon56KGZlQPMB5pfpE3Xqy/GHL/bqKc/n4E9NmsX0wBYpUoQWL5wrt7Nr9eM1npBuzY0axtwH74AhK/F4/ef2hrKVl7j+NZQNyxq1nqSzZ+NOQ8Ry8PWXsWPe9QZyt65dqNcLzxtcu4po5rqLvdrB4+DYLVelpzt2oR07fpc/zYZkUmXfqpyar+/NhZoN+h/XrTaUKhu5PV94Sd2OsdTdoXijbsjawcq4kAtWrCphdYtul091H04vzTpDl9PEXNtuHa4/+3z98uUeomlTJxlF4Y9FbcRHVz1Ymi6Lf/+9l5q3jNW/VuXcuDBWDAKQUQOFsWKWI2NHIlfMhqzV51aXCX8asv7QV48+Uok++XiiQZaNWDZmVRo/bjRVf7ya/MnemXXqNZKei2q/WlppA6k8AnFpVT7TnCGblErkYEN9+w8yjEg+104lyL0+7KbLxqqeateuSaNHjTQ2NWjYhP45ckT+rle3Dr07YphcZ7fGKtVqyvP1saocyIVdFdhNWh8nq09bw7757KOf2KT3hHLQp/fFGDk96T2uW7f+Rp2fiTHE+RgOGNPn5ZjGMAeNatq8lXGq+WXKAsyuWHNmf2kcw8YtB9LRXTB4LB/3HHMPWIMG9Y1jYcgaKDxW3N5QtvIS/1REuuZADpz+/HMPtWrjOY8bf8zasmmD0aPKXgPsPcCJlRArI05nzpyRXgfyh+kfB1xbOP87Y6ueh66okyP7RqY+VnzJqX59Hsdb+8n6MoCTnl050QifrjXCXxv8Bi1avFQ/RK63aN5UjBceZGzXG/N2sDIydsGKVSWsbtHt8qnuw+mlWWekpCHLcSNYB+spnxiOs2plrMxMmTpdDoPRj3m5dy8jqKGv94l+jr7uS87147AeQwAy6vkkmOXI8wjfW8yGrO+jY/b6em51/eRPQ9Yf+mrUeyOM2VC4E4a9FvXZSWrWqC49thTDjz+ZRPxnTlbaQOa8Aum3VfmEIRtPbfJYz3dGjPQwMu00ZDlqYacu3TxKoAc04p26IZs9exitW7OK2FWBkwquxAGX2JjlxD2YHOI7PLyo+BU7TlYfH8u9LN6is4aHF6VHH32EyotxcjxmkKMMh4Vlo7zCZVm5THozZHUjk6/ZsHFTYUT/w6s0c8ZUYzwej2tlxa6S+WXKhuzx48flXFt58+aVhw19a5h0bfxw4niq8lhluU25P8OQVSQTXrq9oWzlJc4fRjgqOCdWIPFFCtXHgLInBntkcNLPN3+okQfc/sfG8GZhDCv5ZHetUe/HfPTRFXVyZF+/Tnh40uVUv77+gUvPV58egLfz+4nLak7sgs0uyCrphqwdrFS+blhaVcLqHt0un+o+nF6adUZKGrLe3gXsXrxuzfcGBn14j9r4Qs8e9Gy3Z+RPX4ZseHjS5VxdA8tYApDRWBZqzSxHMl6E+DDjK3Gva9bbw958GbLh4Ul/bnX95E9D1ml9xa7DPHesijPDQSC5s0lPvO8H4V6sYuawx2Rd0RY2d3JZaQPp1wu0davymeYMWQ58dP16pEc95suXV84HyTu8fTFRJ9hpyJqFVV3DlyHLx3AgFg7IwkkFpeExruxezAFZ+AsxG7Yquior0hUrvpfT1vBLiKcK4WNUwCbOp2DBgjRuzCgqVeoe/ukzeTNk2cD+4fvlMvobnzxl6jTxFfojyp07F60W29kIZpfOuvUbS0NVXcD8MlWG7JtDXjfG4fH4ogEDB9OGH9cQR55l14tqwq2Y6wmGrCKZ8NLtDWUrL/GVy5cQRw1MSuJxofwRhZN+/uLFS+SYuPjy4t4Y7pXhxC72akoqX4pa5ZWQ7FuRU/36m7dspWe6xgSeUNfmZVMx9nWokD2V6jVo7DHlFu/juZvnfhsblVk3ZO1gpa7vhqVVJazu0e3yqe7D6aVZZ6SkIetNh5sNWW9DCHiYArs0cvJmyFqRc6f5uzF/yKhnrSVHjhIK9mTludX1k1mufO2z2iZ3Wl9xgEgOJqUSRzrn2Brm1LNHd+IPySr16Pkibdjws/opl1baQHEyCrAfVuUzzRmy8Sm9jh3aE09vo9Lbw96hOd/GjMdU23iZGKFp1bIFvTaov3Ga7u7qSyDVCQk1Zjt17CBcdV+Uh/O8lTymVX0BVnOvNhVT+gx9Y7A8Zs6339Ec0cOspr9Zv/5HeuHFl9XliKfGYddLVsAqcaCan8U8uefPX5BzyXYWg/zV1yJvhiyfp4/fPSJcoesLl+gmYn69N4fGTM/DAXY6dIz5Cq2uY36ZKkOW5/rkgBiczp49S9179DLcjX///Q9q36Gz3AdDVmJI1D+3N5StvMTnz5sj50ZmUPzlmT+OJJR47BrLF6f5c2dTMTEHMydWLqxkvCV259/8ywYKFsGfOH39zWzh2RHzHFuVfatympjrc9Rzjn6ukvL4UL/V0hxBXTdk7WClruOGpVUlrO7R7fKp7sPppVlnxKfT4yuH0zrcqiFrVc7ju++0vB0y6ln7yZEjX4as1efWl37ytc+qPDutr+Z9N5uKi/g7SU2rVq0mniZPT1baQHo+gbZuVT5hyN6u0UyZMtEKMe2OMubYkGNDTA/QwIfqQhNfz8yA/n2pbZtWxrNS9sEKXiOXmr86qRMSMmSLhYcTN8w58RidAWKsqIoqzPNX8qTK+lg9bpB/M3uOMabNbKTz3JgtmjeT+bErwwsv9haN9Y1GmXnHT+tXG1NvxGfIPiwiLk/+9COZD/9r9FQzevGFnsZXJm/TDJhfpsqQzSqm81kvAkypSG6fTppiBNHhQFMccIoTDFmJIVH/3N5QtvIS53GfPP6Tk/4hxAyOe21DQkLkZo7ArQJCTZv6qRFJ+4iYbqd+Q+9zP/P5/IVXJf1Z9aWM1fG+ZN+qnCbm+jyOmD9qqcSKlBWqOekfynifbsjawcp8vUD+bVUJq3tzu3yq+3B6adYZVgxZJ3S4VUPWqpw7zd+N+UNGPWstOXLky5C1+tz60k++9lltkzupr8yzoHjWQvxbeAgUT5/JUdFVstIGUnkE4tKqfMKQ1Wq1c6cO9HLv2J4W9mNnf3Y98Tyu3BvBacvWrdTlmbjueTxFznfffm30/vBxdvfIcp76oPl58xYYbrht2nagXbt38yG0dvVKOc6VIxBzDxQHiuJU+8l69O+/p+Q6/1NuyXL9dhAlY6dY0Q1n3h6fIcu9UUsXz6dChQrJ00e9P0ZGgeZxtlwGHuCuCyUfZH6ZKkOW902d/AlVqFCeV8WE8RHGXLX6PcKQlXgS9c/tDWUrL3H94xKPj32sao04wRYUQA6Rr57fiR9+LKee4X36PHP8LNet30gGIFPnqWX9enVpxDtvq5/U66U+xF4SnHwpY3WCL0PWqpwm5vrmQDX6GF9VRl7qwSv4t27I2sGK83RLsqqE1X26XT7VfTi9NOuMpBqyTutwq4asVTl3mr8b84eMetZacuTIlyFr9bn1pZ987bMqz07qK/aK5I++nHhonbn9a64VHivL7WWV1NBB9dtKG0jlEYhLq/IJQ1arVR5/uVz0yioX2jNnzsoGqz6WVB+7yb2XXcQ4MxUMhR9CHpvKjVk92d0jy3n37/sKtbs9ZQ4LCBuR5kioY4Vrbk3hostJHcNulS1atZXb+B8Hpdm08UejF2r5ipXUT0RqVol7RsePH2MY77ydA2HxNEbeEgew4EAWnHg8sgrY9JOYxuN5L9N4mF+muiGru1Cra/H8ndXFRNJ8P5ySYsju2fOXjHSs8opveUqUmyNCB0rCPLIxNaG/xJNalzw/8yTNW8DbM2w2Itl9WI1RMUfz5V5dDoSkRx7k8UGzv55leC5cu3ZNzEXLY9Gj5A34UsbqWTOXQQV6s0NOE3N9LofuasXvuGe6dScOaqOS2Vjn7bohawcrdS03LK0qYXWPMGQVCd9Ls84Y+ubbYoqrP3yedEP0bvAcyZyc1uFWDFk75NwniDS6EzLqWfFmOUrMB6H4DFk7nltf+snXPqvy7JS+YnuC54flJaf4prLTa8YcGOrgwUPUuElz4xC9DbR9uxiq1ynuUD3jQJetWJVPGLKmCu/6TGdSc5jyLvMXETYe2YhUiQMP7RCN2msigNIDZctQ5syZ1S5j6YQha26Y88XMgmIeZM7HTJo8lbinSU968Cjezo33nbt2y0jFVapUNoxRdQ4HlPrq69lyHiyeykRP3KOzcvliI2qr2scD3HneSnMyv0x1Q7a4GFfA4wv0pAfP4e1JMWT1fHytv/X2cDH/7jxfh/h1HwzZGNz6SzyxFaDqkhXtjOmThYyWNU7dvHkLbRURefmDy/2lS1PDhvUNV3aOnN2sRWvxceiqPJ4/FH0qpuCpdHsKH97IY7e3bdtBh0UDubSI5ljWJP8TJn5Ek6dMM67nSxmrg+IzZHm/VTlNzPX5OuapdXgbRzn+W8yHyXNGF8ifnzfFSbohawerOJkH+A+rSljdHgxZRcL30qwzfB8ds1cPqOS0DrdiyHJprcp5YniktWMgo541bpYjK4Ys5271ufWln3ztsyrPTukrc+DEV/sOoJXfr/KsCNMWvQOKd3Xs3FW0M7bLo/Q2EAzZWHAwZGNZyLXQUNEru3QRZc+eXf5mVwCOtKum6wgRQVw4WmfhwoVNZ8b8jBK9LwMGDTYCFfFWJwxZ7v1dv3aV4W7L1xk77gOaPmMmr8p0772l6JuvZqmfctnu6U70xx8742wzC1ycneIHM/hh9Rpq3qxpnF3eXK/5gIkTxlHVKo8Zx3KU5MdFlGHF0NghVswvU92Q5eNWCKNYbzj3HzCIli1faWQBQ9ZAkeCK2xvK+ks8wZu9fYAyZPlnkSJFaPKkj+I8T97y4ee1Q8cutEd4L+jpjjvyiTHgH8vx5/p2b+tr166j3n36xgmf70sZqzx8GbJW5TQx1+dysNE/SYyT5Sl2vCX2huAPfE+KwFD3l75PHqIbsrzBKitv1w3UbWgk+7dmzDojMVfXDVmndbhVQ9aqnCeGR1o7BjLqWeNmObJqyFp9bn3pJ1/7rMozk3FCX30+cxqVLVNGgudYNjze1Rxzx7NWiKpVq0o8VaZKCxctpsGvD5U/9TYQDFlFiAiGbCwLY013j+WN5p6Vu+4qQgNFQCeeb1VPPGaW553cuXNXnHlQnTBk+bqj3x9JtWvVNIpgNlK5QcpT1oQK92BO7JbL41TZXdCcWrdqIYMp5c6d29jFvc2rRYN8rLinkyL4FU/P89jteVz5IHYvZhdNc6pR/XEaN/Z9Y3N8ATX4APPL1GzIDn5tILVs0UzmxeWu+ngtOcWQyhyGrCKR8DKtG7JMiKeJYo+LJ5+obbgAK3LsJrxw4WKaMm261yln+Dj2uOjRvZscPqDc5tX5vNwrei1ZJmbP+dZwf1f7fSljdYwvQ5aPsSKnibm+KkdwcLCMF8CNE93L5OTJf8X78ENatHipHAushlGYDVnOxworVQ43LNFI9m8tmXVGYq6uG7J8vJM63Kohy+WzIud8PlJcApDRuDz4l1mOrBqynKeV59aXfvK1j69rRZ75fE526qviYoaDeWKmA5X02QvUtviWHGeHp/BTbXH+sF5DDKe7IuLEwJD1Ti3VG7Leb9uerexGy9GBOR06dJhOnTplT8YplAsLEPfi5smTW/TCXhBjio54DE7nwE/89er4iRPC3TBmzJG5uObph8wGtvl4/PZNAK7FvvkkZy97NLDs5s2Th9KlT0fHjh2X8xur8awJ5ckfiVh58vn8oYjnNGYjjycydzrZJaeJKSd7qBQvXpyyh4XJHmp2w05qSklWSS1rco5HIzk51ALjnEDW4f6U88CoDedKARl1jq0555R8bu2Q59Sur8z1FQi/rconDNlAqMVUVAZ2KR757nCjFzg1uT+kVDXBkE0p8rguCCRMwKoSVldwu8eEug8sQSDQCEBGA61GUB4QiCVgVT5hyMayxFoyCbRp3ZIqimlyeAxiyZIljFzYVbNl63a0b99+YxtWkk4AhmzSmeEMEPAXAatKWJUThqwigSUI2EsAMmovT+QGAnYSsCqfMGTtrI00mtewt4dSo4YN4tw9z7U5/J13Ayr6b5wCuugHDFkXVRaKmuYIWFXCChgMWUUCSxCwlwBk1F6eyA0E7CRgVT5hyNpZG2k0Lw6e07FDe+Jxh1euXJHBrj4V0/zoc0+mUTS23DYMWVswIhMQcISAVSWsCgVDVpHAEgTsJQAZtZcncgMBOwlYlU8YsnbWRhrPK1u2bNKQ5ek5kOwjAEPWPpbICQTsJmBVCavywJBVJLAEAXsJQEbt5YncQMBOAlblE4asnbWBvEDAAQIwZB2AiixBwCYCVpWwKgYMWUUCSxCwlwBk1F6eyA0E7CRgVT5hyNpZG8gLBBwgAEPWAajIEgRsImBVCatiwJBVJLAEAXsJQEbt5YncQMBOAlblE4asnbWBvEDAAQIwZB2AiixBwCYCVpWwKgYMWUUCSxCwlwBk1F6eyA0E7CRgVT7/DwAA//8RiygsAAAnNUlEQVTtnQd8VUX2x096bySUEIqUSASliFL3j6LYdRVddO2KiqhrQwERXHVFsSL2FTtiQVSsWFbRVWmi0qRJDQRCCaSTSvI/52Yvvry8l/LuzM19eb/5fMJ9t7zzZr5zf8w9d2bOBBFRNf9ZTp8/Um7YGD97kGVbMAACIPAngccuW2LsnDUx/M+DPnwaMmyE8a283AM+fBtfAQEQ8EQgMamVcXjRD994Ot3oY9Bno1HhQhBoEgFotEm4cDEI2ErAqj6DOLdwZG2tMvwYCDSNABzZpvHC1SBgJwGrjbCZVziyJglsQUAtAWhULU9YAwGVBKzqE46sytqALRDQQACOrAaoMAkCighYbYTNbMCRNUlgCwJqCUCjannCGgioJGBVn3BkVdYGbIGABgJwZDVAhUkQUETAaiNsZgOOrEkCWxBQSwAaVcsT1kBAJQGr+oQjq7I2YAsENBCAI6sBKkyCgCICVhthMxtwZE0S2IKAWgLQqFqesAYCKglY1SccWZW1AVsgoIEAHFkNUGESBBQRsNoIm9mAI2uSwBYE1BKARtXyhDUQUEnAqj7hyKqsDdgCAQ0E4MhqgAqTIKCIgNVG2MwGHFmTBLYgoJYANKqWJ6yBgEoCVvUJR1ZlbcAWCGggAEdWA1SYBAFFBKw2wmY24MiaJLAFAbUEoFG1PGENBFQSsKpPOLIqawO2QEADATiyGqDCJAgoImC1ETazAUfWJIEtCKglAI2q5QlrIKCSgFV9wpFVWRuwBQIaCMCR1QAVJkFAEQGrjbCZDTiyJglsQUAtAWhULU9YAwGVBKzqE46sytqALRDQQACOrAaoMAkCighYbYTNbMCRNUlgCwJqCUCjannCGgioJGBVn3BkVdYGbIGABgJwZDVAhUkQUETAaiNsZgOOrEkCWxBQSwAaVcsT1kBAJQGr+oQjq7I2YAsENBCAI6sBKkyCgCICVhthMxtwZE0S2IKAWgLQqFqesAYCKglY1SccWZW1AVsgoIEAHFkNUGESBBQRsNoIm9mAI2uSwBYE1BKARtXyhDUQUEnAqj7hyKqsDdgCAQ0E4MhqgAqTIKCIgNVG2MwGHFmTBLYgoJYANKqWJ6yBgEoCVvUJR1ZlbcAWCGggAEdWA1SYBAFFBKw2wmY24MiaJLAFAbUEoFG1PGENBFQSsKpPOLIqawO2QEADATiyGqDCJAgoImC1ETazAUfWJIEtCKglAI2q5QlrIKCSgFV9wpFVWRuw5XgC4fGdqdNJM418bl8whsoLMh2fZziyjq8iZFARAX/Up9VG2EQHR9Ykga1TCfijPoUlNOrUOwr5UkkgUPXpF45sSmQXo65zSrcqq/O+/frRkUceWa+93Nxc+s/XX9d7jRNPhkSGUFzXWMpbm28pe6GhoXT+BRc0aOOnH3+kXbt2NXidEy6Iat2HOgx70shK1g+3U8m+lUqyFRwcTH379jXuqXS+ryoqKmjz5s20Yf16WrVqlaXf8BdHVodOBdwxvXtTjx49qEuXLhQbG0tZWTto/br19NNPP1F1dbUlts3xZVX6dM1727ZtqTdzkv/T2qWmMqMs2sL337JlyygvL8/1Ukd/1qVP90JHRETQWWefTatXr6KNf2x0P92kfX95SNalT2knHnzoIQoJCaFnn3mGtm3b1iR+TrsY+vReI7r0qft5zB80qkOfurl6v1P0n9GhU8m1yrZBP4XavxCo+nS8I9s6sitd2u1Fo7Zmb76eckq31K45H/fG3XEHnX7GGfV+e9OmjXTj2BvqvcaJJ9Ov6UbZC/ZQ0dYiS9lLad2a3n7nnQZt3HvPPbR48eIGr2vOC4KCwygyuRfFpg2jxG7nGVnJ2/wRHdy9hEpyVlFVZanP2YuJiaHJU6bQcccf79HGF/PnGw944tz6kvzBkdWhU2lQbrn1Vjrl1FM9Yvt99Wp6cOpU2r9/v8fzTj2oSp9m+f7yl7/QhLsmUmRklHno8PYAs5n6wAP0+++/Hz7mxA869elaXrmnBg4aRFdffTWldehAM6ZPp/msTyvJHx6SdejTZCYPy48+9hiVlpbQ+eeNpMrKSvOUX26hz7rVplufup/HnK5RXfrUzbXunWLfEdU61dE22EUj0PXpeEf2nE73U3r8MON+2FjwA326/V4l98Z9/7qfhgwZSt8tWEA7d+70aPPAgQP02aefejzn1IPtTmxLaWe1p98mrqDqKmu9Vd26daMXXnyRHYUc+mL+F16LvIAZZu3Y4fV8c58Ij+1A7QbeQxGJ6R6zUlmyn3JWPU+FWd95PF/fwaCgIJr58svUuXNn2sm9YDOZ1x9//EGhYWFGD+0NN9xA0ezofvOf/9CjjzxSnymv5/zBkdWh06e5dyfjqKNoz5499OasWdwLu87o6c44KoPGXH89JSen0NIlS+gefongL0mlPqXMw08aTndNutso/vtz36Pvv/uesnfvpo7spP394otp8JAhdOjQIbru2msdq1Gd+jTvi7E3jKVu3bpTj4wetRz+QHFkdejTZHvdmOto1IUX0eJFi+jef/7TOJyenk5FRUWUnZ1tXuYXW+izbjXZoU/dz2NOd2R16VM317p3iz1HVOpUZ9tgBw3ok8jRjmwK98Ze0f1lvhckm5Kqadama7hXdmvNroV/p894ko4++hi64/bbeXjZaguWnPPV2CNiqOftGXRgZR5tenWz5Yz14zftj/Cb9hXLl9OE8eMt22sOA0HBodRpxMsUHtep3p8v3rWIdi1uukPUs2dPmvH001RYWEBXXHY5FRcX1/qd4wcMMIbdyUPd384/n6qqqmqdb8yO0x1ZHTpN5eGxb7z5Jh1knjfyywD3oesd2FF79fXXDXzipGX6wXBGQ5/jWJ8r1OhTCj/t4Yep/3HH0RvM4q3Zsw0e5j/ykmXGU0/RUXyPyguW9+fONU85Zqtbn2ZBH5o2jeLi481dw9GXF0yB4Mjq0OdhkPxh5ksv0RE87P9hZrzg22+NUy/xy70vv/ySPnj/fddLHf0Z+qxbPXbpU/fzmJMdWZ361M217h2j/4hqnepsG3TTgD5rCDvakT274710ZMKJte6FP/K/o892/KvWMV92Xn7lFerEvWj+8hDcUBlDY0Lp6Lt6UkSrcNoyexvtW5zT0FcaPH/CCSfQZB42/OMPP9AD/7LOvMEf1HBBfOdTqe1xdxmWq6ur6OCeX+hQWa6xHxwSSdFt+1NZ/hbatXASDy8uaXIOrrrqKrrkssvoh//+1xjC6W4gjHtmP/7kE6OH9h833mj01rpf09C+0x1ZHTo955xz6GYeVrzs559p8t01PY7unF5j502Ghz704IPcE9n03nR3ezr3dehThkJ9OG8ehYWH03XXXEOZmZl1inD5FVeQ/Dm151q3PusA+d+Bh3l0xLH9+weEI6tDnybXTp060cuvvmq8cLrowguprKyM0tLS6LU33qAX//1vv3FkoU+zRmtv7dKn7ucxJzuyOvWpm2vtu0X/ng6duudaZdvgblv1PvRZQ9RRjmxESCwlhXegpIgO1CqiMw1sfQnnMtit7qto6b636EDZdsoty6Lc8iwqO9T0uaDvce9EYlISSeOby0OI/TpxLfa4IZ0SeyVIpzUtn7ySyvN9m4/pysF0Jj7/7DN6asYM11N+8zm517XUKkPuI6KCzK9pzy8P18p7cGgUD8Gu4D/f5nXJkOLklBTaw8M5PQ1Rb83zjN/63zzjiy+6yKf5nE5zZO3Q6a233WYE4/nwgw/o3y+8UKvOZEdeEIgTFxEZaTi64vA6NmnSZzg7sEcfc4xR7OW//eYx8JU5R2r+55/TjCdrgpw5iZNufXorq8qHFac9JNuhT5PrTTfdROeOHEmu99dll19OV1x5pf84stCnWZ11tnbpU/fzmJM0aqc+dXOtc8PoPKBJp+5ZVtk2uNtWvQ991hDlW0NcH+vp80fKDSPjZw9qsrFucUNoRPtxFBOW3OTvyheKK/bTN7um0+bCRY36vgy5m8/DniTK4tlnnmlE+5TheUns2G7fnmlERJXhxr4G52lUJhRe1P70VOp4Tpph8eDOElr90Bol1i+59FK6ioOivMuO2Dx2Gk4++WSSN/CVHLRo/YYNJMF23Id8KvlhhUaS0i+klN5jDYtleZuMntfKUvuCAwk/4fgH8/oHP/T5kpziyNqpUwk0lpSUSLm5eZSzb18dbMdzYK0HeSijJKe/jNKlzzpQ3A4Iw+eee46SWrWieyZPpqVLl7pd0fy7zaVPlQ8rTnlItlOfcudE8kukd+fMMWIAuI5smsKjeIbxaB5/6ZGFPr3/P2CHPu14HnOCRu3Wpx1cvd856s/YpVOVbYN6CrUtQp81PBzhyJ6WNpF6JZ1eu4aauLcm90v6amfjgulIlNl5H39sBEFZu2aNsbyH+8+JkyZBZNznPLpf19z78UfGUcbNPSjofx3XMv9uz/d7DmerqqKKirbVnrd5+GQDH8by3ERZfmft2rXUnQM/hfNQRtck0Skf5Tl633//vethR30ODoulLmfOIel5lSTDi8sOrKPi3Uv5bwmV5clcYiXvckiWoeh19NEUzC9KZI7ngEEDjYBi4uxPuPNO2rt3r5GHpv7jFEfWbp164ySOmcz9FMYSrG0aL/3h1KRTn+5llnnDMjpA/n+TpYpGck9ZXFwczeJAWe7zZ92/21z7durTtYwqH1ac8JAsZbNbn7J8kYyc+IWXeLp70qTDeP3JkYU+D1ebxw926NOO5zEnaNRufdrB1eNNo+GgnTpV2TZoQFHLJPRZg8MRjmxieHu6sMsMig1rXauSGrtTVLGP5my9jfLLdzXqK2YgGbm4uLiI3pvznjEXT3pgJTDK6NGjjWHHmzZupJt4XqNT16oMSwijY3hebFh8mNdyF/xRSOue2uD1fH0nJkycSCNOOcW4ZOWKFUawmO3bt1Nq+/Y0YsQI41w1By+S5T1+5LVknZqSelxMKb2u4Zhh7sPUiSqKs+nAujepYPvX7M82PRCTa5mlR3+OW0AdCUJ0yy23UMnBg66XNumzUxxZu3XqCVJiYiJJQ9OVX6zIlIDrx4xx7DqpuvXpzkeWKjqb5xa7pic4WNtXX33leshxn+3Sp2vBVT6sOOEhWcpmpz7lpZ3Mg5X1i8exM+u6vJO/OLLQp6sivH/WrU87nsecoFE79Sm1aQdX73eNujN261Rl26COgndL0KeDohYnhKfSqCOmU3x4O+815uFMQflumrttHDux2R7Oej4kAhcnrU2bNnTfvffSRnZYXVPnI44whuRJD+RYXuZjy2brEYBd7av6fNStPUjeVHlLFQWVtPrhNVTh43zZy3mu04nDh9MGHhbraemY8RMmGGt8Llq40ODoLR9OOB7Zqie1OfZ2ikjo5jE7uRveoZzfX/J4rrEHo6Ki6CKeBxvMQ9aTk5NJlqCQaJ7btm415idKz7YvySmOrOTdTp26szqmd2+azENkWzFbmZM8ke8/Jw9tb1CfhazPab7r053P4MGDqUePHhQVHU3t+WVT3759jSBjEq14NkeAlkA8Tk126NO17CofVpzwkGyWzS59nse9/TfyVImfebj6FNaka/IXR7ZBfVpsP12ZyGfo051Izb4dz2NO0ahd+hSydnD1XKNqjzaoU8XtqMq2QS0J79Z0tp923EdW9emIHlmzeuLD2tKoLtP5Ybm9eajerfTAzt06jgoq/hxKW+8XmnDSDFv+DC+t8ilHnXVikjDkwWF/9jK25TVkW/VNNLIqnYvrn9lA0iOrK5nL8+Tl5tKFo0bp+hmFdoN4LdluFNNuIP8N4gjPR1GQ2UvLo4u3L7iehxrXfqlh5cdljsoZPAf7Nl7iqZydiNE8X9aX4cVOcmSFh906FY6yJuqVHEBGXhKsWrnSiFQs6zw7OTW3PqW3bDJPj5C1eD/hqRTP8rq8zk726VPlw4rVRtiskyHDRhgf83Kt3de69Skv7N7g4eqxsbHGiIgdbmuI+4sjC32ad15jt/bp0z1HVp/HnKRR3fp0Z1ffvlWu9dlWdc5unapsG1QxaJydwNWnoxxZqayUyC68duyrjaq3WZtG+7SmrAxPDOWop4UFBV57KW7m4aDn/PWvtaIxNipTzXjRMXf3oui0mrmgWZ/upJ1fNr6X2j3bEhE1PiHBmEfsLapzAp+fy1FlJf2doz873bFwL2NoZDK1HzqNndvuxqn9a1/nYcaz3C+zvC9rKkov/+uvvUZvv/VWk+05zZGVAtihU/kdeVgWZ0yCsVUdOkSzea1Ume/p1OH+kmdvSaU+vf2G+/H/GzaM7vnnP6mivJzO4TmNvqxj7G7Trn2d+lT5sOKkh2SzbnTqc8jQoXTf/fdTaWkJZWVlmT95eNuuXaqh25ycHB72n0tLFi+hWTwM2ekJ+mxaDanSpx3PY07TqE59mrVoB1fzt+zc6tapyrbBTi7uvxVI+nScI9sxpi/3yjZumYi5W2+nHcUr3Ouvwf27eSiUDJmVxlWG3HlKU3ltygEDB/pN5MVwni/b78E+xmDxvDX5tOEF7lm0EMOoQ8eO9Co7XuX8ADzy3HM9RnCWYYzPcFRUmWd8/nkjHe1cyMLRQcFhddaKlTVmZS0uSQc2vE37f3/Z0+3g9djzvDRMJPdQTOG1Tr0Nc5Ue2TPPOsvnlyJOdGTt0GkrDuo07ZGHOXBRV+7J3sO9sA+RBGfzx6Ran8Lg1NNOM3qqJdjO86xDT0mGuL/DkWUlOfllky59emIix1Q+rDjtIVnKp1OfQ4YMIWlDvSWZPysjJyQYoLx8+vbbb+nJ6dO9Xe6I49Bn/dWgU592PI85TaM69WnWpB1czd+ya6tDp+55V9k2uNvWtR/o+nScI9sveSQNT72lUfW9IPtpWrF/XqOudb1IAqJIYBQZonjnHXe4njI+BwcH05z33qME7rm9jXtmfZ3bWMewxgOtB6dQ18uOoPID5Twvdi1VFvu2LqprFoWBRIgdz4xWMiv3ZM6T+vWXX2jSXXe5n3bMvkQsNnpeE7rSwT2/8sNVqZG3kIhEim57/OHhxbuXPUSF279pUr4f4iVgjuOlYB6aOtVr9ObHnniC+vTpQ088/jh9xcs+NTU50ZHVrVMZTvwEP/zKOqmbNm3ktWIn+/V6z4f1mcv6nKZGnxkZGfT0s8/S9sxMuvYaDmbmIfXmecWPM0d5EXDZJZd6uKL5D+nUp7fSqXxYcdpDspRZtz69cZXj/jK02LUMh/WpsP2EPl0Je/9sx/OY0zRqhz7t4Oq9VvWcOaxThe2oe05Vtg3utnXs624/7biPrOrTcY6srCfbu1XtyJveKn/VgU94/djG9d662khLSzN6G4PYYZWhnjLk00zyAC2BoE7mqLyFhQXci3GRx95I83qnbLuP7mbMj107fb3Py+24l2UiO6fCQR6CJ9w5vlaP45FHHkmPckTUaF7q46UXX6S5btF63W015377wVMppv2QerNQnL2Udi2+W9bnqfc695OjeG7wdRwQTHpjpVfWdaidrFN8yqmn0jh+ESBDYf/OgaC8DdN2t+u670RHVrdOT+PexjvGj6eSkhK6lqOI7/OwlqwrI6d/1qFPeeH2wbwPebmdWHr1lVdo3ocf1poqIb2xD/ALlu4cdOyzTz+lp3nJIicmnfr0Vl6VDytWG2Ezj6rmyIo93fo08+xp64+OLPTpqSZrjunWpx3PY07TqB36tIOr97tGzxkdOnXPqcq2wd22jn3oU3HU4qrqQzTxraGW6uqirk9RWnTvwzZyy3bQwr01c2aHthlNSREdD5/bWbyKl9259fB+Uz7I3LFJvPadzJXN5B6N1atWkTgeEhlV1mMUJ3bi+AncG7SpKWab5dqg4CA69pG+tPPzXbTbZQ1Zq5mJ5uin9/PSOtKbKMvHrOa1dTMzt1HXrt3oaF4vNSIyknsYv6DpT0x39LDiuA7DKaX3jRQalVwXCTuYJft/Zyd2ClWVF9Y938ARiRB7NzuwAwcNMq7M4sAn0kPdhgPtSNRYOX+Ih9e9yEOQP/roowaseT79yKULeW3aEDprYrjnCxp5tOZBuZokOJfVpFun5ksUWd6prLz+aLvvvvOuT3OPrTJo7PcNfT7M+pyvVp/y+4M4UvEkvv8kAE9ZaSktX77ciOjct18/Y162XLPxjz/oXo7OnuPQlwE69Snll/QgrzUsc/rNJP/Hy0u4PXv2UH5ennmY/s06dV1K5vCJej4k8rJb0pQu+qFpozncTfqTPt3z7rrvb46srvZTmECfrneG98+6n8ecplHd7adJWjdX83fs2OpqR3W2DXZwsaP91H0fWdWn0h7ZanZkJ1h0ZEd2nkZd4gZRIUciXrx3Fq3N+4rEQZYkD/M9E0+jwW2upLiwNrS1cAnNy5zk870iUXcvv+IKY5kUccokyXzP9evW0yscoMcfnFjJc2yXWEo9qS1tfEX9MkES9Gns2LHG8Nl2vGyRJOld3MHryS7kZXekN9sfAu8Eh0ZSVEpviuZoxYndzjPKIUvu5G2eR5UlOca+r/9IL/5VHJF4GL8ckWVPpKdfkswv3spL70iP9Sp+UeJrepQd2SCHObK6dfrc889TOvf6NyZJ8Kc3Xn+9MZc2yzU69SkFkjV1b+T1rrt154jc3DtrJnFcFy9ebMzzl3vRyUmnPqXc78x5l5fESmkQwT0cWGzpkiUNXud6gdVG2LSl0pHVrU8zz562/ubIQp+earH2Md36lF/T+TzmNI3aqU+dXGvfJXr3dOlUZ9ugl8if1gNdn8oc2Q+n5lFEWDTdM+dkKq0o/pNwEz+Fh8RQatRRlFW8kg5VV3j8dkhQGHWI6UPZB9dReZXvv2UalyF6XXi9z0ruOZP5Zv7gmJl5l21izwQq3FJEh0prHH7Xcyo/S4+G9GRID3ZRUZFK07bZimrdhzoMqxmOnvXD7VSyr+7cXyuZieC1h2XtWOkdk2UppDfWSooMi6EHLvqWyioO0vlTEq2YokFDhxtBWPI5kqjVe7w5dGqp8M34Zbv0KUWUJXdkfezt/KIpPz+/GUvt20/r1qdvufL+LXmJlZCYZAQ1WrLwO+8XNuIM9NkISBougT4bD9UOfap+HnOiRpuj/VTNtfF3jZor7dSpmhzbbyVQ9anMkZ05fg2lpaTT9M8vo+xc5w/Htf8Wwy86gUB4fGfqdNJMIyvbF4yh8oJMJ2TLax5Sk7rTuLNm086cjTTmsV5er2vMiX7HD+EhqNG87FS+ZQe7Mb+Ha0CgqQT8TZ8yHSUuPoHnch+k5csWNbW4ta6HPmvhwI4DCfibPgUhNOrAGwlZ0kIgUPWpzJGdcsVcGtzrXHp30f3065YvtFQSjIJAoBHo3/UM+vuQe2nJmk/ogVl/s1T8jJ69qVVKGzrIw+edPtTUUkHxZRCwiYBMvYjm4dwHcvbS+rW+Tx+Q7EKfNlUafiagCECjAVXdKKyfEVChT2WO7KgTx9NVZzxIP2/6mOYumeZnKJFdEHAmgVGDJtGA7ufS61/cTXO/f9xSJtM6dqbOXdI5sm2pEbzLkjF8GQRAwAjmFhERSZlbN9LOHdZGd0CfuKFAQD0BCbgIjarnCosgoIKACn0qc2S7te9LT9/6MxUc3EdT553Lc/CqVJQRNkAgYAkEBQXTlJEfU3x0a7rlqQG0edcKSyxiYuOoz7EDjWHFMrwYCQRAwBoBGVYsQxdX/raUiouaHvXc9dehT1ca+AwCaghAo2o4wgoI6CCgQp/KHFlZfuClCWuofXJ3ennB7bRh12IdZYZNEAgYAj3aD6JrT5pBu3I20XXG/NimrXHrCdSxPE82kufJykN3RYXnYGqevodjIAACtQmE8dJt4nyW8vzY3yzOjzUtQ58mCWxBwDoBaNQ6Q1gAAV0EVOlToSNLdOHwCXTl6VNpbdZP9Nr3d+oqO+yCQEAQuPrEx6lnh7/QG19Oofe+e1RJmdM6HsHDi7tTOQ8vPshrAyOBAAj4RkDW2Q43hhVv4mHF23wz4vatP/VZxvq0HpHfzTx2QSCgCOjVKNrQgLqZUFjlBFTpU6kjGx+dTK9N2kiR4TH01BdXU9b+9coLDoMgEAgEOiRn0K1nvEal5cV09bR0HrK/X0mxQ7kXqf+AocZwyMKCQh5mXKnELoyAQCARCAkJ5WjFccYw/V9/XkiVikY3QJ+BdBehrDoJ1NLoUtZopZoRSNCozlqD7UAhUEufFttQpY6sVIAEfJLATxuzl9HMb28OlDpBOUFAKYExJz9D6anHc4CnxzjQ02SltqVHVnp+ysu516cYvT5K4cJYQBCIjomh8PAIoyc2c6va5eagz4C4hVBIzQSgUc2AYR4ELBBQqU/ljmxMVCK9xGvKJsS0prcX3kvLt35loaj4KggEHoF+XU6jS4beT/nF+4y5scUleUohhIaGkqxZGRYWjqV4lJKFsUAgYC4XUFFeTr/9sogOVaod1RDC+jz2ONYnL+2DpbIC4Y5CGVUTcNXoctZopWKNog1VXWOwF0gEVOtTuSMrlXFy/8tp3IWvUHFpLk3//HIqKMkJpDpCWUHAZwLxUSk07qw3KSYyiaa/N5q+/XW2z7bq+2LrtqmU3qMXVVUdoqLCQt4iynh9vHAOBIRAcHAwxcbF8TaENm5YQ/v2ZGsB07oN6zMD+tQCF0ZbNAHbNIo2tEXfRyicHgI69KnFkZXi33fVR3T8UWfyEOOfOYrxbVSF5Xj03BWw2mIIBPNyOxKlOD11AC1bN5/ue/08rWU7qlcfSkpujSHGWinDeEsiYA6HOrB/H61fs1Jr0TJYn62gT62MYbzlEbBTo2hDW979gxLpJWDqM5fb0HWK2lBtjmxibBt65tZl1Co+lb5b8ybNX/6cXjqwDgJ+TuDMfjfR8F6X04GCXXQzrxubV7RXa4lkaLGsKxseEUElvIRIWWmp1t+DcRDwZwIRkZEUxUtXlZeVGevGVlSUay1OjT4HGJGRZYmfUuhTK28Y938CkaxRWV5OovKv/O1nXmLODo2iDfX/OwclsIOArjZUmyMrUHoeMYSmjfmaQkPCaO6SafTzpk/sYIXfAAG/IzCg+19p1KBJVHmogibNPJXWbltkSxlkMeqje/enoOAgI/BTOc/7QwIBEKhNoGZOTwxVV1XT76t+pcKC/NoXaNpz1WcxB2aTeblIIAACdQk4QaMSPBFtaN26wREQ0KlPrY6sVN0px11Jt42aaQwtnrf0MVqy6SPUKAiAgAuBQd3Po5EDx5MMLZ7x/vX0n2Wvu5zV/7ENz/Xp3qMnUTWR8bCs+S22/hLhF0BAHQHpGY3hKMXEreWmDWtpr6Z5sd5yDH16I4PjIFBDIIyXlYuJiXWIRou4J1jNUj+oXxBoCQR061O7IyuVcMEJ42j0mdP4UxAt3vAhfbr8aaqoxDDGlnCDogy+EwgPjaSz+91Mg3tcwEaq6dX5d9MH/33Cd4MWvtm+Qyc6omu6YaGkpMQYPlldzZ4tEggEKIGgoCBj2H1UVJRBYNuWjbQra3uz0IA+mwU7ftThBKBRh1cQshfQBOzSpy2OrNTkiP5X0D/Of5bC+OF9X8F2+uSXJ2n9rsUBXckofOASyGg/mP563O3UOr6T8VLn2Xn/oG9+mdWsQCSScbf0DCMiqyweL3Nm8Wa5WasEP95MBOQNssznCQ0NMyJ7b964XluE4sYWEfpsLClcFwgEoNFAqGWU0V8J2KlP2xxZqYwuqcfQuItepa6pfYy6WZe1kL5aNZN2Htjgr3WFfINAkwiktepBp/cZQxlpQ43vbcleSdPnjKat2aubZEfXxdE8PCudhxnHxMYbP1FeXsYObRkdOqR2rUxd+YddELBCICQklB3YCAoPjzDMFBcVGsvsyHquTkjQpxNqAXloTgKGRjlAoQQplFRcVMAaXWusudyc+TJ/Gxo1SWAbiASaow211ZGVSpXAT2cPuZEuGTGF18pM4CPVJA7tr1u/oDVZP3KwGwSzCMSbvyWXOTQknHp1+D86tssZ1LODOLBBvMZyPr39zVT6bNHzRoAnJ5VfhoO0a9+BOnbuavRIiUbLy8q557iCKnnuD4YcO6m2kBerBOR+D+Ue2DDufQ2PCGdzQSQjEnZkbqHdu7Icd79Dn1ZrHN/3NwJyz0sPj4yQgEb9rfaQ35ZOoLnbUNsdWbNC46OT6YIT76CzB99AkeEcSINTWcVB2rZvJW3Zu4Jyi7KpoCSn5u9gDpVVHjS/ii0IOJJARGg0xUenUHxUzV9SbCp1adOXurTuQxFh0Uaey8qL6dPFLxhzYQuK9zuyHGam5KEhrWNnw6mVt2ySqnk96MrKSjrEf1VVVTV/PJe2mj/DwTXJYetEAtLYBgUHc1C1IB4+z1v+CwkN5YfjUAriQGuSZOSBOK87d2QazqwTy2HmSfQpc2dT0zoS9GlSwdafCTRWo9k7dxjz1eWFk5MT2lAn1w7y1lQCjdWn3W1oszmyJsD4mGQa1vtCGt7vYsroPJAPS5aQQKAlEaim9ZlL6bsV79APK98jpzuw7uSlMU5p05Zat2lHshwINOpOCPv+TaCaCvPzad/e3ZSzb4/jHVh31oY+W7dljbaj+ATo050P9lsCgWoqYI3m+KtGuTc5hTWKNrQl3IsoQ10C3IbyknRGG7rX/ja02R1ZVyBJce2od7cTqHtaP0qOb0+t4lNr/uJSKSoizvVSfAYBxxEoKSuiA4XZdKBgF/9l037+27TzN1q9+b98fLfj8utLhsLCwykhIYli4+IpjOcRytpgMp9Q5iuZvUK+2MV3QEA3AeltLS8r43Uey4z1WGVbVFhA+fm5LWZ9VlOfMaxPQ5fQp+7bCvYVEnDVqKzHKhotbqEalTZUNCqaRRuq8CaCKW0E/tQnTzVjbTqlDXWUI6uNPgyDAAiAAAiAAAiAAAiAAAiAAAi0GAJwZFtMVaIgIAACIAACIAACIAACIAACIBAYBODIBkY9o5QgAAIgAAIgAAIgAAIgAAIg0GIIwJFtMVWJgoAACIAACIAACIAACIAACIBAYBCAIxsY9YxSggAIgAAIgAAIgAAIgAAIgECLIQBHtsVUJQoCAiAAAiAAAiAAAiAAAiAAAoFBAI5sYNQzSgkCIAACIAACIAACIAACIAACLYYAHNkWU5UoCAiAAAiAAAiAAAiAAAiAAAgEBgE4soFRzyglCIAACIAACIAACIAACIAACLQYAnBkW0xVoiAgAAIgAAIgAAIgAAIgAAIgEBgE4MgGRj2jlCAAAiAAAiAAAiAAAiAAAiDQYgjAkW0xVYmCgAAIgAAIgAAIgAAIgAAIgEBgEIAjGxj1jFKCAAiAAAiAAAiAAAiAAAiAQIshAEe2xVQlCgICIAACIAACIAACIAACIAACgUEAjmxg1DNKCQIgAAIgAAIgAAIgAAIgAAIthgAc2RZTlSgICIAACIAACIAACIAACIAACAQGgf8HChOrK+v41FQAAAAASUVORK5CYII=" /></p><p>Avec l&rsquo;indication de leur qualité, vitesse et coût (je vous ai bien dit que ce n&rsquo;était pas gratuit? tout d&rsquo;un coup j&rsquo;ai comme un doute 🤔)</p><p>Donc on choisit le modèle, et on peut donner des indications pour animer. Sans indication particulière, l&rsquo;agent utilise les informations des étapes précédentes.</p><p>Alors, laissons-lui libre cours&#8230;</p>								</div>
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									<p>« <em>Argggg. Coupez! Je dois briefer les acteurs. Où est la responsable des effets spéciaux qui s&rsquo;est un peu trop lâchée ? Mais c&rsquo;est quoi cette idée du personnage masculin qui sort de l&rsquo;écran ? et en plusieurs exemplaires en plus&#8230; On a dit qu&rsquo;on était dans le futur du côté de 2054 et qu&rsquo;on avait un système de visio en 3D. Pas un truc délirant. Et puis pourquoi les acteurs ne se regardent-ils pas ?</em> » (on devient vite tyrannique quand on vous met dans le fauteuil de « Stage Director », hein?)</p><p>Heureusement qu&rsquo;on peut donc corriger cela et trouver une alternative plus satisfaisante&#8230; Mais on attendra la vidéo complète pour montrer le résultat&#8230;</p>								</div>
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									<h1>Léa, productrice et doubleuse de voix off</h1><p>Bon on a donc des visuels animés. Avant de finaliser le montage, il nous manque un peu de son : on va commencer par la narration.</p><p>C&rsquo;est Léa, avec la complicité d&rsquo;ElevenLabs, qui va nous aider à trouver une voix pour la narration. Mais avant cela, elle relit le script et les éléments à disposition pour élaborer le texte de la voix off. Après une discussion entre elle et moi, on aboutit à un texte qui devrait accompagner correctement la vidéo.</p><p>Ensuite, elle propose trois voix sur étagère (i.e. elles n&rsquo;ont pas encore accès au texte et se mettent en avant pour que vous la choisissiez). Si le choix standard ne vous convient pas, vous pouvez donner des indications (perso, j&rsquo;ai dit « une voix féminine, peut-être un peu plus grave que celle de Rachel, qui mélange le professionnalisme et la dimension émotionnelle »).</p><p>Et là, un petit glitch est apparu (je vous ai mis une partie qui fonctionne et une partie qui &#8230; comment dire&#8230; est un peu cryptique, non?)</p><p><div
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0.75&quot;,&quot; 1&quot;,&quot; 1.25&quot;,&quot; 1.5&quot;,&quot; 1.75&quot;,&quot; 2&quot;,&quot; 4&quot;,&quot; 8&quot;]},&quot;multiple_audio&quot;:false,&quot;defaultValue&quot;:{&quot;Default&quot;:{&quot;primaryColor&quot;:&quot;#4A5464&quot;,&quot;controlColor&quot;:&quot;#4A5464&quot;,&quot;bgColor&quot;:&quot;#F5F5F5&quot;},&quot;Fusion&quot;:{&quot;primaryColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;controlColor&quot;:&quot;#fff&quot;},&quot;Stamp&quot;:{&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;},&quot;Wave&quot;:{&quot;primaryColor&quot;:&quot;#fff&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;},&quot;Card-1&quot;:{&quot;primaryColor&quot;:&quot;#fff&quot;,&quot;controlColor&quot;:&quot;#161616&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;},&quot;Card-2&quot;:{&quot;primaryColor&quot;:&quot;#00FBF3&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;},&quot;Simple-1&quot;:{&quot;primaryColor&quot;:&quot;#00dcff&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#00dcff&quot;},&quot;Simple-2&quot;:{&quot;primaryColor&quot;:&quot;#06F7FF00&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;},&quot;Player9&quot;:{&quot;primaryColor&quot;:&quot;#195FF6&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#EDEFF2&quot;},&quot;Player10&quot;:{&quot;primaryColor&quot;:&quot;#195FF6&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#EDEFF2&quot;},&quot;Player11&quot;:{&quot;primaryColor&quot;:&quot;#195FF6&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;}}}"
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    </div></p><p>On regenère est c&rsquo;est réparé. Ouf, trop facile. (et oui, je vous accorde que la voix est un chouia métallique)</p>								</div>
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									<h1>Un petit fond sonore ?</h1><p><span style="font-size: 14px; text-align: var(--text-align);">Nous passons avec Hans, notre compositeur de bande originale taské pour notre bande annonce.</span></p><p>Avec toutes les infos dont il dispose, il peut nous proposer une bande son.</p><p><div
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0.75&quot;,&quot; 1&quot;,&quot; 1.25&quot;,&quot; 1.5&quot;,&quot; 1.75&quot;,&quot; 2&quot;,&quot; 4&quot;,&quot; 8&quot;]},&quot;multiple_audio&quot;:false,&quot;defaultValue&quot;:{&quot;Default&quot;:{&quot;primaryColor&quot;:&quot;#4A5464&quot;,&quot;controlColor&quot;:&quot;#4A5464&quot;,&quot;bgColor&quot;:&quot;#F5F5F5&quot;},&quot;Fusion&quot;:{&quot;primaryColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;controlColor&quot;:&quot;#fff&quot;},&quot;Stamp&quot;:{&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;},&quot;Wave&quot;:{&quot;primaryColor&quot;:&quot;#fff&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;},&quot;Card-1&quot;:{&quot;primaryColor&quot;:&quot;#fff&quot;,&quot;controlColor&quot;:&quot;#161616&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;},&quot;Card-2&quot;:{&quot;primaryColor&quot;:&quot;#00FBF3&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;},&quot;Simple-1&quot;:{&quot;primaryColor&quot;:&quot;#00dcff&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#00dcff&quot;},&quot;Simple-2&quot;:{&quot;primaryColor&quot;:&quot;#06F7FF00&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;},&quot;Player9&quot;:{&quot;primaryColor&quot;:&quot;#195FF6&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#EDEFF2&quot;},&quot;Player10&quot;:{&quot;primaryColor&quot;:&quot;#195FF6&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#EDEFF2&quot;},&quot;Player11&quot;:{&quot;primaryColor&quot;:&quot;#195FF6&quot;,&quot;controlColor&quot;:&quot;#fff&quot;,&quot;bgColor&quot;:&quot;#161616&quot;,&quot;textColor&quot;:&quot;#fff&quot;}}}"
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    </div></p><p>Et j&rsquo;avoue que je n&rsquo;ai pas chipoté et ai validé directement (impatient que j&rsquo;étais de voir le résultat complet)</p><p> </p>								</div>
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									<h1>On met tout ensemble</h1><p>On peut aller voir la table de montage. On y retrouve les 6 séquences animées, la piste de la voix off et la piste pour le BoF.</p><p>Certes on peut procéder à de petits ajustements (très très loin de iMovie, autant ne pas mentionner Première ou Final Cut). Mais on trouver bouton télécharger qui nous amène à &#8230; </p>								</div>
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									<h1>Des agents genAI impeccables ?</h1>
<p>C&rsquo;est le premier usage d&rsquo;agents genAI bien agencés que je trouve. Ils sont spécialisés (chacun avec son modèle sous-jacent et ses tâches spécifiques), ils collaborent en reposant sur les travail de leurs collègues et ils sont ordonnés pour remplir un objectif commun. Le tout est rendu simple et convivial pour l&rsquo;utilisateur.</p>
<p>Bien entendu, le résultat final est largement perfectible (il s&rsquo;agit d&rsquo;une version alpha quand même). La vidéo est plus qu&rsquo;imparfaite et les problèmes sautent aux yeux (font pleurer?). Mais ce qui m&rsquo;a édifié, c&rsquo;est l&rsquo;agencement et l&rsquo;UX qui rend simple un processus long et pénible. Grâce à des agents.</p>
<p>Et donc si vous voulez créer vous aussi vos agents, vous pourriez aimez les articles de cette série, à commencer par <a href="https://futurepath.fr/2024/07/09/ai-agent-modeling-part-1-lets-discuss/" target="_blank" rel="noopener">le canvas</a> que nous avons mis à disposition.</p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2024/11/23/ai-agents-part-4-un-cas-dusage-tres-concret/">AI Agents &#8211; Part 4 &#8211; un cas d&rsquo;usage très concret</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>AI Agent modeling &#8211; Part 3 &#8211; Interlude explicatif</title>
		<link>https://futurepath.fr/2024/09/06/ai-agent-modeling-part-3-interlude-explicatif/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Fri, 06 Sep 2024 17:15:18 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[canvas]]></category>
		<category><![CDATA[IA]]></category>
		<category><![CDATA[method]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=1693</guid>

					<description><![CDATA[<p>🇫🇷 this article is written in French (you may ask a genAI to translate it&#8230;) An abstract in plain English is provided at the end 🇫🇷 D&#8217;un simple au outil de travail à &#8230; L&#8217;IA est devenue incontournable (qu’on le veuille ou non). La plupart d&#8217;entre nous l&#8217;utilise déjà au quotidien pour améliorer notre propre productivité. Les [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2024/09/06/ai-agent-modeling-part-3-interlude-explicatif/">AI Agent modeling &#8211; Part 3 &#8211; Interlude explicatif</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<p style="text-align: center;">🇫🇷 <i>this article is written in French (you may ask a genAI to translate it&#8230;) An abstract in plain English is provided at the end </i>🇫🇷</p>								</div>
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									<h2>D&rsquo;un simple au outil de travail à &#8230;</h2><p>L&rsquo;IA est devenue incontournable (qu’on le veuille ou non). La plupart d&rsquo;entre nous l&rsquo;utilise déjà au quotidien pour améliorer notre propre productivité. Les entreprises vont progressivement intégrer l&rsquo;IA dans leurs offres à destination des clients.</p><p>Chez Future Path, nous avons une approche clé en main pour concevoir des systèmes/solutions/concepts basés sur l&rsquo;IA où les humains gardent le contrôle et restent au cœur des activités. Cela permet d&rsquo;offrir une expérience utilisateur exceptionnelle dans les futurs services et produits des entreprises.</p><p>Et, bien sûr, nous utilisons l&rsquo;IA dans nos propres activités. Comme tout le monde en fait.</p><p>Point de vigilance : on associe souvent l&rsquo;IA uniquement à l&rsquo;IA générative (genAI), ce qui peut prêter à confusion.</p><p>Il y a un article très intéressant (en 🇫🇷) de <a href="https://fredcavazza.net/2024/06/11/il-ny-aura-pas-dia-generaliste-mais-des-ia-pour-des-usages-generaux/">Fred Cavazza</a> qui clarifie (si besoin est) comment l&rsquo;IA générative se positionne par rapport à l&rsquo;IA en général. Le graphique est très illustratif et simple :</p>								</div>
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									<h2>&#8230; à des assistants hyper malins </h2><p>Dans la suite de cet article, nous nous concentrerons presque exclusivement sur l&rsquo;IA générative. Et nous adopterons la perspective d’utilisation de l’IA (la genAI donc) pour intensifier nos pratiques d’innovation : aller plus en profondeur, explorer plus en largeur, gagner du temps…</p><p>Nous recommandons d&rsquo;abord d&rsquo;utiliser votre propre réflexion : sur papier, en marchant, ou sur un tableau blanc, seul ou en groupe, avant d&rsquo;interroger l&rsquo;IA. Si vous êtes aussi paresseux que moi, vous constaterez que si vous commencez par interroger un agent, vous aurez du mal à remettre en cause ses productions et vous aurez naturellement tendance à prendre telles quelles ses propositions.</p><p>De nombreux acteurs éclairés et visionnaires (à commencer par <a href="https://www.linkedin.com/in/andrewyng/" target="_blank" rel="noopener">Andrew Ng</a>) misent beaucoup sur les Agents. Vous pourriez également rencontrer les termes GPTs, bots, collection ou Assistants : nous les utiliserons de manière interchangeable dans le présent article (le même Fred Cavazza s&rsquo;est livré à l&rsquo;exercice de <a href="https://acculturation-numerique.fr/les-assistants-numeriques-en-5-questions/" target="_blank" rel="noopener">définir ces termes</a> de manière habile).</p><p>On dit qu&rsquo;un tel agent est beaucoup plus efficace et perspicace qu&rsquo;une simple conversation via un LLM (comprenez un seul prompt). Il a également l&rsquo;avantage d&rsquo;être réutilisable dans divers contextes (tout en s&rsquo;appuyant sur l&rsquo;expertise unique que vous y avez injectée).</p><p>Car en fait, tout est là : l’intelligence de l’Agent, c’est la vôtre ; celle que vous aurez mise en créant et façonnant cet Agent. Votre intelligence et expertise augmentées de celles des milliers de contributeurs sur Internet qui ont permis aux LLM d’absorber une énorme partie de la connaissance humaine.</p>								</div>
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									<h2>Du ad hoc vers la capitalisation</h2><p>Un exemple pour justifier l’intérêt des Agents (en plus de celui fourni dans l’<a href="https://futurepath.fr/2024/07/16/ai-agent-modeling-part-2-un-exemple/">article précédent</a>) pourrait être un assistant de relecture de votre production écrite.</p><p>Disons que vous avez écrit un texte (il aurait pu être généré&#8230; 🤭). Vous aimeriez en avoir une relecture, sans trahir votre propre style d&rsquo;écriture (vous ne souhaitez donc pas une réécriture à la sauce IA).</p><p>Vous pouvez donc demander à un LLM de le relire, de corriger les fautes d&rsquo;orthographe et de grammaire. Pour aller plus loin, vous pouvez également lui demander de repérer les passages maladroits et de proposer des formulations alternatives. Enfin, vous pourriez souhaiter obtenir des idées pour approfondir (pistes pour aller plus loin, ouvertures à la fin, meilleure introduction, &#8230;). Vous pouvez faire tout cela à travers un prompt. Pas de problème ici.</p><p>Mais chaque fois que vous aurez un nouveau texte, vous devrez récupérer le prompt qui a bien fonctionné la dernière fois&#8230; (aller le chercher au fin fond d’une conversation qui a bien marché la fois passée)</p><p>Une solution serait de centraliser toutes les instructions de relecture en un seul endroit. Et d&rsquo;exécuter cette entité chaque fois que vous avez besoin de réviser une note que vous avez écrite. On appelle cela un Agent. 👏</p><p>Et ce n’est pas tout : vous allez pouvoir pimenter chaque Agent pour le rendre imbattable et unique (choix du LLM, comportement, des éléments de référence…). Ainsi, chaque fois que vous interrogerez votre Agent, vous n’aurez plus à lui dire comment faire (ça vous l’aurez fait une fois pour toute) mais sur quoi il doit agir (le contexte de votre requête). Adieu le prompting, bonjour le nectar.</p>								</div>
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									<h2>Votre tribu d’Assistants</h2>
<p>Chez Future Path, nous avons conçu au fil des mois plusieurs tribus de tels Agents pour nous aider dans nos missions (débuter un projet de Design Thinking [12+ agents], Rédiger des scénarios dans un projet de Prospective [6+ Agents], Mettre en place des ateliers de créativités [4 agents] …).</p>
<p>Plus on en créait, plus nos compétences d’éleveur d’Agents se sont affinées. Nous avons alors conçu une approche pour penser et façonner nos Agents. Nous avons rassemblé ces éléments dans le canevas (genIAc) présentant dans le <a href="https://futurepath.fr/2024/07/09/ai-agent-modeling-part-1-lets-discuss/">premier article</a> de cette série (oui, encore un canevas &#8211; mais vous pouvez l&rsquo;appeler un template 😉 si vous préférez). Nous avons illustré ce canevas au travers d’un exemple simple : <a href="https://futurepath.fr/2024/07/16/ai-agent-modeling-part-2-un-exemple/">WorkshopPlanner</a> (une version réduite de notre WorkshopOrganizer que nous proposons à nos clients).</p>
<p>Dans les futurs articles de cette série, nous dévoilerons nos meilleures conseils pratiques pour</p>
<ul>
<li>passer de l’idée à une tribu d’agents pour vos besoins</li>
<li>améliorer et tester vos Agents</li>
<li>concevoir la place des humains au sein de votre tribu</li>
<li>recevoir le canevas mis à jour en Creative Common en décembre 2024</li>
<li>intensifier les apports de l’approche et lever le voile vers l’édition 2025 (un livre? 🧐)</li>
</ul>								</div>
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									<h2>Boucler la boucle</h2><p>Pour aller plus loin sur la genèse de cette approche, je vous propose deux sources :</p><ul><li>un très bel article de <a href="https://www.linkedin.com/in/benoitraphael/" target="_blank" rel="noopener">Benoît Raphaël</a> (Flint) qui s’est exercé à <a href="https://generationia.flint.media/p/comment-ecrire-un-roman-en-7-jours-avec-chat-gpt-ia" target="_blank" rel="noopener">écrire un roman avec un orchestre d’agents</a></li><li>une vidéo d’<a href="https://www.linkedin.com/in/andrewyng/" target="_blank" rel="noopener">Andrew Ng</a> chez Sequoia Capital (un des plus importants fonds d’investissement tech) qui <a href="https://www.youtube.com/watch?v=sal78ACtGTc" target="_blank" rel="noopener">explique les Agents</a> et la puissance comparée d’un prompt vs un agent (autour de la 3&prime;)</li></ul><p>Et pour finir de boucler la boucle, j&rsquo;ai bien entendu utilisé un Agent de relecture (ProofReader) pour réviser cet article 😉</p>								</div>
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									<p style="text-align: left;"><em><strong>Abstract</strong>: This article highlights the use of AI agents, which are more effective and adaptable than simple LLMs. These agents incorporate user intelligence and collective knowledge. Future Path has developed multiple agent tribes for various projects, refining their agent design skills. A canvas was created to aid in agent development, illustrated by examples like WorkshopPlanner. Future articles will cover best practices for creating and enhancing agents, with additional resources provided for further exploration material.</em></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2024/09/06/ai-agent-modeling-part-3-interlude-explicatif/">AI Agent modeling &#8211; Part 3 &#8211; Interlude explicatif</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>AI Agent modeling &#8211; Part 2 &#8211; Un exemple</title>
		<link>https://futurepath.fr/2024/07/16/ai-agent-modeling-part-2-un-exemple/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Tue, 16 Jul 2024 15:12:11 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[canvas]]></category>
		<category><![CDATA[English]]></category>
		<category><![CDATA[IA]]></category>
		<category><![CDATA[method]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=1687</guid>

					<description><![CDATA[<p>🇫🇷 this article is written in&#160;French (you may ask a genAI to translate it&#8230;) An abstract in provided at the end&#160;🇫🇷 « Bon ok, on a un canevas pour décrire des agents. Et maintenant, j&#8217;en fais quoi ? Comment ça s&#8217;utilise ce bazar ? » Excellentes questions auxquelles nous allons consacrer cet article. Dans les articles suivants [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2024/07/16/ai-agent-modeling-part-2-un-exemple/">AI Agent modeling &#8211; Part 2 &#8211; Un exemple</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
]]></description>
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									<p style="text-align: center;">🇫🇷 <i>this article is written in&nbsp;French (you may ask a genAI to translate it&#8230;) An abstract in provided at the end&nbsp;</i>🇫🇷</p>								</div>
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									<p>« <em>Bon ok, on a un canevas pour décrire des agents. Et maintenant, j&rsquo;en fais quoi ? Comment ça s&rsquo;utilise ce bazar ? </em>»</p><p>Excellentes questions auxquelles nous allons consacrer cet article.</p><p>Dans les articles suivants de cette série nous aborderons d&rsquo;autres facettes :</p><ul><li>des agents IA : pourquoi et pour quoi faire ?</li><li>comment exécuter un agent ? (au sens « run » hein 😌)</li><li>comment tester un agent ?</li><li>comment modéliser plusieurs agents collaboratifs ? quelle méthode appliquer ?</li><li>comment laisser l&rsquo;humain en contrôle total ?</li><li>et aussi, parce que ce sera parfois nécessaire, comment laisser la main à plusieurs agents sans intervention humaine dans le process ?</li><li>vers une automatisation (du modèle au runtime)&#8230;</li><li>qu&rsquo;y aura-t-il dans le version 🎁 de décembre 24 ? </li></ul>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Un exemple d'agent</h2>				</div>
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									<p>Il y a plein de périodes dans l&rsquo;année pro où l&rsquo;on doit organiser un atelier : séminaire de rentrée (au moins deux rentrées par an 😉), atelier thématique et participatif (du « purpose » au bien-être en passant par l&rsquo;environnement), séminaire du codir (top secret), team building (intégration de nouvelles recrues ou suite à une Fusac), atelier d&rsquo;idéation&#8230; Vous voyez ce dont on parle.</p><p>Pour nous faciliter la vie, nous allons créer un agent capable de créer l&rsquo;agenda d&rsquo;un tel atelier, de nous indiquer les activités à prévoir, comment piloter la session, &#8230;</p><p>Disclaimer : nous mettrons de côté les ateliers dits « créatifs » qui utilisent les ressorts du Design Thinking ou du Prospective Design. Ceux-là reçoivent un traitement très spécial de notre part (nous consulter 😁)</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Notre premier "séminariste"</h2>				</div>
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									<p>Si l&rsquo;on regarde notre canevas (dans cet article, on se concentre sur la partie sur fond jaune), on distingue 4 blocs :</p><ol><li>BIO</li><li>WORKFLOW</li><li>SETTINGS</li><li>BEHAVIOUR</li></ol><p>Dans le premier bloc (BIO), on va donner un nom à notre agent, par exemple <strong>WorkshopPlanner</strong>.</p><p>Euh, mais pourquoi en anglais? Il n&rsquo;y a aucune obligation bien entendu &#8211; je dirai que cela vient de mon passé de développeur doublé de la concision qu&rsquo;apporte l&rsquo;anglais. Le seul truc réellement important, c&rsquo;est que dans la majorité des cas, le nom ne doit pas contenir de caractères « espace » &#8211; nous y reviendrons.</p><p>Concernant les objectifs, on va indiquer qu&rsquo;il s&rsquo;agit d&rsquo;un agent pour aider un humain à concevoir et organiser un atelier d&rsquo;équipe dans le monde pro. Ce champs est utile pour  cataloguer vos agents sur la plateforme qui les fait tourner (nous y reviendrons). C&rsquo;est très pratique quand vous en aurez beaucoup et que leur simple nom ne suffit plus vraiment à vous souvenir de ce qu&rsquo;ils font 😱</p><p>Le dernier champ (Background) est fondamental (c&rsquo;est le seul des trois qui aura une influence sur vos résultats). On peut le voir comme le pitch de cet agent : que sait-il faire? quelles sont ses compétences ? Un mini-CV donc.</p><p>Voici ce qu&rsquo;on propose :</p><blockquote><p><em>Tu es un spécialiste de la vie en entreprise et des relations entre les employés.</em><br /><em>En particulier, tu as l&rsquo;habitude d&rsquo;imaginer des ateliers (workshops) pour plusieurs personnes. Tu as une expertise reconnue dans la préparation de ces ateliers durant lesquels les participants se voient confié un sujet et doivent suivre les consignes de manière flexible pour livrer le résultat de fin.</em><br /><em>Tu as l&rsquo;habitude de créer des agendas qui maintiennent l&rsquo;attention et la motivation des participants durant tout le temps de l&rsquo;atelier.</em><br /><em>Tu sais t&rsquo;adapter à tous les contextes : la typologie des participants, leur nombre, la durée souhaitée pour l&rsquo;atelier, sa localisation (en ligne ou en salle), son niveau de production attendu, la nature du projet pour lequel cet atelier est conçu, le côté récurrent des ateliers (sont-ils répétables, font-ils partie d&rsquo;une série ou one-shot, &#8230;). Tu t&rsquo;adaptes à chaque contexte pour proposer une expérience enrichissante pour les participants et délivrer des résultats intéressants et exploitables par la suite.</em><br /><em>Tu sais identifier les méthodes et outils à utiliser à chaque moment de l&rsquo;atelier en fonction du contexte et des objectifs à atteindre.</em><br /><em>Tu mets rarement en place les outils classiques des consultants et cabinets de conseil en organisation car ils sont trop conventionnels et déjà-vu. Tu conçois tes propres outils et méthodes. Cependant, tu sais proposer certains outils classiques s&rsquo;ils sont réellement utile pour atteindre l&rsquo;objectif (le cas échéant, tu l&rsquo;indiqueras clairement pour que l&rsquo;organisateur décide par lui-même).</em></p><p><em>Tu vas aider l&rsquo;équipe organisatrice à concevoir le plus bel atelier possible pour le contexte qu&rsquo;on t&rsquo;indiquera.</em></p></blockquote><p>Voilà le résultat donc (pas forcément hyper lisible &#8211; on livrera le PDF complet en fin d&rsquo;article)</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Passons aux deux blocs suivants</h2>				</div>
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									<p>Pour ceux-là, on va aller très vite !</p><p>Le bloc WORKFLOW est très utile quand on a plusieurs agents afin de bien délimiter les frontières de leurs collaborations. Ici, on s&rsquo;en passera car on n&rsquo;a qu&rsquo;un seul agent. Le seul champ qui pourrait nous concerner est le dernier « interactive » qui permet d&rsquo;indiquer si l&rsquo;agent devra interagir avec l&rsquo;humain durant son exécution. Dans notre cas, ce pourrait être une bonne idée (pour demander des précisions, pour requérir des alternatives, &#8230;)</p><p>Le bloc SETTINGS va être assez simple (on reviendra sur ses implications dans d&rsquo;autres articles). Le « agent type » est quasi écrit dans le nom de notre agent : on optera pour « organiser » (à ce stade des plateformes, cette information est plutôt pour les humains que pour les machines). Ensuite, vient le choix du LLM (si tant est que en ayez la possibilité avec plusieurs abonnements&#8230;). Pour cet agent, ce n&rsquo;est pas très discriminant et tous les LLM fondamentaux vont se comporter quasi également. Pour le champ suivant (references), nous n&rsquo;avons rien à introduire dans la machine sur la conception d&rsquo;atelier qu&rsquo;elle n&rsquo;ait pas déjà trouvé sur Internet (ou alors, dites-moi ce que vous mettriez car je suis curieux). Quant à la température, je vous propose de faire vos propres tests. Je débuterais autour de 1 (entre 0,8 et 1,5).</p><p> </p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Le coeur du réacteur</h2>				</div>
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									<p>Notre agent a maintenant une bio et des paramètres. Mais que lui demande-t-on , Comment souhaite-on qu&rsquo;il travaille ? Suivant quelle démarche ? C&rsquo;est ce que nous allons « coder » dans le champs Behaviour. Il s&rsquo;agit là de mettre par écrit tout ce qu&rsquo;un humain fait généralement pour concevoir un tel atelier, par quelles étapes passe-t-il, de quelles infos a-t-il besoin, quelles sont ses réflexions, &#8230;? Attention, c&rsquo;est un travail qui demande une sorte d&rsquo;introspection, qui vous oblige à vous mettre dans le contexte et détailler TOUT (ou presque) ce que vous faites et ce à quoi vous pensez. Le plus dur semble-t-il est d&rsquo;extraire de notre cerveau tout ce qu&rsquo;implicitement nous faisons quasi-automatiquement. Là il faut l&rsquo;indiquer à la machine si on veut avoir une chance qu&rsquo;elle fasse un peu comme nous&#8230;</p><p>Voici ce que nous proposons :</p><blockquote><p>Ta première tâche est d&rsquo;imaginer les grandes étapes de l&rsquo;atelier (souvent il y en a 4, en fonction de la durée prévue). Tu pourras en proposer 2 à 3 versions. Pour chacune, tu t&rsquo;assureras de respecter la durée de l&rsquo;atelier, les intentions , la typologie des participants et objectifs de l&rsquo;atelier. Il est aussi important de disposer d&rsquo;un agenda cohérent qui permette une super expérience pour les participants. Tu choisiras et indiqueras la version que tu penses la meilleure en justifiant ta réponse. Si l&rsquo;atelier dure plus de 2h, n&rsquo;oublie pas d&rsquo;insérer des pauses (pause-café et déjeuner).</p><p>Ta deuxième tâche consiste à détailler chaque étape de l&rsquo;atelier. Pour cela, tu mettras tes résultas en forme dans un tableau qui indiquera a minima:<br /># le nom et numéro de l&rsquo;étape<br /># sa durée<br /># l&rsquo;objectif à atteindre<br /># les activités menées et les canevas à proposer<br /># la nature de l&rsquo;animation attendue (petits-groupes, réflexion collective, présentation, &#8230;)</p><p>Ta troisième et dernière tâche est de livrer un guide clair d&rsquo;animation pour le facilitateur de l&rsquo;atelier. Tu débuteras en indiquant quelles sont les qualités attendues de l&rsquo;animateur et comment il doit animer chaque étape. Tu préciseras les points de vigilance s&rsquo;il y en a.<br />Ce guide doit être complet en particulier parce que certains animateurs n&rsquo;auront peut-être pas d&rsquo;expérience et pourraient avoir du mal à mettre en route les participants pour une belle expérience d&rsquo;intelligence collective.</p><p>Pour chaque tâche, si tu manques d&rsquo;éléments, tu indiqueras clairement ce qui te manque, pourquoi et comment les obtenir le cas échéant ; éventuellement tu pourras proposer des alternatives afin que l&rsquo;animateur fasse son choix.</p><p>Si on te fournit pas le contexte, la durée, la modalité (en présentiel ou en ligne &#8211; une unique fois ou une série), le format de l&rsquo;atelier (avec ou sans présentations formelles, des discussions de groupe, des exercices pratiques ou des études de cas) et la typologie de participants , tu les demanderas en préambule.</p></blockquote><p>Le deuxième champ peut perturber : « prompt ». Ne fait-on pas tout cela pour éviter de « prompter »? En fait, ici, il s&rsquo;agit de « l&rsquo;invite » que l&rsquo;agent proposera à l&rsquo;humain pour débuter son activité. Il décrit ce qu&rsquo;il sait faire (cf ses « objectifs » du premier bloc BIO) et les éléments d&rsquo;entrée à lui fournir pour qu&rsquo;il comment. En fait, cela n&rsquo;a pas d&rsquo;influence sur les résultats de la machine : c&rsquo;est votre attention à l&rsquo;égard des utilisateurs de votre agent pour qu&rsquo;ils sachent quoi faire au démarrage de l&rsquo;agent.</p><p>Ce qui nous donne pour le dernier bloc :</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Et maintenant ?</h2>				</div>
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									<p>Bravo pour ce beau boulot. Vous venez de réaliser la première utilisation du canevas AI Agent (on a déjà des idées d&rsquo;un meilleur nom, mais n&rsquo;hésitez pas à faire des propositions).</p><p>Bien entendu, vous pouvez aboutir à un canevas rempli différemment : la magie, c&rsquo;est qu&rsquo;il n&rsquo;y a pas qu&rsquo;une seule bonne façon de faire. Si vous avez l&rsquo;habitude de « prompter », vous irez probablement plus vite. Cependant, la clé selon nous, est de bien mener ce travail d&rsquo;introspection pour mettre par écrit nos manières de faire et de penser. Et il n&rsquo;est pas interdit de se faire aider par une IA pour cela, une sorte de coach de création d&rsquo;agents IA&#8230; (vous imaginez, une IA pour aider à créer un agent IA&#8230; Nous verrons dans la fin de cette série d&rsquo;articles un agent qui génère justement un prompt pour un LLM par rapport au contexte dans lequel on l&rsquo;aura plongé 🤯)</p><p>Votre premier agent est donc prêt à fonctionner 👏. Pour cela, il nous faudra faire 2 choses : l&rsquo;injecter sur une plateforme pour le faire tourner et ensuite le tester sur plusieurs cas concrets (tests unitaires). Ce qui amènera probablement des retouches de l&rsquo;agent et des ajustements de ses paramètres. Ce sera dans un autre article&#8230;</p><p>En attendant, voici le 📄 <a href="https://futurepath.fr/wp-content/uploads/2024/07/AI-Agent-Canvas-example-complet.pdf" target="_blank" rel="noopener">PDF complet</a> de notre agent à exécuter (au sens « run » toujours 😁)</p>								</div>
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									<p style="text-align: center;"><em>🇬🇧 Abridged 🇦🇺 English 🇬🇧 Version 🇨🇦</em></p><p style="text-align: left;"><em><strong>Abstract</strong>: after introducing our AI Agent Canvas in a previous article, we play a little with it through a simple example: a Workshop Planner to support people in the company that are in charge of such workshops throughout the year. The Canvas is filled one step at a time with all the relevant fields explained (not all are mandatory in our </em><i>context). Next to come: run it and unit-test it to improve its behaviors and outcomes (check next article in this series).</i></p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2024/07/16/ai-agent-modeling-part-2-un-exemple/">AI Agent modeling &#8211; Part 2 &#8211; Un exemple</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>AI Agent modeling &#8211; Part 1 &#8211; Let&#8217;s discuss</title>
		<link>https://futurepath.fr/2024/07/09/ai-agent-modeling-part-1-lets-discuss/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Tue, 09 Jul 2024 08:36:13 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[canvas]]></category>
		<category><![CDATA[English]]></category>
		<category><![CDATA[IA]]></category>
		<category><![CDATA[method]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=1675</guid>

					<description><![CDATA[<p>🇫🇷 version française en deuxième partie 🇫🇷 Abstract: we introduce here a canvas to help anyone designing genAI Agents. This canvas is a work in progress. You may use it at will (we&#8217;d love to hear you about it). We intend to release this canvas under Creative Commons by the end of the year (although we [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2024/07/09/ai-agent-modeling-part-1-lets-discuss/">AI Agent modeling &#8211; Part 1 &#8211; Let&rsquo;s discuss</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<p style="text-align: center;">🇫🇷 <em>version française en deuxième partie</em> 🇫🇷</p>								</div>
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									<p style="text-align: left;"><em><strong>Abstract</strong>: we introduce here a canvas to help anyone designing genAI Agents. This canvas is a work in progress. You may use it at will (we&rsquo;d love to hear you about it). We intend to release this canvas under Creative Commons by the end of the year (although we start as a copywrited material during the beta period).</em></p><p style="text-align: left;"><em>This post jumps directly into the subject without further explanation (which will be properly done in the next posts)</em></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">The canvas under (your) review</h2>				</div>
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									<p>So you want to create you own custom Agent (or GPT, or bot or assistant). You can do that perfectly well with your preferred LLM (assuming it offers this possibility).</p><p>We <a href="https://futurepath.fr/wp-content/uploads/2024/07/FP-Canvas-for-Indefatigable-Agent-v1.0-2.pdf">hereby</a> propose you an agnostic canvas to support your brain dumping (creating such an agent is really a sort of expertise mining and extraction, isn&rsquo;t it?).</p><p>It has been designed to be self-explanatory (thanks to the purple comments directly embedded into the canvas). Nevertheless, in the next posts we&rsquo;ll introduce the 2 phases (design then unit test), highlight the overall structure and clarify some elements. We&rsquo;ll also go through a complete example.</p><p>Once collected all your feedback, we&rsquo;ll release the canvas in Creative Commons.</p>								</div>
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									<p style="text-align: center;">🇫🇷 <em>version française</em> 🇫🇷</p>								</div>
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									<p style="text-align: left;"><em><strong>Résumé </strong>: nous vous proposons ici un canevas (ou aussi Template en bon français) pour vous aider à composer vos propres genAI Assistants. Il s&rsquo;agit d&rsquo;une version préliminaire à un passage sous Creative Commons d&rsquo;ici la fin de l&rsquo;année. Nous prendrons en compte vos retours pour en intensifier l&rsquo;intérêt et la portée.</em></p><p style="text-align: left;"><em>Cet article va droit au but sans fioritures : le canevas est téléchargeable et utilisable directement. Des articles à venir détailleront l&rsquo;utilisation de ce canevas.</em></p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Un canevas pour vous...</h2>				</div>
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									<p>Ainsi, vous souhaitez créer votre propre agent personnalisé (ou GPT, ou bot ou assistant). Vous pouvez très bien le faire dans l&rsquo;interface de votre LLM  préféré (sous réserve qu’il offre cette possibilité bien entendu).</p><p>Nous vous proposons donc un <a href="https://futurepath.fr/wp-content/uploads/2024/07/FP-Canvas-for-Indefatigable-Agent-v1.0-2.pdf">canevas agnostique</a> de la plateforme pour vous aider dans cette tâche de «vidange cérébrale» (créer un tel agent est vraiment une forme d’extraction d’une expertise, non ?).</p><p>Ce canevas a été conçu pour être autodescriptif (grâce aux commentaires violets directement intégrés au canevas). Toutefois, dans les posts à venir, nous présenterons les deux phases (conception puis tests unitaires), mettrons en évidence la structure globale et préciserons certains éléments. Nous examinerons également un exemple complet.</p><p>Une fois que nous aurons recueilli tous vos retours, nous publierons le canevas sous licence Creative Commons.</p>								</div>
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				</div>
		<p>L’article <a href="https://futurepath.fr/2024/07/09/ai-agent-modeling-part-1-lets-discuss/">AI Agent modeling &#8211; Part 1 &#8211; Let&rsquo;s discuss</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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		<title>Une journée sur la Lune &#8211; le rapport</title>
		<link>https://futurepath.fr/2024/04/19/une-journee-sur-la-lune-le-rapport/</link>
		
		<dc:creator><![CDATA[Charles-Antoine]]></dc:creator>
		<pubDate>Fri, 19 Apr 2024 08:19:02 +0000</pubDate>
				<category><![CDATA[Exploration]]></category>
		<category><![CDATA[fiction]]></category>
		<category><![CDATA[prospective]]></category>
		<category><![CDATA[stratégie]]></category>
		<category><![CDATA[technologie]]></category>
		<category><![CDATA[vision]]></category>
		<guid isPermaLink="false">https://futurepath.fr/?p=1559</guid>

					<description><![CDATA[<p>Ce texte a initialement été publié sous forme d&#8217;une série quotidienne de posts sur LinkedIn. Ils sont rassemblés ici dans la forme intégrale dans laquelle ils ont été écrits à l&#8217;origine (avant d&#8217;être découpés en petits articles facilement ingérables jour après jour sur le réseau social). [Spoiler Alert] Le prochain article lève le voile sur les [&#8230;]</p>
<p>L’article <a href="https://futurepath.fr/2024/04/19/une-journee-sur-la-lune-le-rapport/">Une journée sur la Lune &#8211; le rapport</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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									<blockquote><p>Ce texte a initialement été publié sous forme d&rsquo;une série quotidienne de posts sur <a href="https://www.linkedin.com/pulse/je-viens-de-passer-24h-sur-la-lune-charles-antoine-poirier-zd0ye" target="_blank" rel="noopener">LinkedIn</a>. Ils sont rassemblés ici dans la forme intégrale dans laquelle ils ont été écrits à l&rsquo;origine (avant d&rsquo;être découpés en petits articles facilement ingérables jour après jour sur le réseau social).</p></blockquote><p>[<strong>Spoiler Alert]</strong> Le prochain article lève le voile sur les dessous de cette narration.</p><hr /><p>Tout ce qui suit est l&rsquo;exacte vérité de cette folle journée lunaire du 4 avril.</p><p>Ce que nous avons vécu est probablement difficile à croire. Je comprendrais que ce que vous vous apprêtez à lire soit inacceptable.</p><p>Je vous propose de garder l&rsquo;esprit ouvert (de lâcher prise, de suspendre votre incrédulité [comme le dirait l&rsquo;ami <a href="https://www.linkedin.com/in/nicolas-minvielle-55026a3/" target="_blank" rel="noopener">Nicolas Minvielle</a>], de vous laisser porter).</p><p>D&rsquo;ailleurs, j&rsquo;ai des témoins fiables : tous les collègues de l&rsquo;équipe <a href="https://www.linkedin.com/company/ad-waibe" target="_blank" rel="noopener">AD-WAIBE</a> de <a href="https://www.linkedin.com/in/davidarneau" target="_blank" rel="noopener">David </a><a href="https://www.linkedin.com/in/davidarneau" target="_blank" rel="noopener">Arneau</a> et les fabuleux <a href="https://www.linkedin.com/company/way4space" target="_blank" rel="noopener">Way4Space</a> (ainsi que les experts [venant d&rsquo;organisations bien connues] qui ont fait le voyage avec nous) : c&rsquo;est vous dire si mon témoignage est fiable.</p><p>L&rsquo;auteur remercie sa société <b>Future Path</b> de lui avoir offert cette « learning expédition »  : avec un nom pareil, c&rsquo;est déjà un gage de fiabilité, non?.</p><p>N&rsquo;hésitez pas à demander à tous les co-équipiers leur version.</p><hr />								</div>
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					<h2 class="elementor-heading-title elementor-size-default"><p style="font-family: Poppins;font-size: 14px;font-style: normal;white-space: normal"><span style="font-family: Poppins;font-size: 20px;font-weight: 600;white-space: pre-wrap;text-align: var(--text-align);background-color: var( --e-global-color-c696dce )">Première partie du rapport du visiteur lunaire FP#01</span><span style="font-family: Poppins;font-size: 20px;font-weight: 600;white-space: pre-wrap;text-align: var(--text-align);background-color: var( --e-global-color-c696dce )"></span></p></h2>				</div>
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									<p>Avec mes co-équipiers, nous venons donc de passer une journée sur la Lune. C&rsquo;est la pure vérité. Le preuve : c&rsquo;était le 4 avril 2024 et je suis de retour sain et sauf 😌</p><p>Ce qui pourrait passer pour incroyable et serait de nature à rendre suspecte cette histoire, c&rsquo;est que nous étions en 2054, le 4 avril 2054! Et pourtant, ça aussi c&rsquo;est vrai. Le preuve : je vais vous raconter ce qu&rsquo;on a vu!</p><p>Nous avons vu la vie là-bas : l&rsquo;organisation que les humains ont mise en place, leurs activités foisonnantes, leurs constructions, leur manière d&rsquo;habiter la Lune, les transports qui facilitent leur vie&#8230; Ils ne sont pas nombreux (pas de chiffre officiel mais probablement entre 50 et 150 permanents) et ils forment une vraie présence lunaire, soudée et solidaire. Très loin de ce qu&rsquo;une certaine SF a dépeint pendant longtemps.</p><p>Habiter (au sens profond, celui de faire corps avec) est vraiment le terme tant les femmes et les hommes de la Lune semblent transformés dans leur vie lunaire. Plus fatalistes et plus respectueux de la vie que sur Terre, plus organisés et plus détendus. Difficile de retranscrire ces émotions ici, mais c&rsquo;était indiciblement palpable.</p>								</div>
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										<img loading="lazy" decoding="async" width="512" height="423" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_3-2-2.jpg" class="attachment-large size-large wp-image-1568" alt="lunaire exploitation mining human" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_3-2-2.jpg 512w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_3-2-2-300x248.jpg 300w" sizes="(max-width: 512px) 100vw, 512px" />											<figcaption class="widget-image-caption wp-caption-text">Petit bizutage sur la Lune : enfoncer une barre métallique dans le sol avec tout le barda sur soi</figcaption>
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									<p>Un point qui nous a marqué durant le voyage et à notre arrivée réside dans les transports mis en place. Tant dans les liaisons Terre-Lune dans les deux sens que la facilité de déplacement sur la Lune quelque soit la distance. Et la distance est au rendez-vous là-haut : entre le Pôle Sud (la base de Shackelton est déjà envisagée en 2024, mais en 2054, c&rsquo;est vraiment quelque chose à visiter &#8211; je vous conseille vivement d&rsquo;y faire un tour avec vos viz-glass pour vous immerger. Ah, mais j&rsquo;oubliais, en 2024, vous n&rsquo;avez pas encore de viz-glass, ça n&rsquo;arrive qu&rsquo;en 2030 de manière pervasive) et le centre de la fameuse face cachée de la Lune, il y a tout de même plus de 2500km&#8230; (et pour mémoire, la dernière fois que les humains avaient été sur la Lune dans les années 70 du siècle passé, ils se déplaçaient à peine à plus de 10km/h). C&rsquo;est donc une effervescence incroyable de mobiles qui se déplacent, pour de courts trajets et pour de plus longs. Nous n&rsquo;avons pas eu le temps d&rsquo;expérimenté les transferts balistiques lunaires, mais il parait que c&rsquo;est impressionnant et &#8230; remuant. J&rsquo;ai hâte d&rsquo;y retourner pour tester.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Deuxième partie du rapport du visiteur lunaire FP#01</h2>				</div>
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									<p>Ce qui nous a particulièrement fasciné, c&rsquo;est la manière d&rsquo;utiliser le régolithe lunaire. Ce que le naïf prend pour de la poussière, possiblement gênante dans un environnement à faible gravité (ça retombe tout doucement une fois en l&rsquo;air), peut devenir un formidable atout.</p><p><span style="text-align: var(--text-align); background-color: var( --e-global-color-c696dce );">Il me semble qu&rsquo;en 2024, on n&rsquo;en connait assez peu sur ce qui recouvre la surface de la Lune. En revanche, en 2054, il en est fait un usage intensif qui témoigne d&rsquo;une compréhension profonde de cette ressource lunaire.</span></p>								</div>
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										<img loading="lazy" decoding="async" width="489" height="572" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_0.jpg" class="attachment-large size-large wp-image-1604" alt="moon spacesuit astronaut shovel regolith" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_0.jpg 489w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_0-256x300.jpg 256w" sizes="(max-width: 489px) 100vw, 489px" />											<figcaption class="widget-image-caption wp-caption-text">Ils ont été sympas, ils m'ont prêté une pelle pour faire joujou avec le régolithe</figcaption>
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									<p>Ce n&rsquo;est certainement pas arrivé par hasard. Il est probable que les humains (sur Terre) aient réalisé qu&rsquo;il était fondamental d&rsquo;en comprendre les propriétés avant d&rsquo;investir la Lune. Parce qu&rsquo;en 2054, ce que nous en avons vu dénote d&rsquo;une science du régolithe féconde et d&rsquo;une ingéniosité profonde. Et je n&rsquo;arrive pas réaliser le saut quantique de connaissances qui a été réalisé en 3 décennies. Comment ont-ils pu faire depuis la Terre?</p>								</div>
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										<img loading="lazy" decoding="async" width="1024" height="576" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_2-2.jpg" class="attachment-large size-large wp-image-1600" alt="moon vehicule indoor tunnel fiction" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_2-2.jpg 1024w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_2-2-300x169.jpg 300w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_2-2-768x432.jpg 768w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_2-2-800x450.jpg 800w" sizes="(max-width: 1024px) 100vw, 1024px" />											<figcaption class="widget-image-caption wp-caption-text">Photo volée : j'ai réussi à prendre en photo une des entrées de l'usine Tellu4X (mais que peut-elle bien abriter?)</figcaption>
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									<p>Nous n&rsquo;avons malheureusement pas pu approcher de la mystérieuse usine <strong>Tellu4X</strong> qui est un gros consommateur de régolithe. Cependant, notre guide nous a livré l’origine du nom de ce lieu : Tellu pour tellurique et 4 pour la place dans le sytème solaire. Ce qui donne la planète Mars. Quant au X, nous en avons conclu qu&rsquo;il était là pour exploration, à moins que ce ne soit une référence à une société privée&#8230; Alors comment cette usine, qui préparerait donc une expédition martienne depuis la Lune, se retrouve-t-elle à ingérer des quantités massives de régolithe? Et surtout pour quoi faire? Il n&rsquo;y a pourtant personne sur Mars à qui vendre cette ressource&#8230; À moins que&#8230; bon je garde mes conjectures pour moi de peur de dire de grosses âneries.</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Troisième partie du rapport du visiteur lunaire FP#01</h2>				</div>
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									<p>Un autre constat surprenant est notre manque d’enthousiasme pour les technologies déployées sur et autour de la Lune en 2054.</p><p>Alors que nous étions entourés d&rsquo;avancées technologiques que beaucoup auraient aimé posséder dans les années 20, notre attention était focalisée ailleurs.</p><p>Ce sont les activités que ces technologies rendaient possibles qui retenaient notre attention, tout autant que ce merveilleux balai de déplacements que nous pouvions observer à l&rsquo;extérieur (des déplacements sur la surface lunaire, des transferts vers l&rsquo;orbite de services, des sauts de puce entre deux points de la Lune).</p>								</div>
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										<img loading="lazy" decoding="async" width="873" height="639" src="https://futurepath.fr/wp-content/uploads/2024/04/document.ashx-2.jpeg" class="attachment-large size-large wp-image-1602" alt="moon earth view flying objects fiction" srcset="https://futurepath.fr/wp-content/uploads/2024/04/document.ashx-2.jpeg 873w, https://futurepath.fr/wp-content/uploads/2024/04/document.ashx-2-300x220.jpeg 300w, https://futurepath.fr/wp-content/uploads/2024/04/document.ashx-2-768x562.jpeg 768w" sizes="(max-width: 873px) 100vw, 873px" />											<figcaption class="widget-image-caption wp-caption-text">Photo fournie par nos hôtes lunaires : je pense que c'est une blague de leur part... (les ailes ne sont pas vraiment utiles sans atmosphère - bien tenté!)</figcaption>
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									<p>C&rsquo;est proprement incroyable que, compte-tenu de la nature hyper technique de notre groupe, nous ne nous soyons que très peu intéressés à ces technologies déployées. Nous avons tellement été captivés par ce que nous avons observé, ressenti, pratiqué comme nouveaux usages que nous avons presque oublié de descendre au coeur de ces prouesses d&rsquo;ingénierie (si on met de côté, trois de nos co-équipiers qui ont quand même réussi à se pencher sur ces petits bijoux technologiques uniques &#8211; ils vous en parleront sur un autre canal naturellement car je crois qu&rsquo;ils ont rédigé un rapport complet).</p>								</div>
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										<img loading="lazy" decoding="async" width="661" height="304" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_3.jpg" class="attachment-large size-large wp-image-1601" alt="moon spacesuit fiction screens indoor secret zone" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_3.jpg 661w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054_I_saw_plenty_of_3-300x138.jpg 300w" sizes="(max-width: 661px) 100vw, 661px" />											<figcaption class="widget-image-caption wp-caption-text">Sas d'entrée dans la zone confidentielle (activités militaires? recherches secrètes sur de nouvelles propulsions? biologie lunaire?)</figcaption>
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									<p>Comment avons-nous réussi à conserver notre attention concentrée sur ce que permettaient ces technologies sans nous laisser happer par elles? Alors que sur Terre, dans les années 20, il faut déployer des trésors d&rsquo;imagination pour aider les participants d&rsquo;un atelier d&rsquo;innovation à ne pas se focaliser exclusivement sur la technologie future, là, il a fallu un « simple » saut dans le temps et l&rsquo;espace pour adopter un comportement d&rsquo;innovation radicale. C&rsquo;est peut-être une piste pour mes projets avec mes clients&#8230;</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Quatrième partie du rapport du visiteur lunaire FP#01</h2>				</div>
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									<p>Ceci est l&rsquo;avant-dernier rapport et il faut aborder certains sujets un peu plus sensibles.</p><p>Durant cette fantastique visite, deux trois trucs nous ont laissé sur notre faim : nous n&rsquo;avons pas réussi à percer le mystère de la gestion des déchets, de la réutilisation et plus largement de l&rsquo;économie circulaire mise en place.</p><p>D&rsquo;ailleurs, à propos d&rsquo;économie, notre comité d&rsquo;accueil a été bien avare sur comment tout cela a pu se réaliser, qui a financé, qui en tire des profits et lesquels, s&rsquo;agit-il d&rsquo;oeuvrer pour le bien commun ou alors le mercantile terrestre a-t-il déjà pris possession de la Lune (ou pire, l&rsquo;a amplifié). Impossible d&rsquo;aller au-delà de la réponse elliptique: « cela a pris du temps et de l&rsquo;argent, mais nous avons réussi ». Ce qui est, on l&rsquo;a bien compris, une jolie pirouette pour ne pas satisfaire notre curiosité.</p>								</div>
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										<img loading="lazy" decoding="async" width="797" height="763" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_2-2-cropped.jpg" class="attachment-large size-large wp-image-1614" alt="moon 2054 fiction datacenter" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_2-2-cropped.jpg 797w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_2-2-cropped-300x287.jpg 300w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_2-2-cropped-768x735.jpg 768w" sizes="(max-width: 797px) 100vw, 797px" />											<figcaption class="widget-image-caption wp-caption-text">Un ℂathy-center sur la face cachée : sous abri mais à température extérieure...</figcaption>
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									<p>Un élément que nous considérons comme vital déjà en 2024, c&rsquo;est ℂathy. Oups pardon, l&rsquo;IS/IT. Il m&rsquo;a fallu moins de 24h pour oublier notre vénérable IS/IT que l&rsquo;on traine depuis longtemps. Ici et en 2054, ça s&rsquo;appelle ℂathy pour CKT : Computing, Knowledge and Telecommunication. Adieu le « Information » et vive le « Knowledge ». Et ce qui est intéressant c&rsquo;est le poids donné au fait de posséder des facultés de calculs puissantes sur la Lune. Même une petite latence de telco n&rsquo;est pas acceptable, et encore moins une dépendance aussi critique à ce qui pourrait arriver sur Terre (cf notre dernier point). On utilise beaucoup le froid naturel (celui des cratères ombragés sur la face visible ou les zones habitées de la face cachée) pour refroidir le computing (et ça rend de grands services à l&rsquo;informatique quantique locale&#8230;)</p>								</div>
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										<img loading="lazy" decoding="async" width="600" height="449" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_1-2-cropped.jpg" class="attachment-large size-large wp-image-1615" alt="moon 2054 fiction datacenter control room" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_1-2-cropped.jpg 600w, https://futurepath.fr/wp-content/uploads/2024/04/Default_I_just_came_back_from_the_moon_in_2054I_was_at_a_Europ_1-2-cropped-300x225.jpg 300w" sizes="(max-width: 600px) 100vw, 600px" />											<figcaption class="widget-image-caption wp-caption-text">La salle de contrôle de ℂathy (du moins celle visitable par nous...)</figcaption>
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									<p>Par ailleurs, il faudrait que nous y retournions pour mieux appréhender les travaux scientifiques menés sur place. Car les labos sont mutualisés et leur allocation aux chercheurs tient compte de la nature de leurs travaux et de leurs besoins en lumière naturelle. Je n&rsquo;ai passé que 24h sur la Lune, mais c&rsquo;est loin d&rsquo;être une journée lunaire : mon séjour aura duré moins de 10% d&rsquo;une journée lunaire (une journée lunaire débute par une période diurne de 14 jours [14 x 24h terrestres donc] suivie d&rsquo;une nuit de durée égale &#8211; ah et un petit détail croustillant : la journée, il fait 130°C et la nuit -170°C, en fonction des régions). Les recherches tiennent donc compte de ces contraintes. Un exemple? On étudie le fait de faire pousser des plantes avec un éclairage naturel permanent pendant 14 jours (il parait que certains font déjà cela sur Terre, à l&rsquo;abri des regards, avec un éclairage artificiel pour obtenir une molécule nommée THC&#8230;). Je ne répondrai pas à la vôtre : est-ce que vous avez vu de telles cultures dans les labos ?</p><p>Ce qui nous conduit au dernier sujet : qu&rsquo;en est-il de la gouvernance de la Lune? Quelle géopolitique ? Quel lien avec la Terre ? Quelle influence les relations géopolitiques terrestres ont-elles sur la vie lunaire ? Peut-on y devenir propriétaire (qui, comment, combien de temps, &#8230;) ? La Lune a-t-elle atteint une forme d&rsquo;autonomie, d&rsquo;indépendance politique ? Comment se répartissent les responsabilités de productions vitales : énergie, nourriture, air, eau, ℂathy ? Comment fait-on respecter les normes, réglementations et lois? D&rsquo;ailleurs y a-t-il un Droit lunaire spécifique? Y a-t-il des crimes sur la Lune ? Il semble que tout cela s&rsquo;organise de manière relativement harmonieuse et que les dissensions ou conflits terrestres n&rsquo;aient pas beaucoup d&rsquo;impact sur la Lune &#8211; pour combien de temps encore cet esprit pionnier et solidaire va-t-il durer?</p>								</div>
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					<h2 class="elementor-heading-title elementor-size-default">Fin du rapport du visiteur lunaire FP#01</h2>				</div>
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									<p>J&rsquo;en ai terminé avec ce rapport informel de notre visite expresse sur la Lune en 2054 (enfin par « expresse », il faut bien comprendre que le trajet aller prend tout de même 3 jours, idem pour le retour). Même dans les conditions de 2054, cette forme de « learning expédition » demande du temps et un minimum d&rsquo;entrainement préalable (le schéma ci-dessous illustre les trajets &#8211; ce n&rsquo;est pas à l&rsquo;échelle of course &#8211; merci à <a href="https://www.linkedin.com/in/eloise-groussard-7b43b5166/" target="_blank" rel="noopener">Éloïse Groussard</a>)</p>								</div>
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										<img loading="lazy" decoding="async" width="1024" height="208" src="https://futurepath.fr/wp-content/uploads/2024/04/Trajet-Terre-Lune-par-Eloise-1024x208.png" class="attachment-large size-large wp-image-1626" alt="illustration moon-earth journey space" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Trajet-Terre-Lune-par-Eloise-1024x208.png 1024w, https://futurepath.fr/wp-content/uploads/2024/04/Trajet-Terre-Lune-par-Eloise-300x61.png 300w, https://futurepath.fr/wp-content/uploads/2024/04/Trajet-Terre-Lune-par-Eloise-768x156.png 768w, https://futurepath.fr/wp-content/uploads/2024/04/Trajet-Terre-Lune-par-Eloise-1536x312.png 1536w, https://futurepath.fr/wp-content/uploads/2024/04/Trajet-Terre-Lune-par-Eloise-2048x415.png 2048w" sizes="(max-width: 1024px) 100vw, 1024px" />											<figcaption class="widget-image-caption wp-caption-text">Schéma d'un A/R Terre-Lune (vu par ma co-équipière Eloïse Groussard)</figcaption>
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									<p>Certaines rumeurs rapportent qu&rsquo;ils auraient réussi à considérablement raccourcir cette durée, mais cela fait encore partie des sujets pour lesquels nous n&rsquo;avons pas réussi à obtenir de réponse complète de la part de nos hôtes. Et pourtant, nous avons découvert un module-usine bien caché marqué d&rsquo;un gros 24hC. Un technicien, avec qui nous avions sympathisé lors du repas, nous a glissé qu&rsquo;il était dédié à la mise au point finale d&rsquo;une propulsion révolutionnaire. Une collègue malicieuse m&rsquo;a alors soufflé à l&rsquo;oreille que ce nom se décryptait en « 24 heures Chrono » . Je n&rsquo;arrive pas à croire qu&rsquo;une référence télévisuelle vieille de 50 ans puisse être fortuite. Se pourrait-il donc que 24hC qualifie la durée de&#8230; mais non, je m&rsquo;égare, c&rsquo;est impossible&#8230;</p>								</div>
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										<img loading="lazy" decoding="async" width="1024" height="429" src="https://futurepath.fr/wp-content/uploads/2024/04/Default_Illustrate_quantum_intrication_so_speed_up_communicati_1-cropped.jpg" class="attachment-large size-large wp-image-1625" alt="moon fiction quantum intricate communication" srcset="https://futurepath.fr/wp-content/uploads/2024/04/Default_Illustrate_quantum_intrication_so_speed_up_communicati_1-cropped.jpg 1024w, https://futurepath.fr/wp-content/uploads/2024/04/Default_Illustrate_quantum_intrication_so_speed_up_communicati_1-cropped-300x126.jpg 300w, https://futurepath.fr/wp-content/uploads/2024/04/Default_Illustrate_quantum_intrication_so_speed_up_communicati_1-cropped-768x322.jpg 768w" sizes="(max-width: 1024px) 100vw, 1024px" />											<figcaption class="widget-image-caption wp-caption-text">Fascinante et intrigante intrication quantique</figcaption>
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									<p><span style="font-size: 14px; text-align: var(--text-align); background-color: var( --e-global-color-c696dce );">Avant de retourner sur Terre à notre époque, nos hôtes nous ont livré une anecdote amusante. Il semblerait qu&rsquo;au démarrage du projet (lors d&rsquo;un Atelier en Avril 2024), certains se sont pris à imaginer de raccourcir la durée des communications Terre-Lune (qui est en gros de 3 secondes pour un « round trip »).</span><br></p>
<p>Les plus imaginatifs envisageaient une forme d&rsquo;intrication quantique (la fascination magique et intrigante de l&rsquo;intrication quantique)! La légende qui court en 2054, c&rsquo;est que ces esprits féconds auraient été très largement influencés par la lecture de l&rsquo;excellent livre « Le problème à trois corps » de Liu Cixin (ou sa version télévisuelle). Cela continue de les faire beaucoup rire, même 30 ans après ce fameux Atelier.</p>
<p>Une chose est certaine : les humains de 2054 ont gardé leur humour, au moins sur la Lune.</p>
<p>Merci de votre lecture de ce long rapport.</p>
<p>P.S. : Je crois que l&rsquo;auteur aura encore un petit mot à ajouter prochainement, une forme de postface qui lève le voile sur cette équipée lunaire mystérieuse&#8230;</p>
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<p><b>Future Path</b> remercie l&rsquo;auteur pour ce rapport de mission sur la Lune en 2054.</p>
<p>L&rsquo;article suivant, en forme de postface, décrypte ce qui se cache réellement derrière cette équipée lunaire fictionnelle&#8230;</p>								</div>
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		<p>L’article <a href="https://futurepath.fr/2024/04/19/une-journee-sur-la-lune-le-rapport/">Une journée sur la Lune &#8211; le rapport</a> est apparu en premier sur <a href="https://futurepath.fr">Future Path</a>.</p>
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