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+    <doc-data|<doc-title|Chaîne de fabrication du
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+
+      Licence : CC BY-NC-ND 4.0 <image|Onglet - Licence/by-nc-nd.png|30pt|||>
+    </doc-date>|<\doc-note>
+      <really-tiny|<cite-website>>
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+    \;
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+        \;
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+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Courte
+        présentation>>
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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
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+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
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+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Ambitions>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Ce projet poursuit deux objectifs majeurs :
+
+        <\enumerate>
+          <assign|labelenumi|<macro|<number|<enumi-nr>|arabic>.>><item>Le
+          premier est de <with|font-series|bold|sensibiliser> l'ensemble des
+          décideurs, du monde industriel, politique ou territorial, à la
+          nécessité de considérer la chaîne du numérique comme un ensemble de
+          maillons interdépendants, allant de l'extraction de minerai jusqu'à
+          l'assemblage final, en passant par la logistique et les
+          infrastructures critiques
+
+          <item>Le second objectif est d'<with|font-series|bold|outiller> la
+          prise de décision stratégique. En combinant les indices (IHH, IVC,
+          ICS et ISG), les acteurs et utilisateurs du numérique pourront
+          hiérarchiser leurs actions.
+        </enumerate>
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+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|La
+            plateforme en cours de développement>>
+          </cell>>>>
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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
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+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|IA et le
+            projet>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Création des fiches et des indices : ChatGPT, ScholarGPT,
+          Perplexity
+
+          <item>Code Python : Python (ChatGPT), Claude (sous EDI Zed)
+
+          <item>Génération de rapport : PrivateGPT, Ollama, Qwen3
+
+          <item>Canard en plastique : ChatGPT
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        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o.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\shown>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Mon
+            constat sur l'IA utilisée>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Sans elle, pas de projet :
+
+          <\itemize-dot>
+            <item>Trop de sources, trop de concepts à intégrer, pas de
+            plateforme
+          </itemize-dot>
+
+          <item>Mais
+
+          <\itemize-dot>
+            <item>Sans maîtrise du sujet demandé, le résultat est médiocre,
+            voire faux
+
+            <item>L'IA ne sait pas remettre en cause sa logique : elle
+            persiste dans la technique (code), mais pas dans l'algorithme
+
+            <item>Grosse difficulté à maintenir une longue
+            \S<nbsp>conversation<nbsp>\T : ralentissement prohibitif et
+            incapacité à conserver les consignes
+
+            <item>Elle invente régulièrement des sources, des valeurs
+          </itemize-dot>
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </shown>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Aide
+            possible>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Réflexion sur la structuration des données
+
+          <item>Réflexion sur le processus global de mise à jour des données
+
+          <item>Réflexion sur l'organisation du code
+
+          <item>Interface de gestion du schéma et des données
+
+          <item>Relecture et contrôle des fiches
+
+          <item>Internationalisation
+
+          <item>Consolidation des indices existants, nouveaux indices (stress
+          hydrique, stress énergie)
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Annexes>>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|log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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Herfindahl-Hirschmann>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Le premier indice, l'IHH, s'appuie sur un principe largement reconnu
+        en économie.
+
+        Plus l'IHH est faible (typiquement en dessous de 15), plus le secteur
+        considéré est diversifié en acteurs ou en pays producteurs ; plus il
+        est élevé (au-delà de 25), plus on se rapproche d'une situation de
+        quasi-monopole ou de forte dépendance.
+
+        <\equation*>
+          <text|IHH>=<frac|<big|sum><rsub|i=1><rsup|N>s<rsub|i><rsup|2>|100>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item><math|N><nbsp>: Nombre total d'acteurs ou d'entités
+            considérées.
+
+            <item><math|s<rsub|i>><nbsp>: Part relative de l'acteur <math|i>,
+            exprimée en proportion mondiale (entre 1 et 100).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        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o.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Stabilité Géopolitique>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Cet indicateur synthétise trois bases reconnues :
+
+        <\itemize-arrow>
+          <item><strong|WGI> (<hlink|World Bank, \PPolitical Stability &
+          Absence of Violence\Q|https://databank.worldbank.org/source/worldwide-governance-indicators>),
+
+          <item><strong|FSI> (<hlink|Fragile States
+          Index|https://fragilestatesindex.org/excel/>)
+
+          <item>et <strong|ND-GAIN> (<hlink|Climat & capacité
+          d'adaptation|https://gain.nd.edu/our-work/country-index/download-data/>)
+        </itemize-arrow>
+
+        afin de mesurer, pour chaque pays, la probabilité qu'un choc
+        politique, social ou climatique perturbe la chaîne
+        d'approvisionnement.
+
+        <\with|par-mode|center>
+          <math|<with|mode|text|ISG>=<around*|(|0,5\<times\><frac|2,5\<minus\><with|mode|text|WGI>|5>|)>+<around*|(|0,3\<times\><frac|<with|mode|text|FSI>|120>|)><with|mode|text|>+<with|mode|text|><around*|(|0,2\<times\><frac|100\<minus\><with|mode|text|NDGAIN>|100>|)>>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Vulnérabilité Concurrentielle>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Il vise à quantifier la pression qu'exercent d'autres secteurs, hors
+        numérique, sur la même ressource. On observe souvent l'absence de
+        cette dimension dans les grilles de criticité classiques.
+
+        <\equation*>
+          <text|IVC>=<around*|(|<frac|<text|Croissance><rsub|concurrents>|<text|Croissance><rsub|<text|numérique>>>|)>\<times\><around*|(|<frac|<text|Part><rsub|concurrents>|<text|Part><rsub|<text|numérique>>>|)>\<times\><text|Tension><rsub|<text|marché>>\<times\><text|Pondération><rsub|<text|réserves>>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item>Croissance<rsub|<math|<text|concurrents>>><nbsp>: Taux de
+            croissance de la demande <with|font-shape|italic|hors numérique>
+            pour la ressource.
+
+            <item>Croissance<rsub|<math|<text|numérique>>><nbsp>: Taux de
+            croissance des usages <with|font-shape|italic|numériques finaux>.
+
+            <item>Part<rsub|<math|<text|concurrents>>><nbsp>: Part de la
+            consommation totale par les secteurs concurrents (inclut le
+            numérique embarqué).
+
+            <item>Part<rsub|<math|<text|numérique>>><nbsp>: Part de la
+            consommation numérique finale.
+
+            <item>Tension<rsub|<math|<text|marché>>><nbsp>: Sur-demande
+            exprimée par <math|max <around|(|0,<text|%Demande>-<text|%Capacité>|)>>.
+
+            <item>Pondération<rsub|<math|<text|réserves>>><nbsp>: Coefficient
+            reflétant l'abondance des réserves mondiales (entre 1.0 et 1.8).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Criticité de Substituabilité>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Plus encore que la concurrence ou la concentration, la possibilité de
+        remplacer un minerai ou un composant dans un usage spécifique peut
+        transformer un \S métal apparemment critique \T en \S risque
+        maîtrisable \T, ou inversement.
+
+        <\equation*>
+          <text|ICS>=0,4\<times\><text|Faisabilité
+          technique>+0,3\<times\><text|Délai
+          d'implémentation>+0,3\<times\><text|Impact économique>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize-dot>
+            <item><with|font-series|medium|Faisabilité technique> : Capacité
+            à remplacer le matériau par un autre techniquement viable (note
+            entre 0 et 1).
+
+            <item><with|font-series|medium|Délai d'implémentation> : Temps
+            estimé pour déployer une solution de substitution à l'échelle
+            industrielle.
+
+            <item><with|font-series|medium|Impact économique> : Surcoût ou
+            perte économique liée à la substitution.
+          </itemize-dot>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|log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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|1/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Structurer et harmoniser les données sources>
+
+        <with|font-series|bold|Objectif> : disposer d'un socle documentaire
+        commun, clair et régulièrement actualisé, pour alimenter les indices
+        (IHH, IVC, ICS, ISG), ainsi que les dimensions logistiques ou
+        climatiques.
+
+        <subsection|Développer la logique modulaire et les sous-graphes>
+
+        <with|font-series|bold|Objectif> : rendre le modèle flexible et
+        évolutif, afin d'intégrer progressivement de nouveaux modules
+        (logistique, eau, énergie, outillage critique...).
+
+        <subsection|Intégrer la dimension historique et les scénarios>
+
+        <with|font-series|bold|Objectif> : passer d'une vision statique à une
+        vision dynamique, permettant de repérer les tendances et de tester
+        des hypothèses de crise.
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|2/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Approfondir la notion de polycrise>
+
+        <with|font-series|bold|Objectif> : enrichir le modèle pour qu'il
+        prenne en compte les aléas logistiques, climatiques et géopolitiques
+        de manière plus fine.
+
+        <subsection|Tester et valider le modèle sur des cas concrets>
+
+        <with|font-series|bold|Objectif> : confronter la théorie au terrain
+        et affiner la robustesse du modèle.
+
+        <subsection|Mettre en ÷uvre un workflow de mise à Jour et
+        d'évolution>
+
+        <with|font-series|bold|Objectif> : institutionnaliser l'actualisation
+        et le suivi du modèle, pour qu'il reste pertinent à moyen et long
+        terme.
+      </cell>>|<row|<\cell>
+        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+    <associate|global-title|Robustesse_IA_ethique.tm>
+    <associate|info-flag|minimal>
+    <associate|last-item-nr|2>
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+    <associate|auto-8|<tuple|6|18>>
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+</references>
+
+<\auxiliary>
+  <\collection>
+    <\associate|toc>
+      <vspace*|2fn><with|font-series|<quote|bold>|math-font-series|<quote|bold>|font-size|<quote|1.19>|<with|font|<quote|TeX
+      Gyre Termes>|font-base-size|<quote|14>|Courte présentation>>
+      <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-1><vspace|1fn>
+
+      <vspace*|2fn><with|font-series|<quote|bold>|math-font-series|<quote|bold>|font-size|<quote|1.19>|<with|font|<quote|TeX
+      Gyre Termes>|font-base-size|<quote|14>|Annexes>>
+      <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-2><vspace|1fn>
+
+      <with|par-left|<quote|1tab>|1<space|2spc>Structurer et harmoniser les
+      données sources <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-3>>
+
+      <with|par-left|<quote|1tab>|2<space|2spc>Développer la logique
+      modulaire et les sous-graphes <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-4>>
+
+      <with|par-left|<quote|1tab>|3<space|2spc>Intégrer la dimension
+      historique et les scénarios <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-5>>
+
+      <with|par-left|<quote|1tab>|4<space|2spc>Approfondir la notion de
+      polycrise <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-6>>
+
+      <with|par-left|<quote|1tab>|5<space|2spc>Tester et valider le modèle
+      sur des cas concrets <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-7>>
+
+      <with|par-left|<quote|1tab>|6<space|2spc>Mettre en ÷uvre un workflow de
+      mise à Jour et d'évolution <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-8>>
+    </associate>
+  </collection>
+</auxiliary>
\ No newline at end of file
diff --git a/Sources/Présentation IF - 3 juin 2025.tm b/Sources/Présentation IF - 3 juin 2025.tm
new file mode 100644
index 0000000..dbeb434
--- /dev/null
+++ b/Sources/Présentation IF - 3 juin 2025.tm	
@@ -0,0 +1,592 @@
+<TeXmacs|2.1>
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+<style|<tuple|beamer|french|termes-font>>
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+<\body>
+  <\hide-preamble>
+    \;
+
+    <assign|page-number|<macro|page-nr>>
+
+    <assign|page-the-page|<macro|<page-nr>>>
+
+    <assign|remark-sep|<macro|<nbsp>: >>
+
+    <assign|author-email|<macro|email|<doc-author-block|<with|font-shape|italic|<email-text><nbsp><localize|:>
+    ><with|font-family|tt|language|verbatim|<arg|email>>>>>
+
+    <assign|author-homepage|<macro|homepage|<doc-author-block|<with|font-shape|italic|<homepage-text><nbsp><localize|:>
+    ><with|font-family|tt|language|verbatim|<arg|homepage>>>>>
+  </hide-preamble>
+
+  <screens|<\shown>
+    <assign|strong-color|#105a5a><assign|date-presentation|3 juin 2025>
+
+    <doc-data|<doc-title|Chaîne de fabrication du
+    numérique>|<doc-subtitle|Faiblesses et
+    impacts>|<doc-author|<author-data|<author-name|Stéphan
+    Peccini>|<\author-affiliation>
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+    </author-affiliation>|<author-email|stephan-pro@peccini.fr>>>|<\doc-date>
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+
+      Licence : CC BY-NC-ND 4.0 <image|Onglet - Licence/by-nc-nd.png|30pt|||>
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+      <really-tiny|<cite-website>>
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+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Courte
+        présentation>>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Ambitions>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Ce projet poursuit deux objectifs majeurs :
+
+        <\enumerate>
+          <assign|labelenumi|<macro|<number|<enumi-nr>|arabic>.>><item>Le
+          premier est de <with|font-series|bold|sensibiliser> l'ensemble des
+          décideurs, du monde industriel, politique ou territorial, à la
+          nécessité de considérer la chaîne du numérique comme un ensemble de
+          maillons interdépendants, allant de l'extraction de minerai jusqu'à
+          l'assemblage final, en passant par la logistique et les
+          infrastructures critiques
+
+          <item>Le second objectif est d'<with|font-series|bold|outiller> la
+          prise de décision stratégique. En combinant les indices (IHH, IVC,
+          ICS et ISG), les acteurs et utilisateurs du numérique pourront
+          hiérarchiser leurs actions.
+        </enumerate>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Le
+            schéma de principe>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\with|par-mode|center>
+          <image|Onglet - Schema simplifie/principe du schema.png|0.98par|||>
+        </with>
+      </cell>>|<row|<\cell>
+        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+        <image|Onglet - France - Smartphone/France - Smartphone -
+        Manganese.png|0.95par|||>
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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
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+        <\wide-tabular>
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+            <with|color|#105a5a|<with|font|TeX Gyre
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+            situation>>
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+          <image|Onglet - Impacts et retroactions/Impacts et
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+        </with>
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+      </cell>>|<row|<\cell>
+        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o.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|IA et le
+            projet>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Création des fiches et des indices : ChatGPT, ScholarGPT,
+          Perplexity
+
+          <item>Code Python : Python (ChatGPT), Claude (sous EDI Zed)
+
+          <item>Génération de rapport : PrivateGPT, Ollama, Qwen3
+
+          <item>Canard en plastique : ChatGPT
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Mon
+            constat sur l'IA utilisée>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Sans elle, pas de projet :
+
+          <\itemize-dot>
+            <item>Trop de sources, trop de concepts à intégrer, pas de
+            plateforme
+          </itemize-dot>
+
+          <item>Mais
+
+          <\itemize-dot>
+            <item>Sans maîtrise du sujet demandé, le résultat est médiocre,
+            voire faux
+
+            <item>L'IA ne sait pas remettre en cause sa logique : elle
+            persiste dans la technique (code), mais pas dans l'algorithme
+
+            <item>Grosse difficulté à maintenir une longue
+            \S<nbsp>conversation<nbsp>\T : ralentissement prohibitif et
+            incapacité à conserver les consignes
+
+            <item>Elle invente régulièrement des sources, des valeurs
+          </itemize-dot>
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Aide
+            possible>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Réflexion sur la structuration des données
+
+          <item>Réflexion sur le processus global de mise à jour des données
+
+          <item>Réflexion sur l'organisation du code
+
+          <item>Interface de gestion du schéma et des données
+
+          <item>Relecture et contrôle des fiches
+
+          <item>Internationalisation
+
+          <item>Consolidation des indices existants, nouveaux indices (stress
+          hydrique, stress énergie)
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Annexes>>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<value|date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Herfindahl-Hirschmann>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Le premier indice, l'IHH, s'appuie sur un principe largement reconnu
+        en économie.
+
+        Plus l'IHH est faible (typiquement en dessous de 15), plus le secteur
+        considéré est diversifié en acteurs ou en pays producteurs ; plus il
+        est élevé (au-delà de 25), plus on se rapproche d'une situation de
+        quasi-monopole ou de forte dépendance.
+
+        <\equation*>
+          <text|IHH>=<frac|<big|sum><rsub|i=1><rsup|N>s<rsub|i><rsup|2>|100>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item><math|N><nbsp>: Nombre total d'acteurs ou d'entités
+            considérées.
+
+            <item><math|s<rsub|i>><nbsp>: Part relative de l'acteur <math|i>,
+            exprimée en proportion mondiale (entre 1 et 100).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Stabilité Géopolitique>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Cet indicateur synthétise trois bases reconnues :
+
+        <\itemize-arrow>
+          <item><strong|WGI> (<hlink|World Bank, \PPolitical Stability &
+          Absence of Violence\Q|https://databank.worldbank.org/source/worldwide-governance-indicators>),
+
+          <item><strong|FSI> (<hlink|Fragile States
+          Index|https://fragilestatesindex.org/excel/>)
+
+          <item>et <strong|ND-GAIN> (<hlink|Climat & capacité
+          d'adaptation|https://gain.nd.edu/our-work/country-index/download-data/>)
+        </itemize-arrow>
+
+        afin de mesurer, pour chaque pays, la probabilité qu'un choc
+        politique, social ou climatique perturbe la chaîne
+        d'approvisionnement.
+
+        <\with|par-mode|center>
+          <math|<with|mode|text|ISG>=<around*|(|0,5\<times\><frac|2,5\<minus\><with|mode|text|WGI>|5>|)>+<around*|(|0,3\<times\><frac|<with|mode|text|FSI>|120>|)><with|mode|text|>+<with|mode|text|><around*|(|0,2\<times\><frac|100\<minus\><with|mode|text|NDGAIN>|100>|)>>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|<#89504E470D0A1A0A0000000D49484452000000C8000000540803000000F02288940000003C504C544547704C0F6F3A10703B10713C0F6F3B10723C20BD660F733E0F723C10723C106F3A106F3B0F6F3B106E3B11763F1EB9641BA85A18944E10703C1895505892D3530000001274524E530086BB5070A6FE13263CE1F45FCF9474D2EE64ACDB2C000007714944415478DAED5A8976EA3610B5B6681760FEFF5F7B6746B24D1A7849435BC3F19C3880ADED6AF6B1A6E9A0830E3AE8A01F908FEF022487F7006266FD1E40DC3CDB77C011E6797E0BE1D20032BBD7C76167A6D76149F01B3BB57E0F5980B47DDBA3D3F2355E36986ABC152CD2923DE3387D9C561CD7850B21CD0B90282870C53DE3F838F5D597EBF5BAAC3D6F344231908A4BEDD65F03C7E0C8E9BA023137AA2D92E5F28E95E4FCB10069D715889DBF0292F60B84710810775D81A84FC6567EDBB457D1F2828380F8F385715C7A34C2E4B76E1D8ABE57650F1F1F03883F0B3F18C8B0B52B1016B50C20BB8C1BE3C0F111C3C071B593AF0347BBF5EC4ECDD5EF1CC765E030708303C76DAC1B525465A7EEA3938F1F43AE22B9C1EEC33FADDAD4DDBA41A1B3B80FC611D80D0A0EF3897F39EE1F4717AC7310374894E2671CFBB4BBE715471BFC8022DB05C7E770BDEDD25CF9F36A77DDD00FE7871B9CBF304EC6EF1CC76276DDB4E2D07E7A093AAD3816206AE3075F269F1D40C82E753D3F6D92A736BD1810D6E70B21B9984D88FB42259FD38A833972896BAC9ECBF45A40CE5D9F2FEC06852AC585D36B01193800E4BCB88CFA3737B87B20A7C5BE5ECEABA9ADE9C50A89A715C7E4362EC3F9D7C27153833BE8A0830EFADF82F3A75B261F9E3022750B77FD93B74EABB8597EB0FA26FA367FAAA479DB5A7B5C1589F36CB6E5A0BC2031CAD96FC6001824C63CDF99C84B9CAA28174A7EC47BDB2A0772D6C7D19FBA93D2DE6EC6668CB61450A3D459BEE73E0B063177436A25EF2A34D7367978955DF9DCFFE104233B4FF797E355DB3C0C4A2D430B7D8B275E297F1F88A6E51717A6806F8606F4C69218F8E8452089237E4835EE0434C245CF97BD50D154C6DB3BD3669BB0F9A491D64EBDABA71D34D126AE46F49ED4A43F0FA508C2688B9741CA5D20E0830A7D50B0C64E36E303A16B9B73E5941B7D7596E402929081D7869BF71B8A15C0907CDADC658C65069D23D51A6B201D89D28985582AC17653FFE50E14F9E7592749F5B9FC5DC7234B3398FB1CE1EA5352C10B8F55E7761DC9AAA6E9B24C322A6E36DE14422D0381E0DBDE39F5D76B409C9751AD19BD171D71AB4CF586986449F631464A987FBC3B0DF6A18E4C36897C5BEC5D5354E5B42465115755F81549059C2648F48F3795D6E9DC789D890DCE89665B3A07C79D936FB4492985AEA7DC292DDAA8D7B726B8A5612DA1F6739F84B8D842E0C2922610EAB1B29358B74C8F79788C935BC382783D2C2F2296102E5CC98B467079442FD6A16FF5DA3977035BB9098B27B1B1F11D3F80B4D5285796364249174BAB08BBA5695CC33FF59823B11AB61E6A01325790A2FE86A4C68AF9AD0C04CB83EE2859D3580FC95E4ADA6C3A275A97F702C40B105622463F44CB749B1D8300F154CE63BD616965FD62D148A956ED3B47EED45BE9555ED1B456ACCB19FA0D1B6503CD48DA2EA22940482E48750888DAD8EB6563EBE84C2D5D4E5EC96758D700BB114647CEEC5D435ACC0D4990DB0AC4BB1270BB2812B800FB450BC1CCB53CF4665E8CBA2F43D7BAB2ABEE470848D828BBBAE188D9580EEADC5B5A9F16650790DC3B2D0E91DF9FF01BF7DE100C5A80F4958D47993912EE1F346009D7A12BED24161492435299AA1D218A2643888973A3E1C84E2F9146590B26D25951CBCC0E9B540D9F647E036F88C21C9B10A5B1BDC63E70433A1E9148FD003A462E29B5E1FEEB04B3475E8174E86B651FAE6B0473C6D00D0C331AF8F599974B6E8DF3259B7326BD33B51F5E8F3FFD4DA76DD0B8CC1EE4CB66686FFA18D1B0ABE66EFEA711E70AE4C5E96D8014DDA6830E3AE85186FDB59D0B76C408C6DDCF9F638C3FCFCBA38B9B8FE7582C4B29B2FE3A711EC74ADCFDCCB1FDA3D7874DE228F5BC6343959CB999BF3A9F800868AC2F94BB2B7508237F7E6AE65F0192901E57AFC119E726D7AC2EC1518DA0E80489724D555310D8447A14F81BC2DFE0AA84740E2C0D08443C6E60888688D863084D2B343A21812FBA38124D552B7E616CAB6343BED28200412B1D9E0004118FC93582290847A7719C524B8C59F9C855732303341A4286E943CF2405088450E23D631187678942B5C4A6558A37B45B7814E408976D728F1863244EFC3D90822413311C023400C11FF2C78490142909D2273A6C551066CFD6CDAEE40588825A38960B396DE62C2FABD9B9725EA0312A920C8528B0E85CF10B494AB511CD35860190542A0D4321ABF2E9F727D3EA1C2307A3001298235E210E452A310F8EC8B66B04F075368E1371E596133402A448EE58F8D45620B4B83088F464EC9E5F3662083230C08CC8D89168A53FD497BE0F844B1C3E675D9923136D53A6ACBC451B0610243D947C154BE913E5A2D518DB7504B95285E0D08DA8B0D1587AC61FF0D4B63231286475E001256C0092310C52D28A105EC762A66700E10C442A281301618E78965D0D65E88A40792492B9441F4A5422F447249392ACBA9EB266CA4858911CDB6E0061B530CC97AE239AF4C371C126FD1A48B4943E504D16DB5FCA843F4A6069B74323C362CB6845F90F65FD851A78EBA44AC98FD06BC20D402A4D456036916B75B61569415D4A6B98C697428CB6818B7406AD8372ED3F7E2FACBF793040CF3B7F61ED66F31E407C786EBB830E3AE8A083764F7F011C038F360F7FEF710000000049454E44AE426082>|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Vulnérabilité Concurrentielle>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Il vise à quantifier la pression qu'exercent d'autres secteurs, hors
+        numérique, sur la même ressource. On observe souvent l'absence de
+        cette dimension dans les grilles de criticité classiques.
+
+        <\equation*>
+          <text|IVC>=<around*|(|<frac|<text|Croissance><rsub|concurrents>|<text|Croissance><rsub|<text|numérique>>>|)>\<times\><around*|(|<frac|<text|Part><rsub|concurrents>|<text|Part><rsub|<text|numérique>>>|)>\<times\><text|Tension><rsub|<text|marché>>\<times\><text|Pondération><rsub|<text|réserves>>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item>Croissance<rsub|<math|<text|concurrents>>><nbsp>: Taux de
+            croissance de la demande <with|font-shape|italic|hors numérique>
+            pour la ressource.
+
+            <item>Croissance<rsub|<math|<text|numérique>>><nbsp>: Taux de
+            croissance des usages <with|font-shape|italic|numériques finaux>.
+
+            <item>Part<rsub|<math|<text|concurrents>>><nbsp>: Part de la
+            consommation totale par les secteurs concurrents (inclut le
+            numérique embarqué).
+
+            <item>Part<rsub|<math|<text|numérique>>><nbsp>: Part de la
+            consommation numérique finale.
+
+            <item>Tension<rsub|<math|<text|marché>>><nbsp>: Sur-demande
+            exprimée par <math|max <around|(|0,<text|%Demande>-<text|%Capacité>|)>>.
+
+            <item>Pondération<rsub|<math|<text|réserves>>><nbsp>: Coefficient
+            reflétant l'abondance des réserves mondiales (entre 1.0 et 1.8).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Criticité de Substituabilité>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Plus encore que la concurrence ou la concentration, la possibilité de
+        remplacer un minerai ou un composant dans un usage spécifique peut
+        transformer un \S métal apparemment critique \T en \S risque
+        maîtrisable \T, ou inversement.
+
+        <\equation*>
+          <text|ICS>=0,4\<times\><text|Faisabilité
+          technique>+0,3\<times\><text|Délai
+          d'implémentation>+0,3\<times\><text|Impact économique>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize-dot>
+            <item><with|font-series|medium|Faisabilité technique> : Capacité
+            à remplacer le matériau par un autre techniquement viable (note
+            entre 0 et 1).
+
+            <item><with|font-series|medium|Délai d'implémentation> : Temps
+            estimé pour déployer une solution de substitution à l'échelle
+            industrielle.
+
+            <item><with|font-series|medium|Impact économique> : Surcoût ou
+            perte économique liée à la substitution.
+          </itemize-dot>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|1/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Structurer et harmoniser les données sources>
+
+        <with|font-series|bold|Objectif> : disposer d'un socle documentaire
+        commun, clair et régulièrement actualisé, pour alimenter les indices
+        (IHH, IVC, ICS, ISG), ainsi que les dimensions logistiques ou
+        climatiques.
+
+        <subsection|Développer la logique modulaire et les sous-graphes>
+
+        <with|font-series|bold|Objectif> : rendre le modèle flexible et
+        évolutif, afin d'intégrer progressivement de nouveaux modules
+        (logistique, eau, énergie, outillage critique...).
+
+        <subsection|Intégrer la dimension historique et les scénarios>
+
+        <with|font-series|bold|Objectif> : passer d'une vision statique à une
+        vision dynamique, permettant de repérer les tendances et de tester
+        des hypothèses de crise.
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|2/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Approfondir la notion de polycrise>
+
+        <with|font-series|bold|Objectif> : enrichir le modèle pour qu'il
+        prenne en compte les aléas logistiques, climatiques et géopolitiques
+        de manière plus fine.
+
+        <subsection|Tester et valider le modèle sur des cas concrets>
+
+        <with|font-series|bold|Objectif> : confronter la théorie au terrain
+        et affiner la robustesse du modèle.
+
+        <subsection|Mettre en ÷uvre un workflow de mise à Jour et
+        d'évolution>
+
+        <with|font-series|bold|Objectif> : institutionnaliser l'actualisation
+        et le suivi du modèle, pour qu'il reste pertinent à moyen et long
+        terme.
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|log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+      </cell>>>>
+    </wide-tabular>
+  </shown>>
+</body>
+
+<\initial>
+  <\collection>
+    <associate|enunciation-sep|<macro| : >>
+    <associate|global-title|Robustesse_IA_ethique.tm>
+    <associate|info-flag|minimal>
+    <associate|last-item-nr|2>
+    <associate|locus-color|#105a5a>
+    <associate|math-font|math-termes>
+    <associate|page-bot|3mm>
+    <associate|page-even|5mm>
+    <associate|page-even-footer|>
+    <associate|page-even-header|>
+    <associate|page-height|auto>
+    <associate|page-medium|paper>
+    <associate|page-odd|5mm>
+    <associate|page-odd-footer|>
+    <associate|page-odd-header|>
+    <associate|page-packet|1>
+    <associate|page-right|5mm>
+    <associate|page-top|3mm>
+    <associate|page-type|16:9>
+    <associate|page-width|auto>
+  </collection>
+</initial>
+
+<\references>
+  <\collection>
+    <associate|auto-1|<tuple|?|15>>
+    <associate|auto-2|<tuple|<with|mode|<quote|math>|<rigid|\<rightarrow\>>>|15>>
+    <associate|auto-3|<tuple|1|15>>
+    <associate|auto-4|<tuple|2|16>>
+    <associate|auto-5|<tuple|3|16>>
+    <associate|auto-6|<tuple|4|16>>
+    <associate|auto-7|<tuple|5|?>>
+    <associate|auto-8|<tuple|6|?>>
+  </collection>
+</references>
+
+<\auxiliary>
+  <\collection>
+    <\associate|toc>
+      <with|par-left|<quote|1tab>|1<space|2spc>Structurer et harmoniser les
+      données sources <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-1>>
+
+      <with|par-left|<quote|1tab>|2<space|2spc>Développer la logique
+      modulaire et les sous-graphes <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-2>>
+
+      <with|par-left|<quote|1tab>|3<space|2spc>Intégrer la dimension
+      historique et les scénarios <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-3>>
+
+      <with|par-left|<quote|1tab>|4<space|2spc>Approfondir la notion de
+      polycrise <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-4>>
+
+      <with|par-left|<quote|1tab>|5<space|2spc>Tester et valider le modèle
+      sur des cas concrets <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-5>>
+
+      <with|par-left|<quote|1tab>|6<space|2spc>Mettre en ÷uvre un workflow de
+      mise à Jour et d'évolution <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-6>>
+    </associate>
+  </collection>
+</auxiliary>
\ No newline at end of file
diff --git a/Sources/Présentation IF - 3 juin 2025.tm~ b/Sources/Présentation IF - 3 juin 2025.tm~
new file mode 100644
index 0000000..253afae
--- /dev/null
+++ b/Sources/Présentation IF - 3 juin 2025.tm~	
@@ -0,0 +1,1127 @@
+<TeXmacs|2.1>
+
+<style|<tuple|beamer|french|termes-font>>
+
+<\body>
+  <\hide-preamble>
+    \;
+
+    <assign|page-number|<macro|page-nr>>
+
+    <assign|page-the-page|<macro|<page-nr>>>
+
+    <assign|remark-sep|<macro|<nbsp>: >>
+
+    <assign|author-email|<macro|email|<doc-author-block|<with|font-shape|italic|<email-text><nbsp><localize|:>
+    ><with|font-family|tt|language|verbatim|<arg|email>>>>>
+
+    <assign|author-homepage|<macro|homepage|<doc-author-block|<with|font-shape|italic|<homepage-text><nbsp><localize|:>
+    ><with|font-family|tt|language|verbatim|<arg|homepage>>>>>
+  </hide-preamble>
+
+  <screens|<\shown>
+    <assign|strong-color|#105a5a><assign|date-presentation|3 juin 2025>
+
+    <doc-data|<doc-title|Chaîne de fabrication du
+    numérique>|<doc-subtitle|Faiblesses et
+    impacts>|<doc-author|<author-data|<author-name|Stéphan
+    Peccini>|<\author-affiliation>
+      <image|<tuple|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|logo.png>|30pt|||>
+    </author-affiliation>|<author-email|stephan-pro@peccini.fr>>>|<\doc-date>
+      <date-presentation>
+
+      Licence : CC BY-NC-ND 4.0 <image|Onglet - Licence/by-nc-nd.png|30pt|||>
+    </doc-date>|<\doc-note>
+      <really-tiny|<cite-website>>
+    </doc-note>>
+
+    \;
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Courte
+        présentation>>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|<#89504E470D0A1A0A0000000D49484452000000C8000000540803000000F02288940000003C504C544547704C0F6F3A10703B10713C0F6F3B10723C20BD660F733E0F723C10723C106F3A106F3B0F6F3B106E3B11763F1EB9641BA85A18944E10703C1895505892D3530000001274524E530086BB5070A6FE13263CE1F45FCF9474D2EE64ACDB2C000007714944415478DAED5A8976EA3610B5B6681760FEFF5F7B6746B24D1A7849435BC3F19C3880ADED6AF6B1A6E9A0830E3AE8A01F908FEF022487F7006266FD1E40DC3CDB77C011E6797E0BE1D20032BBD7C76167A6D76149F01B3BB57E0F5980B47DDBA3D3F2355E36986ABC152CD2923DE3387D9C561CD7850B21CD0B90282870C53DE3F838F5D597EBF5BAAC3D6F344231908A4BEDD65F03C7E0C8E9BA023137AA2D92E5F28E95E4FCB10069D715889DBF0292F60B84710810775D81A84FC6567EDBB457D1F2828380F8F385715C7A34C2E4B76E1D8ABE57650F1F1F03883F0B3F18C8B0B52B1016B50C20BB8C1BE3C0F111C3C071B593AF0347BBF5EC4ECDD5EF1CC765E030708303C76DAC1B525465A7EEA3938F1F43AE22B9C1EEC33FADDAD4DDBA41A1B3B80FC611D80D0A0EF3897F39EE1F4717AC7310374894E2671CFBB4BBE715471BFC8022DB05C7E770BDEDD25CF9F36A77DDD00FE7871B9CBF304EC6EF1CC76276DDB4E2D07E7A093AAD3816206AE3075F269F1D40C82E753D3F6D92A736BD1810D6E70B21B9984D88FB42259FD38A833972896BAC9ECBF45A40CE5D9F2FEC06852AC585D36B01193800E4BCB88CFA3737B87B20A7C5BE5ECEABA9ADE9C50A89A715C7E4362EC3F9D7C27153833BE8A0830EFADF82F3A75B261F9E3022750B77FD93B74EABB8597EB0FA26FA367FAAA479DB5A7B5C1589F36CB6E5A0BC2031CAD96FC6001824C63CDF99C84B9CAA28174A7EC47BDB2A0772D6C7D19FBA93D2DE6EC6668CB61450A3D459BEE73E0B063177436A25EF2A34D7367978955DF9DCFFE104233B4FF797E355DB3C0C4A2D430B7D8B275E297F1F88A6E51717A6806F8606F4C69218F8E8452089237E4835EE0434C245CF97BD50D154C6DB3BD3669BB0F9A491D64EBDABA71D34D126AE46F49ED4A43F0FA508C2688B9741CA5D20E0830A7D50B0C64E36E303A16B9B73E5941B7D7596E402929081D7869BF71B8A15C0907CDADC658C65069D23D51A6B201D89D28985582AC17653FFE50E14F9E7592749F5B9FC5DC7234B3398FB1CE1EA5352C10B8F55E7761DC9AAA6E9B24C322A6E36DE14422D0381E0DBDE39F5D76B409C9751AD19BD171D71AB4CF586986449F631464A987FBC3B0DF6A18E4C36897C5BEC5D5354E5B42465115755F81549059C2648F48F3795D6E9DC789D890DCE89665B3A07C79D936FB4492985AEA7DC292DDAA8D7B726B8A5612DA1F6739F84B8D842E0C2922610EAB1B29358B74C8F79788C935BC382783D2C2F2296102E5CC98B467079442FD6A16FF5DA3977035BB9098B27B1B1F11D3F80B4D5285796364249174BAB08BBA5695CC33FF59823B11AB61E6A01325790A2FE86A4C68AF9AD0C04CB83EE2859D3580FC95E4ADA6C3A275A97F702C40B105622463F44CB749B1D8300F154CE63BD616965FD62D148A956ED3B47EED45BE9555ED1B456ACCB19FA0D1B6503CD48DA2EA22940482E48750888DAD8EB6563EBE84C2D5D4E5EC96758D700BB114647CEEC5D435ACC0D4990DB0AC4BB1270BB2812B800FB450BC1CCB53CF4665E8CBA2F43D7BAB2ABEE470848D828BBBAE188D9580EEADC5B5A9F16650790DC3B2D0E91DF9FF01BF7DE100C5A80F4958D47993912EE1F346009D7A12BED24161492435299AA1D218A2643888973A3E1C84E2F9146590B26D25951CBCC0E9B540D9F647E036F88C21C9B10A5B1BDC63E70433A1E9148FD003A462E29B5E1FEEB04B3475E8174E86B651FAE6B0473C6D00D0C331AF8F599974B6E8DF3259B7326BD33B51F5E8F3FFD4DA76DD0B8CC1EE4CB66686FFA18D1B0ABE66EFEA711E70AE4C5E96D8014DDA6830E3AE85186FDB59D0B76C408C6DDCF9F638C3FCFCBA38B9B8FE7582C4B29B2FE3A711EC74ADCFDCCB1FDA3D7874DE228F5BC6343959CB999BF3A9F800868AC2F94BB2B7508237F7E6AE65F0192901E57AFC119E726D7AC2EC1518DA0E80489724D555310D8447A14F81BC2DFE0AA84740E2C0D08443C6E60888688D863084D2B343A21812FBA38124D552B7E616CAB6343BED28200412B1D9E0004118FC93582290847A7719C524B8C59F9C855732303341A4286E943CF2405088450E23D631187678942B5C4A6558A37B45B7814E408976D728F1863244EFC3D90822413311C023400C11FF2C78490142909D2273A6C551066CFD6CDAEE40588825A38960B396DE62C2FABD9B9725EA0312A920C8528B0E85CF10B494AB511CD35860190542A0D4321ABF2E9F727D3EA1C2307A3001298235E210E452A310F8EC8B66B04F075368E1371E596133402A448EE58F8D45620B4B83088F464EC9E5F3662083230C08CC8D89168A53FD497BE0F844B1C3E675D9923136D53A6ACBC451B0610243D947C154BE913E5A2D518DB7504B95285E0D08DA8B0D1587AC61FF0D4B63231286475E001256C0092310C52D28A105EC762A66700E10C442A281301618E78965D0D65E88A40792492B9441F4A5422F447249392ACBA9EB266CA4858911CDB6E0061B530CC97AE239AF4C371C126FD1A48B4943E504D16DB5FCA843F4A6069B74323C362CB6845F90F65FD851A78EBA44AC98FD06BC20D402A4D456036916B75B61569415D4A6B98C697428CB6818B7406AD8372ED3F7E2FACBF793040CF3B7F61ED66F31E407C786EBB830E3AE8A083764F7F011C038F360F7FEF710000000049454E44AE426082>|logo.png>|20pt|||>>|<cell|>|<cell|<value|date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Ambitions>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Ce projet poursuit deux objectifs majeurs :
+
+        <\enumerate>
+          <assign|labelenumi|<macro|<number|<enumi-nr>|arabic>.>><item>Le
+          premier est de <with|font-series|bold|sensibiliser> l'ensemble des
+          décideurs, du monde industriel, politique ou territorial, à la
+          nécessité de considérer la chaîne du numérique comme un ensemble de
+          maillons interdépendants, allant de l'extraction de minerai jusqu'à
+          l'assemblage final, en passant par la logistique et les
+          infrastructures critiques
+
+          <item>Le second objectif est d'<with|font-series|bold|outiller> la
+          prise de décision stratégique. En combinant les indices (IHH, IVC,
+          ICS et ISG), les acteurs et utilisateurs du numérique pourront
+          hiérarchiser leurs actions.
+        </enumerate>
+      </cell>>|<row|<\cell>
+        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+
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+        <\with|par-mode|center>
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+
+        <image|Onglet - France - Smartphone/France - Smartphone -
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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
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+        <\wide-tabular>
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+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|La
+            plateforme en cours de développement>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <image|Onglet - Schema simplifie/schema fonctionnel.png|0.65par|||>
+      </cell>>|<row|<\cell>
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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|IA et le
+            projet>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Création des fiches et des indices : ChatGPT, ScholarGPT,
+          Perplexity
+
+          <item>Code Python : Python (ChatGPT), Claude (sous EDI Zed)
+
+          <item>Génération de rapport : PrivateGPT, Ollama, Qwen3
+
+          <item>Canard en plastique : ChatGPT
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Mon
+            constat sur l'IA utilisée>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Sans elle, pas de projet :
+
+          <\itemize-dot>
+            <item>Trop de sources, trop de concepts à intégrer, pas de
+            plateforme
+          </itemize-dot>
+
+          <item>Mais
+
+          <\itemize-dot>
+            <item>Sans maîtrise du sujet demandé, le résultat est médiocre,
+            voire faux
+
+            <item>L'IA ne sait pas remettre en cause sa logique : elle
+            persiste dans la technique (code), mais pas dans l'algorithme
+
+            <item>Grosse difficulté à maintenir une longue
+            \S<nbsp>conversation<nbsp>\T : ralentissement prohibitif et
+            incapacité à conserver les consignes
+
+            <item>Elle invente régulièrement des sources, des valeurs
+          </itemize-dot>
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Aide
+            possible>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Réflexion sur la structuration des données
+
+          <item>Réflexion sur le processus global de mise à jour des données
+
+          <item>Réflexion sur l'organisation du code
+
+          <item>Interface de gestion du schéma et des données
+
+          <item>Relecture et contrôle des fiches
+
+          <item>Internationalisation
+
+          <item>Consolidation des indices existants, nouveaux indices (stress
+          hydrique, stress énergie)
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|log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+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Annexes>>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<value|date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Herfindahl-Hirschmann>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Le premier indice, l'IHH, s'appuie sur un principe largement reconnu
+        en économie.
+
+        Plus l'IHH est faible (typiquement en dessous de 15), plus le secteur
+        considéré est diversifié en acteurs ou en pays producteurs ; plus il
+        est élevé (au-delà de 25), plus on se rapproche d'une situation de
+        quasi-monopole ou de forte dépendance.
+
+        <\equation*>
+          <text|IHH>=<frac|<big|sum><rsub|i=1><rsup|N>s<rsub|i><rsup|2>|100>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item><math|N><nbsp>: Nombre total d'acteurs ou d'entités
+            considérées.
+
+            <item><math|s<rsub|i>><nbsp>: Part relative de l'acteur <math|i>,
+            exprimée en proportion mondiale (entre 1 et 100).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        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o.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Stabilité Géopolitique>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Cet indicateur synthétise trois bases reconnues :
+
+        <\itemize-arrow>
+          <item><strong|WGI> (<hlink|World Bank, \PPolitical Stability &
+          Absence of Violence\Q|https://databank.worldbank.org/source/worldwide-governance-indicators>),
+
+          <item><strong|FSI> (<hlink|Fragile States
+          Index|https://fragilestatesindex.org/excel/>)
+
+          <item>et <strong|ND-GAIN> (<hlink|Climat & capacité
+          d'adaptation|https://gain.nd.edu/our-work/country-index/download-data/>)
+        </itemize-arrow>
+
+        afin de mesurer, pour chaque pays, la probabilité qu'un choc
+        politique, social ou climatique perturbe la chaîne
+        d'approvisionnement.
+
+        <\with|par-mode|center>
+          <math|<with|mode|text|ISG>=<around*|(|0,5\<times\><frac|2,5\<minus\><with|mode|text|WGI>|5>|)>+<around*|(|0,3\<times\><frac|<with|mode|text|FSI>|120>|)><with|mode|text|>+<with|mode|text|><around*|(|0,2\<times\><frac|100\<minus\><with|mode|text|NDGAIN>|100>|)>>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Vulnérabilité Concurrentielle>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Il vise à quantifier la pression qu'exercent d'autres secteurs, hors
+        numérique, sur la même ressource. On observe souvent l'absence de
+        cette dimension dans les grilles de criticité classiques.
+
+        <\equation*>
+          <text|IVC>=<around*|(|<frac|<text|Croissance><rsub|concurrents>|<text|Croissance><rsub|<text|numérique>>>|)>\<times\><around*|(|<frac|<text|Part><rsub|concurrents>|<text|Part><rsub|<text|numérique>>>|)>\<times\><text|Tension><rsub|<text|marché>>\<times\><text|Pondération><rsub|<text|réserves>>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item>Croissance<rsub|<math|<text|concurrents>>><nbsp>: Taux de
+            croissance de la demande <with|font-shape|italic|hors numérique>
+            pour la ressource.
+
+            <item>Croissance<rsub|<math|<text|numérique>>><nbsp>: Taux de
+            croissance des usages <with|font-shape|italic|numériques finaux>.
+
+            <item>Part<rsub|<math|<text|concurrents>>><nbsp>: Part de la
+            consommation totale par les secteurs concurrents (inclut le
+            numérique embarqué).
+
+            <item>Part<rsub|<math|<text|numérique>>><nbsp>: Part de la
+            consommation numérique finale.
+
+            <item>Tension<rsub|<math|<text|marché>>><nbsp>: Sur-demande
+            exprimée par <math|max <around|(|0,<text|%Demande>-<text|%Capacité>|)>>.
+
+            <item>Pondération<rsub|<math|<text|réserves>>><nbsp>: Coefficient
+            reflétant l'abondance des réserves mondiales (entre 1.0 et 1.8).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Criticité de Substituabilité>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Plus encore que la concurrence ou la concentration, la possibilité de
+        remplacer un minerai ou un composant dans un usage spécifique peut
+        transformer un \S métal apparemment critique \T en \S risque
+        maîtrisable \T, ou inversement.
+
+        <\equation*>
+          <text|ICS>=0,4\<times\><text|Faisabilité
+          technique>+0,3\<times\><text|Délai
+          d'implémentation>+0,3\<times\><text|Impact économique>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize-dot>
+            <item><with|font-series|medium|Faisabilité technique> : Capacité
+            à remplacer le matériau par un autre techniquement viable (note
+            entre 0 et 1).
+
+            <item><with|font-series|medium|Délai d'implémentation> : Temps
+            estimé pour déployer une solution de substitution à l'échelle
+            industrielle.
+
+            <item><with|font-series|medium|Impact économique> : Surcoût ou
+            perte économique liée à la substitution.
+          </itemize-dot>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|1/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Structurer et harmoniser les données sources>
+
+        <with|font-series|bold|Objectif> : disposer d'un socle documentaire
+        commun, clair et régulièrement actualisé, pour alimenter les indices
+        (IHH, IVC, ICS, ISG), ainsi que les dimensions logistiques ou
+        climatiques.
+
+        <subsection|Développer la logique modulaire et les sous-graphes>
+
+        <with|font-series|bold|Objectif> : rendre le modèle flexible et
+        évolutif, afin d'intégrer progressivement de nouveaux modules
+        (logistique, eau, énergie, outillage critique...).
+
+        <subsection|Intégrer la dimension historique et les scénarios>
+
+        <with|font-series|bold|Objectif> : passer d'une vision statique à une
+        vision dynamique, permettant de repérer les tendances et de tester
+        des hypothèses de crise.
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|<#89504E470D0A1A0A0000000D49484452000000C8000000540803000000F02288940000003C504C544547704C0F6F3A10703B10713C0F6F3B10723C20BD660F733E0F723C10723C106F3A106F3B0F6F3B106E3B11763F1EB9641BA85A18944E10703C1895505892D3530000001274524E530086BB5070A6FE13263CE1F45FCF9474D2EE64ACDB2C000007714944415478DAED5A8976EA3610B5B6681760FEFF5F7B6746B24D1A7849435BC3F19C3880ADED6AF6B1A6E9A0830E3AE8A01F908FEF022487F7006266FD1E40DC3CDB77C011E6797E0BE1D20032BBD7C76167A6D76149F01B3BB57E0F5980B47DDBA3D3F2355E36986ABC152CD2923DE3387D9C561CD7850B21CD0B90282870C53DE3F838F5D597EBF5BAAC3D6F344231908A4BEDD65F03C7E0C8E9BA023137AA2D92E5F28E95E4FCB10069D715889DBF0292F60B84710810775D81A84FC6567EDBB457D1F2828380F8F385715C7A34C2E4B76E1D8ABE57650F1F1F03883F0B3F18C8B0B52B1016B50C20BB8C1BE3C0F111C3C071B593AF0347BBF5EC4ECDD5EF1CC765E030708303C76DAC1B525465A7EEA3938F1F43AE22B9C1EEC33FADDAD4DDBA41A1B3B80FC611D80D0A0EF3897F39EE1F4717AC7310374894E2671CFBB4BBE715471BFC8022DB05C7E770BDEDD25CF9F36A77DDD00FE7871B9CBF304EC6EF1CC76276DDB4E2D07E7A093AAD3816206AE3075F269F1D40C82E753D3F6D92A736BD1810D6E70B21B9984D88FB42259FD38A833972896BAC9ECBF45A40CE5D9F2FEC06852AC585D36B01193800E4BCB88CFA3737B87B20A7C5BE5ECEABA9ADE9C50A89A715C7E4362EC3F9D7C27153833BE8A0830EFADF82F3A75B261F9E3022750B77FD93B74EABB8597EB0FA26FA367FAAA479DB5A7B5C1589F36CB6E5A0BC2031CAD96FC6001824C63CDF99C84B9CAA28174A7EC47BDB2A0772D6C7D19FBA93D2DE6EC6668CB61450A3D459BEE73E0B063177436A25EF2A34D7367978955DF9DCFFE104233B4FF797E355DB3C0C4A2D430B7D8B275E297F1F88A6E51717A6806F8606F4C69218F8E8452089237E4835EE0434C245CF97BD50D154C6DB3BD3669BB0F9A491D64EBDABA71D34D126AE46F49ED4A43F0FA508C2688B9741CA5D20E0830A7D50B0C64E36E303A16B9B73E5941B7D7596E402929081D7869BF71B8A15C0907CDADC658C65069D23D51A6B201D89D28985582AC17653FFE50E14F9E7592749F5B9FC5DC7234B3398FB1CE1EA5352C10B8F55E7761DC9AAA6E9B24C322A6E36DE14422D0381E0DBDE39F5D76B409C9751AD19BD171D71AB4CF586986449F631464A987FBC3B0DF6A18E4C36897C5BEC5D5354E5B42465115755F81549059C2648F48F3795D6E9DC789D890DCE89665B3A07C79D936FB4492985AEA7DC292DDAA8D7B726B8A5612DA1F6739F84B8D842E0C2922610EAB1B29358B74C8F79788C935BC382783D2C2F2296102E5CC98B467079442FD6A16FF5DA3977035BB9098B27B1B1F11D3F80B4D5285796364249174BAB08BBA5695CC33FF59823B11AB61E6A01325790A2FE86A4C68AF9AD0C04CB83EE2859D3580FC95E4ADA6C3A275A97F702C40B105622463F44CB749B1D8300F154CE63BD616965FD62D148A956ED3B47EED45BE9555ED1B456ACCB19FA0D1B6503CD48DA2EA22940482E48750888DAD8EB6563EBE84C2D5D4E5EC96758D700BB114647CEEC5D435ACC0D4990DB0AC4BB1270BB2812B800FB450BC1CCB53CF4665E8CBA2F43D7BAB2ABEE470848D828BBBAE188D9580EEADC5B5A9F16650790DC3B2D0E91DF9FF01BF7DE100C5A80F4958D47993912EE1F346009D7A12BED24161492435299AA1D218A2643888973A3E1C84E2F9146590B26D25951CBCC0E9B540D9F647E036F88C21C9B10A5B1BDC63E70433A1E9148FD003A462E29B5E1FEEB04B3475E8174E86B651FAE6B0473C6D00D0C331AF8F599974B6E8DF3259B7326BD33B51F5E8F3FFD4DA76DD0B8CC1EE4CB66686FFA18D1B0ABE66EFEA711E70AE4C5E96D8014DDA6830E3AE85186FDB59D0B76C408C6DDCF9F638C3FCFCBA38B9B8FE7582C4B29B2FE3A711EC74ADCFDCCB1FDA3D7874DE228F5BC6343959CB999BF3A9F800868AC2F94BB2B7508237F7E6AE65F0192901E57AFC119E726D7AC2EC1518DA0E80489724D555310D8447A14F81BC2DFE0AA84740E2C0D08443C6E60888688D863084D2B343A21812FBA38124D552B7E616CAB6343BED28200412B1D9E0004118FC93582290847A7719C524B8C59F9C855732303341A4286E943CF2405088450E23D631187678942B5C4A6558A37B45B7814E408976D728F1863244EFC3D90822413311C023400C11FF2C78490142909D2273A6C551066CFD6CDAEE40588825A38960B396DE62C2FABD9B9725EA0312A920C8528B0E85CF10B494AB511CD35860190542A0D4321ABF2E9F727D3EA1C2307A3001298235E210E452A310F8EC8B66B04F075368E1371E596133402A448EE58F8D45620B4B83088F464EC9E5F3662083230C08CC8D89168A53FD497BE0F844B1C3E675D9923136D53A6ACBC451B0610243D947C154BE913E5A2D518DB7504B95285E0D08DA8B0D1587AC61FF0D4B63231286475E001256C0092310C52D28A105EC762A66700E10C442A281301618E78965D0D65E88A40792492B9441F4A5422F447249392ACBA9EB266CA4858911CDB6E0061B530CC97AE239AF4C371C126FD1A48B4943E504D16DB5FCA843F4A6069B74323C362CB6845F90F65FD851A78EBA44AC98FD06BC20D402A4D456036916B75B61569415D4A6B98C697428CB6818B7406AD8372ED3F7E2FACBF793040CF3B7F61ED66F31E407C786EBB830E3AE8A083764F7F011C038F360F7FEF710000000049454E44AE426082>|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|2/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Approfondir la notion de polycrise>
+
+        <with|font-series|bold|Objectif> : enrichir le modèle pour qu'il
+        prenne en compte les aléas logistiques, climatiques et géopolitiques
+        de manière plus fine.
+
+        <subsection|Tester et valider le modèle sur des cas concrets>
+
+        <with|font-series|bold|Objectif> : confronter la théorie au terrain
+        et affiner la robustesse du modèle.
+
+        <subsection|Mettre en ÷uvre un workflow de mise à Jour et
+        d'évolution>
+
+        <with|font-series|bold|Objectif> : institutionnaliser l'actualisation
+        et le suivi du modèle, pour qu'il reste pertinent à moyen et long
+        terme.
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+  </shown>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Courte
+        présentation>>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Ambitions>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Ce projet poursuit deux objectifs majeurs :
+
+        <\enumerate>
+          <assign|labelenumi|<macro|<number|<enumi-nr>|arabic>.>><item>Le
+          premier est de <with|font-series|bold|sensibiliser> l'ensemble des
+          décideurs, du monde industriel, politique ou territorial, à la
+          nécessité de considérer la chaîne du numérique comme un ensemble de
+          maillons interdépendants, allant de l'extraction de minerai jusqu'à
+          l'assemblage final, en passant par la logistique et les
+          infrastructures critiques
+
+          <item>Le second objectif est d'<with|font-series|bold|outiller> la
+          prise de décision stratégique. En combinant les indices (IHH, IVC,
+          ICS et ISG), les acteurs et utilisateurs du numérique pourront
+          hiérarchiser leurs actions.
+        </enumerate>
+      </cell>>|<row|<\cell>
+        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+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|La
+            plateforme en cours de développement>>
+          </cell>>>>
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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
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+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|IA et le
+            projet>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Création des fiches et des indices : ChatGPT, ScholarGPT,
+          Perplexity
+
+          <item>Code Python : Python (ChatGPT), Claude (sous EDI Zed)
+
+          <item>Génération de rapport : PrivateGPT, Ollama, Qwen3
+
+          <item>Canard en plastique : ChatGPT
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        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o.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Mon
+            constat sur l'IA utilisée>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Sans elle, pas de projet :
+
+          <\itemize-dot>
+            <item>Trop de sources, trop de concepts à intégrer, pas de
+            plateforme
+          </itemize-dot>
+
+          <item>Mais
+
+          <\itemize-dot>
+            <item>Sans maîtrise du sujet demandé, le résultat est médiocre,
+            voire faux
+
+            <item>L'IA ne sait pas remettre en cause sa logique : elle
+            persiste dans la technique (code), mais pas dans l'algorithme
+
+            <item>Grosse difficulté à maintenir une longue
+            \S<nbsp>conversation<nbsp>\T : ralentissement prohibitif et
+            incapacité à conserver les consignes
+
+            <item>Elle invente régulièrement des sources, des valeurs
+          </itemize-dot>
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|<#89504E470D0A1A0A0000000D49484452000000C8000000540803000000F02288940000003C504C544547704C0F6F3A10703B10713C0F6F3B10723C20BD660F733E0F723C10723C106F3A106F3B0F6F3B106E3B11763F1EB9641BA85A18944E10703C1895505892D3530000001274524E530086BB5070A6FE13263CE1F45FCF9474D2EE64ACDB2C000007714944415478DAED5A8976EA3610B5B6681760FEFF5F7B6746B24D1A7849435BC3F19C3880ADED6AF6B1A6E9A0830E3AE8A01F908FEF022487F7006266FD1E40DC3CDB77C011E6797E0BE1D20032BBD7C76167A6D76149F01B3BB57E0F5980B47DDBA3D3F2355E36986ABC152CD2923DE3387D9C561CD7850B21CD0B90282870C53DE3F838F5D597EBF5BAAC3D6F344231908A4BEDD65F03C7E0C8E9BA023137AA2D92E5F28E95E4FCB10069D715889DBF0292F60B84710810775D81A84FC6567EDBB457D1F2828380F8F385715C7A34C2E4B76E1D8ABE57650F1F1F03883F0B3F18C8B0B52B1016B50C20BB8C1BE3C0F111C3C071B593AF0347BBF5EC4ECDD5EF1CC765E030708303C76DAC1B525465A7EEA3938F1F43AE22B9C1EEC33FADDAD4DDBA41A1B3B80FC611D80D0A0EF3897F39EE1F4717AC7310374894E2671CFBB4BBE715471BFC8022DB05C7E770BDEDD25CF9F36A77DDD00FE7871B9CBF304EC6EF1CC76276DDB4E2D07E7A093AAD3816206AE3075F269F1D40C82E753D3F6D92A736BD1810D6E70B21B9984D88FB42259FD38A833972896BAC9ECBF45A40CE5D9F2FEC06852AC585D36B01193800E4BCB88CFA3737B87B20A7C5BE5ECEABA9ADE9C50A89A715C7E4362EC3F9D7C27153833BE8A0830EFADF82F3A75B261F9E3022750B77FD93B74EABB8597EB0FA26FA367FAAA479DB5A7B5C1589F36CB6E5A0BC2031CAD96FC6001824C63CDF99C84B9CAA28174A7EC47BDB2A0772D6C7D19FBA93D2DE6EC6668CB61450A3D459BEE73E0B063177436A25EF2A34D7367978955DF9DCFFE104233B4FF797E355DB3C0C4A2D430B7D8B275E297F1F88A6E51717A6806F8606F4C69218F8E8452089237E4835EE0434C245CF97BD50D154C6DB3BD3669BB0F9A491D64EBDABA71D34D126AE46F49ED4A43F0FA508C2688B9741CA5D20E0830A7D50B0C64E36E303A16B9B73E5941B7D7596E402929081D7869BF71B8A15C0907CDADC658C65069D23D51A6B201D89D28985582AC17653FFE50E14F9E7592749F5B9FC5DC7234B3398FB1CE1EA5352C10B8F55E7761DC9AAA6E9B24C322A6E36DE14422D0381E0DBDE39F5D76B409C9751AD19BD171D71AB4CF586986449F631464A987FBC3B0DF6A18E4C36897C5BEC5D5354E5B42465115755F81549059C2648F48F3795D6E9DC789D890DCE89665B3A07C79D936FB4492985AEA7DC292DDAA8D7B726B8A5612DA1F6739F84B8D842E0C2922610EAB1B29358B74C8F79788C935BC382783D2C2F2296102E5CC98B467079442FD6A16FF5DA3977035BB9098B27B1B1F11D3F80B4D5285796364249174BAB08BBA5695CC33FF59823B11AB61E6A01325790A2FE86A4C68AF9AD0C04CB83EE2859D3580FC95E4ADA6C3A275A97F702C40B105622463F44CB749B1D8300F154CE63BD616965FD62D148A956ED3B47EED45BE9555ED1B456ACCB19FA0D1B6503CD48DA2EA22940482E48750888DAD8EB6563EBE84C2D5D4E5EC96758D700BB114647CEEC5D435ACC0D4990DB0AC4BB1270BB2812B800FB450BC1CCB53CF4665E8CBA2F43D7BAB2ABEE470848D828BBBAE188D9580EEADC5B5A9F16650790DC3B2D0E91DF9FF01BF7DE100C5A80F4958D47993912EE1F346009D7A12BED24161492435299AA1D218A2643888973A3E1C84E2F9146590B26D25951CBCC0E9B540D9F647E036F88C21C9B10A5B1BDC63E70433A1E9148FD003A462E29B5E1FEEB04B3475E8174E86B651FAE6B0473C6D00D0C331AF8F599974B6E8DF3259B7326BD33B51F5E8F3FFD4DA76DD0B8CC1EE4CB66686FFA18D1B0ABE66EFEA711E70AE4C5E96D8014DDA6830E3AE85186FDB59D0B76C408C6DDCF9F638C3FCFCBA38B9B8FE7582C4B29B2FE3A711EC74ADCFDCCB1FDA3D7874DE228F5BC6343959CB999BF3A9F800868AC2F94BB2B7508237F7E6AE65F0192901E57AFC119E726D7AC2EC1518DA0E80489724D555310D8447A14F81BC2DFE0AA84740E2C0D08443C6E60888688D863084D2B343A21812FBA38124D552B7E616CAB6343BED28200412B1D9E0004118FC93582290847A7719C524B8C59F9C855732303341A4286E943CF2405088450E23D631187678942B5C4A6558A37B45B7814E408976D728F1863244EFC3D90822413311C023400C11FF2C78490142909D2273A6C551066CFD6CDAEE40588825A38960B396DE62C2FABD9B9725EA0312A920C8528B0E85CF10B494AB511CD35860190542A0D4321ABF2E9F727D3EA1C2307A3001298235E210E452A310F8EC8B66B04F075368E1371E596133402A448EE58F8D45620B4B83088F464EC9E5F3662083230C08CC8D89168A53FD497BE0F844B1C3E675D9923136D53A6ACBC451B0610243D947C154BE913E5A2D518DB7504B95285E0D08DA8B0D1587AC61FF0D4B63231286475E001256C0092310C52D28A105EC762A66700E10C442A281301618E78965D0D65E88A40792492B9441F4A5422F447249392ACBA9EB266CA4858911CDB6E0061B530CC97AE239AF4C371C126FD1A48B4943E504D16DB5FCA843F4A6069B74323C362CB6845F90F65FD851A78EBA44AC98FD06BC20D402A4D456036916B75B61569415D4A6B98C697428CB6818B7406AD8372ED3F7E2FACBF793040CF3B7F61ED66F31E407C786EBB830E3AE8A083764F7F011C038F360F7FEF710000000049454E44AE426082>|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Aide
+            possible>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <\itemize-arrow>
+          <item>Réflexion sur la structuration des données
+
+          <item>Réflexion sur le processus global de mise à jour des données
+
+          <item>Réflexion sur l'organisation du code
+
+          <item>Interface de gestion du schéma et des données
+
+          <item>Relecture et contrôle des fiches
+
+          <item>Internationalisation
+
+          <item>Consolidation des indices existants, nouveaux indices (stress
+          hydrique, stress énergie)
+        </itemize-arrow>
+      </cell>>|<row|<\cell>
+        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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|2|2|1|1|cell-halign|c>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        \;
+      </cell>>|<row|<\cell>
+        <part*|<with|font|TeX Gyre Termes|font-base-size|14|Annexes>>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|log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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Herfindahl-Hirschmann>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Le premier indice, l'IHH, s'appuie sur un principe largement reconnu
+        en économie.
+
+        Plus l'IHH est faible (typiquement en dessous de 15), plus le secteur
+        considéré est diversifié en acteurs ou en pays producteurs ; plus il
+        est élevé (au-delà de 25), plus on se rapproche d'une situation de
+        quasi-monopole ou de forte dépendance.
+
+        <\equation*>
+          <text|IHH>=<frac|<big|sum><rsub|i=1><rsup|N>s<rsub|i><rsup|2>|100>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item><math|N><nbsp>: Nombre total d'acteurs ou d'entités
+            considérées.
+
+            <item><math|s<rsub|i>><nbsp>: Part relative de l'acteur <math|i>,
+            exprimée en proportion mondiale (entre 1 et 100).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        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o.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Stabilité Géopolitique>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Cet indicateur synthétise trois bases reconnues :
+
+        <\itemize-arrow>
+          <item><strong|WGI> (<hlink|World Bank, \PPolitical Stability &
+          Absence of Violence\Q|https://databank.worldbank.org/source/worldwide-governance-indicators>),
+
+          <item><strong|FSI> (<hlink|Fragile States
+          Index|https://fragilestatesindex.org/excel/>)
+
+          <item>et <strong|ND-GAIN> (<hlink|Climat & capacité
+          d'adaptation|https://gain.nd.edu/our-work/country-index/download-data/>)
+        </itemize-arrow>
+
+        afin de mesurer, pour chaque pays, la probabilité qu'un choc
+        politique, social ou climatique perturbe la chaîne
+        d'approvisionnement.
+
+        <\with|par-mode|center>
+          <math|<with|mode|text|ISG>=<around*|(|0,5\<times\><frac|2,5\<minus\><with|mode|text|WGI>|5>|)>+<around*|(|0,3\<times\><frac|<with|mode|text|FSI>|120>|)><with|mode|text|>+<with|mode|text|><around*|(|0,2\<times\><frac|100\<minus\><with|mode|text|NDGAIN>|100>|)>>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Vulnérabilité Concurrentielle>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Il vise à quantifier la pression qu'exercent d'autres secteurs, hors
+        numérique, sur la même ressource. On observe souvent l'absence de
+        cette dimension dans les grilles de criticité classiques.
+
+        <\equation*>
+          <text|IVC>=<around*|(|<frac|<text|Croissance><rsub|concurrents>|<text|Croissance><rsub|<text|numérique>>>|)>\<times\><around*|(|<frac|<text|Part><rsub|concurrents>|<text|Part><rsub|<text|numérique>>>|)>\<times\><text|Tension><rsub|<text|marché>>\<times\><text|Pondération><rsub|<text|réserves>>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize>
+            <item>Croissance<rsub|<math|<text|concurrents>>><nbsp>: Taux de
+            croissance de la demande <with|font-shape|italic|hors numérique>
+            pour la ressource.
+
+            <item>Croissance<rsub|<math|<text|numérique>>><nbsp>: Taux de
+            croissance des usages <with|font-shape|italic|numériques finaux>.
+
+            <item>Part<rsub|<math|<text|concurrents>>><nbsp>: Part de la
+            consommation totale par les secteurs concurrents (inclut le
+            numérique embarqué).
+
+            <item>Part<rsub|<math|<text|numérique>>><nbsp>: Part de la
+            consommation numérique finale.
+
+            <item>Tension<rsub|<math|<text|marché>>><nbsp>: Sur-demande
+            exprimée par <math|max <around|(|0,<text|%Demande>-<text|%Capacité>|)>>.
+
+            <item>Pondération<rsub|<math|<text|réserves>>><nbsp>: Coefficient
+            reflétant l'abondance des réserves mondiales (entre 1.0 et 1.8).
+          </itemize>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|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|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Indice
+            de Criticité de Substituabilité>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        Plus encore que la concurrence ou la concentration, la possibilité de
+        remplacer un minerai ou un composant dans un usage spécifique peut
+        transformer un \S métal apparemment critique \T en \S risque
+        maîtrisable \T, ou inversement.
+
+        <\equation*>
+          <text|ICS>=0,4\<times\><text|Faisabilité
+          technique>+0,3\<times\><text|Délai
+          d'implémentation>+0,3\<times\><text|Impact économique>
+        </equation*>
+
+        <\with|font|TeX Gyre Termes|font-base-size|8>
+          <strong|où :>
+
+          <\itemize-dot>
+            <item><with|font-series|medium|Faisabilité technique> : Capacité
+            à remplacer le matériau par un autre techniquement viable (note
+            entre 0 et 1).
+
+            <item><with|font-series|medium|Délai d'implémentation> : Temps
+            estimé pour déployer une solution de substitution à l'échelle
+            industrielle.
+
+            <item><with|font-series|medium|Impact économique> : Surcoût ou
+            perte économique liée à la substitution.
+          </itemize-dot>
+        </with>
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|<#89504E470D0A1A0A0000000D49484452000000C8000000540803000000F02288940000003C504C544547704C0F6F3A10703B10713C0F6F3B10723C20BD660F733E0F723C10723C106F3A106F3B0F6F3B106E3B11763F1EB9641BA85A18944E10703C1895505892D3530000001274524E530086BB5070A6FE13263CE1F45FCF9474D2EE64ACDB2C000007714944415478DAED5A8976EA3610B5B6681760FEFF5F7B6746B24D1A7849435BC3F19C3880ADED6AF6B1A6E9A0830E3AE8A01F908FEF022487F7006266FD1E40DC3CDB77C011E6797E0BE1D20032BBD7C76167A6D76149F01B3BB57E0F5980B47DDBA3D3F2355E36986ABC152CD2923DE3387D9C561CD7850B21CD0B90282870C53DE3F838F5D597EBF5BAAC3D6F344231908A4BEDD65F03C7E0C8E9BA023137AA2D92E5F28E95E4FCB10069D715889DBF0292F60B84710810775D81A84FC6567EDBB457D1F2828380F8F385715C7A34C2E4B76E1D8ABE57650F1F1F03883F0B3F18C8B0B52B1016B50C20BB8C1BE3C0F111C3C071B593AF0347BBF5EC4ECDD5EF1CC765E030708303C76DAC1B525465A7EEA3938F1F43AE22B9C1EEC33FADDAD4DDBA41A1B3B80FC611D80D0A0EF3897F39EE1F4717AC7310374894E2671CFBB4BBE715471BFC8022DB05C7E770BDEDD25CF9F36A77DDD00FE7871B9CBF304EC6EF1CC76276DDB4E2D07E7A093AAD3816206AE3075F269F1D40C82E753D3F6D92A736BD1810D6E70B21B9984D88FB42259FD38A833972896BAC9ECBF45A40CE5D9F2FEC06852AC585D36B01193800E4BCB88CFA3737B87B20A7C5BE5ECEABA9ADE9C50A89A715C7E4362EC3F9D7C27153833BE8A0830EFADF82F3A75B261F9E3022750B77FD93B74EABB8597EB0FA26FA367FAAA479DB5A7B5C1589F36CB6E5A0BC2031CAD96FC6001824C63CDF99C84B9CAA28174A7EC47BDB2A0772D6C7D19FBA93D2DE6EC6668CB61450A3D459BEE73E0B063177436A25EF2A34D7367978955DF9DCFFE104233B4FF797E355DB3C0C4A2D430B7D8B275E297F1F88A6E51717A6806F8606F4C69218F8E8452089237E4835EE0434C245CF97BD50D154C6DB3BD3669BB0F9A491D64EBDABA71D34D126AE46F49ED4A43F0FA508C2688B9741CA5D20E0830A7D50B0C64E36E303A16B9B73E5941B7D7596E402929081D7869BF71B8A15C0907CDADC658C65069D23D51A6B201D89D28985582AC17653FFE50E14F9E7592749F5B9FC5DC7234B3398FB1CE1EA5352C10B8F55E7761DC9AAA6E9B24C322A6E36DE14422D0381E0DBDE39F5D76B409C9751AD19BD171D71AB4CF586986449F631464A987FBC3B0DF6A18E4C36897C5BEC5D5354E5B42465115755F81549059C2648F48F3795D6E9DC789D890DCE89665B3A07C79D936FB4492985AEA7DC292DDAA8D7B726B8A5612DA1F6739F84B8D842E0C2922610EAB1B29358B74C8F79788C935BC382783D2C2F2296102E5CC98B467079442FD6A16FF5DA3977035BB9098B27B1B1F11D3F80B4D5285796364249174BAB08BBA5695CC33FF59823B11AB61E6A01325790A2FE86A4C68AF9AD0C04CB83EE2859D3580FC95E4ADA6C3A275A97F702C40B105622463F44CB749B1D8300F154CE63BD616965FD62D148A956ED3B47EED45BE9555ED1B456ACCB19FA0D1B6503CD48DA2EA22940482E48750888DAD8EB6563EBE84C2D5D4E5EC96758D700BB114647CEEC5D435ACC0D4990DB0AC4BB1270BB2812B800FB450BC1CCB53CF4665E8CBA2F43D7BAB2ABEE470848D828BBBAE188D9580EEADC5B5A9F16650790DC3B2D0E91DF9FF01BF7DE100C5A80F4958D47993912EE1F346009D7A12BED24161492435299AA1D218A2643888973A3E1C84E2F9146590B26D25951CBCC0E9B540D9F647E036F88C21C9B10A5B1BDC63E70433A1E9148FD003A462E29B5E1FEEB04B3475E8174E86B651FAE6B0473C6D00D0C331AF8F599974B6E8DF3259B7326BD33B51F5E8F3FFD4DA76DD0B8CC1EE4CB66686FFA18D1B0ABE66EFEA711E70AE4C5E96D8014DDA6830E3AE85186FDB59D0B76C408C6DDCF9F638C3FCFCBA38B9B8FE7582C4B29B2FE3A711EC74ADCFDCCB1FDA3D7874DE228F5BC6343959CB999BF3A9F800868AC2F94BB2B7508237F7E6AE65F0192901E57AFC119E726D7AC2EC1518DA0E80489724D555310D8447A14F81BC2DFE0AA84740E2C0D08443C6E60888688D863084D2B343A21812FBA38124D552B7E616CAB6343BED28200412B1D9E0004118FC93582290847A7719C524B8C59F9C855732303341A4286E943CF2405088450E23D631187678942B5C4A6558A37B45B7814E408976D728F1863244EFC3D90822413311C023400C11FF2C78490142909D2273A6C551066CFD6CDAEE40588825A38960B396DE62C2FABD9B9725EA0312A920C8528B0E85CF10B494AB511CD35860190542A0D4321ABF2E9F727D3EA1C2307A3001298235E210E452A310F8EC8B66B04F075368E1371E596133402A448EE58F8D45620B4B83088F464EC9E5F3662083230C08CC8D89168A53FD497BE0F844B1C3E675D9923136D53A6ACBC451B0610243D947C154BE913E5A2D518DB7504B95285E0D08DA8B0D1587AC61FF0D4B63231286475E001256C0092310C52D28A105EC762A66700E10C442A281301618E78965D0D65E88A40792492B9441F4A5422F447249392ACBA9EB266CA4858911CDB6E0061B530CC97AE239AF4C371C126FD1A48B4943E504D16DB5FCA843F4A6069B74323C362CB6845F90F65FD851A78EBA44AC98FD06BC20D402A4D456036916B75B61569415D4A6B98C697428CB6818B7406AD8372ED3F7E2FACBF793040CF3B7F61ED66F31E407C786EBB830E3AE8A083764F7F011C038F360F7FEF710000000049454E44AE426082>|log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+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|1/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Structurer et harmoniser les données sources>
+
+        <with|font-series|bold|Objectif> : disposer d'un socle documentaire
+        commun, clair et régulièrement actualisé, pour alimenter les indices
+        (IHH, IVC, ICS, ISG), ainsi que les dimensions logistiques ou
+        climatiques.
+
+        <subsection|Développer la logique modulaire et les sous-graphes>
+
+        <with|font-series|bold|Objectif> : rendre le modèle flexible et
+        évolutif, afin d'intégrer progressivement de nouveaux modules
+        (logistique, eau, énergie, outillage critique...).
+
+        <subsection|Intégrer la dimension historique et les scénarios>
+
+        <with|font-series|bold|Objectif> : passer d'une vision statique à une
+        vision dynamique, permettant de repérer les tendances et de tester
+        des hypothèses de crise.
+      </cell>>|<row|<\cell>
+        <really-tiny|<tabular*|<tformat|<cwith|1|1|1|-1|cell-tborder|1ln>|<cwith|1|1|1|-1|cell-bborder|0ln>|<cwith|1|1|2|2|cell-tborder|0.5ln>|<cwith|1|1|2|2|cell-bborder|0ln>|<cwith|1|1|1|1|cell-tborder|0.5ln>|<cwith|1|1|1|1|cell-bborder|0ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|2|2|cell-lborder|0ln>|<cwith|1|1|3|3|cell-tborder|0.5ln>|<cwith|1|1|3|3|cell-bborder|0ln>|<cwith|1|1|3|3|cell-lborder|0ln>|<cwith|1|1|2|2|cell-rborder|0ln>|<cwith|1|1|3|3|cell-rborder|0ln>|<cwith|1|1|1|1|cell-halign|l>|<cwith|1|1|3|3|cell-halign|r>|<cwith|1|1|1|-1|cell-hmode|exact>|<cwith|1|1|1|-1|cell-width|0.3333par>|<cwith|1|1|1|-1|cell-hpart|>|<cwith|1|1|1|-1|cell-vmode|exact>|<cwith|1|1|1|-1|cell-height|20sep>|<cwith|1|1|1|-1|cell-vpart|>|<cwith|1|1|1|-1|cell-background|#f0f0f0>|<cwith|1|1|1|-1|cell-valign|c>|<table|<row|<cell|<image|<tuple|<#89504E470D0A1A0A0000000D49484452000000C8000000540803000000F02288940000003C504C544547704C0F6F3A10703B10713C0F6F3B10723C20BD660F733E0F723C10723C106F3A106F3B0F6F3B106E3B11763F1EB9641BA85A18944E10703C1895505892D3530000001274524E530086BB5070A6FE13263CE1F45FCF9474D2EE64ACDB2C000007714944415478DAED5A8976EA3610B5B6681760FEFF5F7B6746B24D1A7849435BC3F19C3880ADED6AF6B1A6E9A0830E3AE8A01F908FEF022487F7006266FD1E40DC3CDB77C011E6797E0BE1D20032BBD7C76167A6D76149F01B3BB57E0F5980B47DDBA3D3F2355E36986ABC152CD2923DE3387D9C561CD7850B21CD0B90282870C53DE3F838F5D597EBF5BAAC3D6F344231908A4BEDD65F03C7E0C8E9BA023137AA2D92E5F28E95E4FCB10069D715889DBF0292F60B84710810775D81A84FC6567EDBB457D1F2828380F8F385715C7A34C2E4B76E1D8ABE57650F1F1F03883F0B3F18C8B0B52B1016B50C20BB8C1BE3C0F111C3C071B593AF0347BBF5EC4ECDD5EF1CC765E030708303C76DAC1B525465A7EEA3938F1F43AE22B9C1EEC33FADDAD4DDBA41A1B3B80FC611D80D0A0EF3897F39EE1F4717AC7310374894E2671CFBB4BBE715471BFC8022DB05C7E770BDEDD25CF9F36A77DDD00FE7871B9CBF304EC6EF1CC76276DDB4E2D07E7A093AAD3816206AE3075F269F1D40C82E753D3F6D92A736BD1810D6E70B21B9984D88FB42259FD38A833972896BAC9ECBF45A40CE5D9F2FEC06852AC585D36B01193800E4BCB88CFA3737B87B20A7C5BE5ECEABA9ADE9C50A89A715C7E4362EC3F9D7C27153833BE8A0830EFADF82F3A75B261F9E3022750B77FD93B74EABB8597EB0FA26FA367FAAA479DB5A7B5C1589F36CB6E5A0BC2031CAD96FC6001824C63CDF99C84B9CAA28174A7EC47BDB2A0772D6C7D19FBA93D2DE6EC6668CB61450A3D459BEE73E0B063177436A25EF2A34D7367978955DF9DCFFE104233B4FF797E355DB3C0C4A2D430B7D8B275E297F1F88A6E51717A6806F8606F4C69218F8E8452089237E4835EE0434C245CF97BD50D154C6DB3BD3669BB0F9A491D64EBDABA71D34D126AE46F49ED4A43F0FA508C2688B9741CA5D20E0830A7D50B0C64E36E303A16B9B73E5941B7D7596E402929081D7869BF71B8A15C0907CDADC658C65069D23D51A6B201D89D28985582AC17653FFE50E14F9E7592749F5B9FC5DC7234B3398FB1CE1EA5352C10B8F55E7761DC9AAA6E9B24C322A6E36DE14422D0381E0DBDE39F5D76B409C9751AD19BD171D71AB4CF586986449F631464A987FBC3B0DF6A18E4C36897C5BEC5D5354E5B42465115755F81549059C2648F48F3795D6E9DC789D890DCE89665B3A07C79D936FB4492985AEA7DC292DDAA8D7B726B8A5612DA1F6739F84B8D842E0C2922610EAB1B29358B74C8F79788C935BC382783D2C2F2296102E5CC98B467079442FD6A16FF5DA3977035BB9098B27B1B1F11D3F80B4D5285796364249174BAB08BBA5695CC33FF59823B11AB61E6A01325790A2FE86A4C68AF9AD0C04CB83EE2859D3580FC95E4ADA6C3A275A97F702C40B105622463F44CB749B1D8300F154CE63BD616965FD62D148A956ED3B47EED45BE9555ED1B456ACCB19FA0D1B6503CD48DA2EA22940482E48750888DAD8EB6563EBE84C2D5D4E5EC96758D700BB114647CEEC5D435ACC0D4990DB0AC4BB1270BB2812B800FB450BC1CCB53CF4665E8CBA2F43D7BAB2ABEE470848D828BBBAE188D9580EEADC5B5A9F16650790DC3B2D0E91DF9FF01BF7DE100C5A80F4958D47993912EE1F346009D7A12BED24161492435299AA1D218A2643888973A3E1C84E2F9146590B26D25951CBCC0E9B540D9F647E036F88C21C9B10A5B1BDC63E70433A1E9148FD003A462E29B5E1FEEB04B3475E8174E86B651FAE6B0473C6D00D0C331AF8F599974B6E8DF3259B7326BD33B51F5E8F3FFD4DA76DD0B8CC1EE4CB66686FFA18D1B0ABE66EFEA711E70AE4C5E96D8014DDA6830E3AE85186FDB59D0B76C408C6DDCF9F638C3FCFCBA38B9B8FE7582C4B29B2FE3A711EC74ADCFDCCB1FDA3D7874DE228F5BC6343959CB999BF3A9F800868AC2F94BB2B7508237F7E6AE65F0192901E57AFC119E726D7AC2EC1518DA0E80489724D555310D8447A14F81BC2DFE0AA84740E2C0D08443C6E60888688D863084D2B343A21812FBA38124D552B7E616CAB6343BED28200412B1D9E0004118FC93582290847A7719C524B8C59F9C855732303341A4286E943CF2405088450E23D631187678942B5C4A6558A37B45B7814E408976D728F1863244EFC3D90822413311C023400C11FF2C78490142909D2273A6C551066CFD6CDAEE40588825A38960B396DE62C2FABD9B9725EA0312A920C8528B0E85CF10B494AB511CD35860190542A0D4321ABF2E9F727D3EA1C2307A3001298235E210E452A310F8EC8B66B04F075368E1371E596133402A448EE58F8D45620B4B83088F464EC9E5F3662083230C08CC8D89168A53FD497BE0F844B1C3E675D9923136D53A6ACBC451B0610243D947C154BE913E5A2D518DB7504B95285E0D08DA8B0D1587AC61FF0D4B63231286475E001256C0092310C52D28A105EC762A66700E10C442A281301618E78965D0D65E88A40792492B9441F4A5422F447249392ACBA9EB266CA4858911CDB6E0061B530CC97AE239AF4C371C126FD1A48B4943E504D16DB5FCA843F4A6069B74323C362CB6845F90F65FD851A78EBA44AC98FD06BC20D402A4D456036916B75B61569415D4A6B98C697428CB6818B7406AD8372ED3F7E2FACBF793040CF3B7F61ED66F31E407C786EBB830E3AE8A083764F7F011C038F360F7FEF710000000049454E44AE426082>|logo.png>|20pt|||>>|<cell|>|<cell|<date-presentation>>>>>>>
+      </cell>>>>
+    </wide-tabular>
+  </hidden>|<\hidden>
+    <\wide-tabular>
+      <tformat|<cwith|2|2|1|1|cell-vmode|exact>|<cwith|2|2|1|1|cell-height|180sep>|<cwith|2|2|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-height|25sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-lsep|10fn>|<cwith|1|1|1|1|cell-rsep|10fn>|<cwith|1|1|1|1|cell-tsep|3sep>|<cwith|1|1|1|1|cell-bsep|3sep>|<cwith|3|3|1|1|cell-tborder|0ln>|<cwith|2|2|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-bborder|0ln>|<cwith|3|3|1|1|cell-lborder|0ln>|<cwith|3|3|1|1|cell-rborder|0ln>|<cwith|3|3|1|1|cell-halign|c>|<cwith|3|3|1|1|cell-valign|c>|<cwith|1|1|1|1|cell-valign|B>|<cwith|2|2|1|1|cell-halign|l>|<cwith|2|2|1|1|cell-valign|c>|<table|<row|<\cell>
+        <\wide-tabular>
+          <tformat|<cwith|1|1|1|1|cell-vmode|exact>|<cwith|1|1|1|1|cell-halign|c>|<cwith|1|1|1|1|cell-tborder|0ln>|<cwith|1|1|1|1|cell-bborder|0.5ln>|<cwith|1|1|1|1|cell-lborder|0ln>|<cwith|1|1|1|1|cell-rborder|0ln>|<cwith|1|1|1|1|cell-width|1par>|<cwith|1|1|1|1|cell-hpart|0.001>|<cwith|1|1|1|1|cell-hmode|exact>|<cwith|1|1|1|1|cell-background|pastel
+          green>|<cwith|1|1|1|1|cell-height|20sep>|<cwith|1|1|1|1|cell-vpart|>|<cwith|1|1|1|1|cell-valign|c>|<table|<row|<\cell>
+            <with|color|#105a5a|<with|font|TeX Gyre
+            Termes|font-family|rm|font-series|bold|font-base-size|14|Plan
+            d'action pour un modèle complet et robuste
+            <with|font-base-size|6|2/2>>>
+          </cell>>>>
+        </wide-tabular>
+      </cell>>|<row|<\cell>
+        <subsection|Approfondir la notion de polycrise>
+
+        <with|font-series|bold|Objectif> : enrichir le modèle pour qu'il
+        prenne en compte les aléas logistiques, climatiques et géopolitiques
+        de manière plus fine.
+
+        <subsection|Tester et valider le modèle sur des cas concrets>
+
+        <with|font-series|bold|Objectif> : confronter la théorie au terrain
+        et affiner la robustesse du modèle.
+
+        <subsection|Mettre en ÷uvre un workflow de mise à Jour et
+        d'évolution>
+
+        <with|font-series|bold|Objectif> : institutionnaliser l'actualisation
+        et le suivi du modèle, pour qu'il reste pertinent à moyen et long
+        terme.
+      </cell>>|<row|<\cell>
+        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+    <\associate|toc>
+      <vspace*|2fn><with|font-series|<quote|bold>|math-font-series|<quote|bold>|font-size|<quote|1.19>|<with|font|<quote|TeX
+      Gyre Termes>|font-base-size|<quote|14>|Courte présentation>>
+      <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-1><vspace|1fn>
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+      <vspace*|2fn><with|font-series|<quote|bold>|math-font-series|<quote|bold>|font-size|<quote|1.19>|<with|font|<quote|TeX
+      Gyre Termes>|font-base-size|<quote|14>|Annexes>>
+      <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-2><vspace|1fn>
+
+      <with|par-left|<quote|1tab>|1<space|2spc>Structurer et harmoniser les
+      données sources <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-3>>
+
+      <with|par-left|<quote|1tab>|2<space|2spc>Développer la logique
+      modulaire et les sous-graphes <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-4>>
+
+      <with|par-left|<quote|1tab>|3<space|2spc>Intégrer la dimension
+      historique et les scénarios <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-5>>
+
+      <with|par-left|<quote|1tab>|4<space|2spc>Approfondir la notion de
+      polycrise <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-6>>
+
+      <with|par-left|<quote|1tab>|5<space|2spc>Tester et valider le modèle
+      sur des cas concrets <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-7>>
+
+      <with|par-left|<quote|1tab>|6<space|2spc>Mettre en ÷uvre un workflow de
+      mise à Jour et d'évolution <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-8>>
+
+      <vspace*|2fn><with|font-series|<quote|bold>|math-font-series|<quote|bold>|font-size|<quote|1.19>|<with|font|<quote|TeX
+      Gyre Termes>|font-base-size|<quote|14>|Courte présentation>>
+      <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-9><vspace|1fn>
+
+      <vspace*|2fn><with|font-series|<quote|bold>|math-font-series|<quote|bold>|font-size|<quote|1.19>|<with|font|<quote|TeX
+      Gyre Termes>|font-base-size|<quote|14>|Annexes>>
+      <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-10><vspace|1fn>
+
+      <with|par-left|<quote|1tab>|7<space|2spc>Structurer et harmoniser les
+      données sources <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-11>>
+
+      <with|par-left|<quote|1tab>|8<space|2spc>Développer la logique
+      modulaire et les sous-graphes <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-12>>
+
+      <with|par-left|<quote|1tab>|9<space|2spc>Intégrer la dimension
+      historique et les scénarios <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-13>>
+
+      <with|par-left|<quote|1tab>|10<space|2spc>Approfondir la notion de
+      polycrise <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-14>>
+
+      <with|par-left|<quote|1tab>|11<space|2spc>Tester et valider le modèle
+      sur des cas concrets <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-15>>
+
+      <with|par-left|<quote|1tab>|12<space|2spc>Mettre en ÷uvre un workflow
+      de mise à Jour et d'évolution <datoms|<macro|x|<repeat|<arg|x>|<with|font-series|medium|<with|font-size|1|<space|0.2fn>.<space|0.2fn>>>>>|<htab|5mm>>
+      <no-break><pageref|auto-16>>
+    </associate>
+  </collection>
+</auxiliary>
\ No newline at end of file
diff --git a/Sources/Schéma fonctionnel.drawio b/Sources/Schéma fonctionnel.drawio
new file mode 100644
index 0000000..eba85fb
--- /dev/null
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