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	<title>ACTUALITÉS Archives - Logistique e-commerce</title>
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	<description>Confiez-nous votre logistique et libérez votre potentiel de croissance</description>
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		<title>DHL investit 160 M€ en France : ce que ça change pour la logistique e-commerce des marques</title>
		<link>https://www.futurlog.com/blog/dhl-investit-160-me-en-france-ce-que-ca-change-pour-la-logistique-e-commerce-des-marques/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Fri, 19 Jun 2026 14:04:22 +0000</pubDate>
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					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce DHL mise 160 millions d&#8217;euros sur la France Annoncé le 1ᵉʳ juin 2026 en marge du sommet Choose France, DHL Group prévoit d&#8217;investir 160 millions d&#8217;euros en France entre 2026 et 2027 pour renforcer ses infrastructures logistiques et accélérer sa transition énergétique. Un signal fort pour tout l&#8217;écosystème e-commerce [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/dhl-investit-160-me-en-france-ce-que-ca-change-pour-la-logistique-e-commerce-des-marques/">DHL investit 160 M€ en France : ce que ça change pour la logistique e-commerce des marques</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
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" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">DHL mise 160 millions d'euros sur la France</h2>
      <p>Annoncé le <strong>1ᵉʳ juin 2026</strong> en marge du sommet Choose France, <strong>DHL Group</strong> prévoit d'investir <strong>160 millions d'euros</strong> en France entre 2026 et 2027 pour renforcer ses infrastructures logistiques et accélérer sa transition énergétique.</p>
      <p>Un signal fort pour tout l'<strong>écosystème e-commerce français</strong>&nbsp;: quand un géant mondial du transport mise sur le territoire, c'est toute la chaîne d'approvisionnement qui en bénéficie.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">900</span><span class="m">Millions d'€</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>c'est le total que représentera l'engagement de DHL en France <strong>sur dix ans</strong>, confirmant le rôle stratégique du territoire comme <strong>hub logistique au cœur de l'Europe</strong>.</p>
        </div>
      </div>
      <div class="src">★ Source · DHL Group / E-commerce Nation</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Ce que ça change pour les e-commerçants ?</h2>
      <p>Pour les e-commerçants, l'annonce est à suivre de près&nbsp;: elle concerne directement les capacités de <strong>transport, d'entreposage, de préparation de commandes</strong> et de logistique bas carbone sur le territoire.</p>
      <p>Des infrastructures plus modernes, c'est une chaîne plus fiable et une promesse client plus solide. De quoi renforcer la <strong>logistique e-commerce</strong> de toutes les marques, directement ou via leur <strong>prestataire logistique</strong>.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Combien DHL investit-il en France ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>160 millions d'euros entre 2026 et 2027, pour un engagement total qui représentera 900 millions d'euros sur dix ans (source&nbsp;: DHL Group / E-commerce Nation).</p></div>
        </details>
        <details class="qa">
          <summary><span>À quoi servira cet investissement ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>À renforcer les infrastructures logistiques (transport, entreposage, préparation de commandes) et à accélérer la transition énergétique vers une logistique bas carbone.</p></div>
        </details>
        <details class="qa">
          <summary><span>Pourquoi la France est-elle choisie ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Pour son rôle stratégique de hub logistique au cœur de l'Europe, confirmé par cet engagement annoncé en marge du sommet Choose France.</p></div>
        </details>
        <details class="qa">
          <summary><span>Quel impact pour les e-commerçants ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Des infrastructures plus modernes signifient une chaîne plus fiable et une promesse client plus solide, qui profitent à la logistique e-commerce de toutes les marques et à leur prestataire logistique.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
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  </section>

</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/dhl-investit-160-me-en-france-ce-que-ca-change-pour-la-logistique-e-commerce-des-marques/">DHL investit 160 M€ en France : ce que ça change pour la logistique e-commerce des marques</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Bouton de rétractation 2026 : impact sur la logistique e-commerce</title>
		<link>https://www.futurlog.com/blog/bouton-de-retractation-2026-impact-sur-la-logistique-e-commerce/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 09:02:32 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22737</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce Un nouveau bouton qui va changer l&#8217;e-commerce ? À compter du 19 juin 2026, l&#8217;ordonnance n°2026-2 impose à tous les e-commerçants de mettre en place une fonctionnalité de rétractation en ligne&#160;: gratuite, facilement accessible et pleinement opérationnelle. Concrètement&#160;: un client doit pouvoir annuler son achat aussi facilement qu&#8217;il l&#8217;a [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/bouton-de-retractation-2026-impact-sur-la-logistique-e-commerce/">Bouton de rétractation 2026 : impact sur la logistique e-commerce</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <h1 class="gt">Actu de<br>la semaine</h1>
      <div class="pill">Spécial logistique e-commerce</div>
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" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">Un nouveau bouton qui va changer l'e-commerce ?</h2>
      <p>À compter du <strong>19 juin 2026</strong>, l'ordonnance n°2026-2 impose à tous les e-commerçants de mettre en place une fonctionnalité de rétractation en ligne&nbsp;: gratuite, facilement accessible et pleinement opérationnelle.</p>
      <p>Concrètement&nbsp;: un client doit pouvoir <strong>annuler son achat aussi facilement qu'il l'a passé</strong>. Fini les formulaires papier, les e-mails au service client ou les parcours volontairement compliqués, la rétractation devient un geste intégré au parcours d'achat, et un nouveau réflexe à anticiper dans votre <strong>logistique e-commerce</strong>.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">19</span><span class="m">Juin 2026</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>Le non-respect de cette obligation expose les marchands à des <strong>sanctions</strong>, à une <strong>prolongation automatique du délai de rétractation</strong>, et à un <strong>risque accru de litiges consommateurs</strong>.</p>
        </div>
      </div>
      <div class="src">★ Source · CCI Hauts-de-France</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Bouton de rétractation : plus simple qu'il n'y paraît ?</h2>
      <p>Même si cela ressemble à «&nbsp;un simple bouton&nbsp;», la responsabilité repose <strong>entièrement sur le vendeur</strong>, même lorsque le problème vient d'une limitation technique du CMS ou d'une fonctionnalité absente côté marketplace.</p>
      <p>Mise à jour des CGV, adaptation de l'expérience utilisateur, coordination avec votre <strong>prestataire logistique</strong>&nbsp;: <strong>la conformité se prépare maintenant.</strong> S'appuyer sur des <strong>solutions logistique</strong> adaptées permet d'absorber ces nouvelles obligations sans alourdir vos opérations.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">5 étapes pour être prêt</h2>
      <div class="steps">
        <div class="step"><div class="si">1</div><div><h3>Auditez votre parcours actuel</h3><p>Combien de clics, combien d'étapes pour qu'un client annule aujourd'hui&nbsp;?</p></div></div>
        <div class="step"><div class="si">2</div><div><h3>Mettez à jour vos CGV</h3><p>Et l'information précontractuelle remise au consommateur.</p></div></div>
        <div class="step"><div class="si">3</div><div><h3>Intégrez le bouton</h3><p>Clair, gratuit et accessible directement depuis l'espace client.</p></div></div>
        <div class="step"><div class="si">4</div><div><h3>Coordonnez votre prestataire</h3><p>Levez les limitations techniques du CMS ou de la marketplace.</p></div></div>
        <div class="step"><div class="si">5</div><div><h3>Testez &amp; formez</h3><p>Validez le parcours de bout en bout et briefez votre service client.</p></div></div>
      </div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Qui est concerné par cette obligation ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Tous les e-commerçants qui vendent à des consommateurs en France, quelle que soit la taille de la boutique et la plateforme utilisée, CMS, marketplace ou solution sur-mesure.</p></div>
        </details>
        <details class="qa">
          <summary><span>À partir de quand le bouton est-il obligatoire ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>À compter du 19 juin 2026, date d'entrée en vigueur de l'ordonnance n°2026-2.</p></div>
        </details>
        <details class="qa">
          <summary><span>Le bouton de rétractation doit-il être gratuit ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Oui. La fonctionnalité doit être gratuite, facilement accessible et pleinement opérationnelle. Le client doit pouvoir annuler son achat aussi facilement qu'il l'a passé.</p></div>
        </details>
        <details class="qa">
          <summary><span>Que risque-t-on en cas de non-conformité ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Des sanctions, une prolongation automatique du délai de rétractation et un risque accru de litiges consommateurs (source&nbsp;: CCI Hauts-de-France).</p></div>
        </details>
        <details class="qa">
          <summary><span>Qui est responsable si mon CMS ne le permet pas ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Le vendeur. La responsabilité repose entièrement sur le marchand, même lorsque la limitation est technique ou vient de la marketplace, d'où l'importance d'anticiper avec votre prestataire.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
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</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/bouton-de-retractation-2026-impact-sur-la-logistique-e-commerce/">Bouton de rétractation 2026 : impact sur la logistique e-commerce</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Taxe petits colis 2026 : la logistique en première ligne</title>
		<link>https://www.futurlog.com/blog/taxe-petits-colis-2026-la-logistique-en-premiere-ligne/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 09:01:43 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22772</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce La taxe sur les petits colis change les stratégies logistiques La taxe française sur les petits colis importés hors UE oblige les acteurs asiatiques à revoir leur circuit d&#8217;acheminement. Pour limiter l&#8217;impact, certaines plateformes passent désormais par des hubs européens avant de redistribuer les commandes. Résultat&#160;: la logistique e-commerce [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/taxe-petits-colis-2026-la-logistique-en-premiere-ligne/">Taxe petits colis 2026 : la logistique en première ligne</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <div class="pill">Spécial logistique e-commerce</div>
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" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">La taxe sur les petits colis change les stratégies logistiques</h2>
      <p>La taxe française sur les <strong>petits colis importés hors UE</strong> oblige les acteurs asiatiques à revoir leur circuit d'acheminement. Pour limiter l'impact, certaines plateformes passent désormais par des <strong>hubs européens</strong> avant de redistribuer les commandes.</p>
      <p>Résultat&nbsp;: la <strong>logistique e-commerce</strong> devient un vrai levier d'optimisation pour contourner la pression fiscale et préserver les prix bas attendus par les consommateurs.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">3€</span><span class="m">Par catégorie d'article</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>c'est le montant de la taxe appliquée aux petits colis de moins de <strong>150 €</strong> en provenance de pays hors UE, à partir du <strong>1ᵉʳ juillet 2026</strong>.</p>
        </div>
      </div>
      <div class="src">★ Source · E-commerce Mag</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">La taxe va-t-elle redéfinir l'e-commerce ?</h2>
      <p>Cette mesure montre que la chaîne logistique ne peut plus être pensée <strong>uniquement en fonction du coût d'expédition</strong>. Les e-commerçants devront davantage sécuriser leurs flux, diversifier leurs points d'entrée en Europe et surveiller l'évolution des règles douanières.</p>
      <p>À l'avenir, la compétitivité passera aussi par la <strong>capacité à adapter rapidement son schéma logistique</strong> — un terrain où une <strong>entreprise 3PL</strong> dotée de hubs européens fait toute la différence.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Quel est le montant de la nouvelle taxe ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>3 € par catégorie d'article, appliquée aux petits colis de moins de 150 € en provenance de pays hors UE, à partir du 1ᵉʳ juillet 2026 (source&nbsp;: E-commerce Mag).</p></div>
        </details>
        <details class="qa">
          <summary><span>Qui est concerné par cette taxe ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Principalement les colis importés hors UE — notamment depuis l'Asie — d'une valeur inférieure à 150 €, ainsi que les plateformes qui les acheminent vers la France.</p></div>
        </details>
        <details class="qa">
          <summary><span>Comment les plateformes s'adaptent-elles ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Certaines passent désormais par des hubs européens avant de redistribuer les commandes, afin de limiter l'impact fiscal et préserver des prix bas.</p></div>
        </details>
        <details class="qa">
          <summary><span>Comment rester compétitif face à cette mesure ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>En sécurisant ses flux, en diversifiant ses points d'entrée en Europe et en s'appuyant sur une entreprise 3PL capable d'adapter rapidement le schéma logistique aux nouvelles règles douanières.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
    </div>
  </section>

</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/taxe-petits-colis-2026-la-logistique-en-premiere-ligne/">Taxe petits colis 2026 : la logistique en première ligne</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Le dernier kilomètre : les hubs urbains font la course pour l&#8217;e-commerce</title>
		<link>https://www.futurlog.com/blog/le-dernier-kilometre-les-hubs-urbains-font-la-course-pour-le-commerce/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 09:01:17 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22767</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce Les hubs urbains redeviennent stratégiques En 2026, la logistique du dernier kilomètre change d&#8217;échelle&#160;: les hubs urbains, la mutualisation des flux et la cyclo-logistique gagnent du terrain pour absorber les contraintes des villes et réduire les coûts. L&#8217;optimisation pilotée par la donnée peut déjà permettre jusqu&#8217;à 25 % d&#8217;économie [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/le-dernier-kilometre-les-hubs-urbains-font-la-course-pour-le-commerce/">Le dernier kilomètre : les hubs urbains font la course pour l&rsquo;e-commerce</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <h1 class="gt">Actu de<br>la semaine</h1>
      <div class="pill">Spécial logistique e-commerce</div>
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xZ/JZ6sm3MqyZUGUkrinBS36lhb1pUnlcuq8SOVdyZU0b3setR6rqbpZpTfbLIIbhTTxvikLQ4NO9jiDwI44IPZlbjv9oZVl09M4QVPtO9mTwcO/xWr9Q0r6gT0VXGI9x/1rRzODnHkuatcqnvU+37selsdFwmocuq/eZsTSNg09tb0TT6l0+I7Be93cr6NozA2YEtd1ebQSDjHDHYeawrNA6xtlxNPUWOpl7poG9JG7xyM49+FY/R8rarTFpdd4yXRVVymlMI4b0TnBpHvLchdT0FVBW0UVXTP34ZWh7HYxkFWFFQrx1cmUdxeXFjUlSzqim0s+RGdmum5bDbHy1jWtq5wN5uc9G0ch59/uUtRfV2xSisIo6tWVWbnLmwiIskYRFibje6ehfUPmcxlNTML55XuxugDJPuGT7ihlJvkQT6RG1GTZrp2int9PT1l0qqgblNNndMLeMjjg5HDDQePEhbGtM81VbKWqqKd1PNNC2R8JOSxxAJbnwXOem7dDtf2+yagqi+psen44pXjeDojNnehgHeAOu/vdwPDC6XWXgwgiIsAIqFZVU1JC6arnjhjHNz3YC19qbbBpe0mSGje+vljHHoh1Ae7Pf4Kajb1a7004t+hDWuKVBZqSS9TZC+Lna8bdbrUzFtuoxTx+JGQM+9RKs2ramncS+cFp9l0jiFcUuzl7U5pL5lRU7R2UOTb+R1o6RjPXkaM95XnpoScdKzPdvBcd1uv78X4M1O0Nb2M7feVaf05vs1PLv1EPVwf1eO3HYfFdMey1w1lyRA+0tHOFE7Sa5hHVcD5FelxbR7Q9RU0nVrHFntNBI+HHgVmaPbFq+1z7jqs1EYIIDj6zTxBz2ZC0n2WvIvCwySn2jtZrLyjrlFzxZfpCVMRjmu1rbPSPO658Jw9jvskcvHx+K2Vpfa5oe/RsMV3jo5Hu3Qyr+r63dk8M+eMqqr8Lu7dZnB4+v4LOhxC2r/BNE8BGV9VOGRksTZYntkY4Za4HgR4L3vcuBXAdp9REQBERAEREAReXubG1z3HAA4rhzaj9JHXVz1NVDTFf+ibPFIRTRxxAySNB4Oe48cnu7FrKajzIa1ZUsZ6ncqLinQe33XF03qSa+OiuDBncfFG9swHMt3gcHvHwU5pttetmevLQy/fp2j8MKL2iPUqqvHrejPRUjJP0X9m8Npero9L2f6gCS4VAIp4+7vefAd3afeueayaatqX1VU9808jt573HiTlWeotX3TUF0dcrj0UkxaG4a0gNA7B3DwXyluVO9n1mIvwUNSpqZ5PivEpX1XbaK5L+fUuxH1FbTt6pV+fUKsqk4BUZWqBfaFtQuuraSJ/6qA9NL5N5D44W5KhRDZHbRDaKq6SDD6t24z7jCfzz8FLZ10UY4WT6F2ftO4tFJ85b/wBf38zE1T5KecSwyFkjHdVzTxHvU60LqiO9xvpKkhlwgGXjGOkby3h+f+qgVx5u8z+JWAFzqbPeqe6UznGSF4cW8t8Z4tPmMhdGcF21k6ERUaSeOppoqmJ2Y5WB7T3gjIVZZIwiIgCIiAIiIAvEj2xQulecNaCSvaxmoakw0fRsPXeeXgP9hYbwsmUsvBHamUzzyPIy7e/meHvKx1S/dB5cOfFXEp3WZzy8+CxFfK9wdHBG5788A0ccrhnJs7IRMLfqlW9mqg+DOVk6TTUtQ4zXOUhv7KM8feez3L7cqajttH0NFTsiHhx+Z4qHDOmLWMItZ372eK1jrF4/pHXfw/8AKFOxUukGSVqnUNex9fcKz2d959wBA+QVdxF+4o+LL/s/BuvKXl/JktmlZv6Igh/Y1c8PwOf/AH1vPYvqHL5dPVMh45lpd7u5ub+fxXOuy9lT/Qyg3IZXOqJqiq6rSeDpN0fKNTu3R36hr6W4UFDK2ogka9m/1AfA57DhdttPRJFfxKk69WbXVt/dnUCoVdXTUjN+pmbGDyyeJ8hzKwjNXWySniAkLKmVoIhcMkOxkjI4EjB+CwdxlfUPdNO8ve7iPAdytJVUuRQRoSz7ywSulv1oqZhHFWsD3HAa8FmT4ZAysmtVVFIanqMWQ0Nq2SOeqtVwM88FKMRVIjcQCObN4gB48RkDGM8lrCtl4ZtK3eMx3J3caplFRyVMh4NHAd57AuZ/pTa+faNLDTlJI51bcGmarDRl3RZ6rcDtkcOP7o8VuDWuqKSmtNVeK9zobZQRGVw4bzz2AeJJDR4lcYGtuO0LaBW3R/SzXF9SzoY2ervOO7uDwaCGhSKaScvAmo2zk1Se2efkibbBNSX7SmlK5tBWtj/SDmyzOAJLX9pAPAHGBnnjClVFrHV93dWVNtuF6q2UX9pkgllcyE/vOHAcO9YPUWn6rTlRcrC0h9TBvgvAwHPI4EfJbo2T6p0tpLYNYJ4XxyyvgLXU0eOknqd49KD472ck8hhclvSqXVTQs56JHsL25teD2MK6pqWrGW/DH9bIg1h2v6j0/UsrLnVS3S1McBVwzdaRkeeL43c94dziQcdnNTbWm2dm66LS8THRkcK+oGGO4Z6jTxd2Y7FobWFbTvoLrUMhjgglEhZG05awOPBoPcFiaWsIttLGBwjha0/DB4lei7LWMbyrNV91HHoeT/8AkZxsaFGraR0OeU0lh4SX08+vmTHU+pbnqObpLxdp6hjG8GMHDh28cDJ8lgpJqb9i7db6rXS8B8FjumZ+p6aLvd1s8e7gP98Ve07KZ8jd+Zzvadus7Bx7Svo9OjTow0xWEui/0fFqrqyqZnzfPP8As+yVLWBrWwU44Bzupnn557F5iqJHTRsG40FwHVjaOGfLuXlz4eJc2U5HHrAfkvsToA9/1Jy2MkF0h7vBSr4XtuRw96a97CKUlZUdIT0r/WzyHikdZUdHMOlf+rJ5jvC+OfFxPQM/zu/mvkT4vrR0DP1Txzd3eazKMdPw/gzGUs/Hz9Sgamcu4vB7eLQfxC9SzukpI3bsZ6N25xjbyIyOz7y+PfCD/ZQM9zyvsToDFNH0LuMZcMSdrePaPNZljnp5G1KUuWvn6lO3VzaOsbN6LE7dcN5uHYODniM458Vn5NV0vSPhuVipZ2u9tjQN9p4g4x3YKjQ9G/xW/Ar7OyGaj/XdaF2Osw+qTw5dx/FRV7alUacl+TpoV6kU0mvsbU0bq2ttm5V6SuEkFOH5mts/CP3cwCe8cPIrfGitf2vUDI6eoY631zuHQykYe7913I+XNcm6EpKttZ0ElNO+gqB1Z4R+qcOTwe/KkV3usNi+pvD5ZZXNJY6KItEoHLHYHdq8lxPhkKtXRS3l9/njn89z0dhxGpSjmfw/g7CRaO2d7UamhkprdfJHVdvma0wVjv1jAeW93js7x5LdVFVU9ZTMqKaVskbxwc05C8pVoypSxI9NRrwrR1RK6IiiJgiIgKNbTsqqSWnf6sjHMPkV+du0rZRrHRt6qKWtsdZNSMe4Q10ELnwyszwdvNGB5HiF+jCLSdNTIa1FVVuflWGVFHVNlYZIJo3ZYckEEdoWwdO66pamJsN3hkhqR600UZdG/wASB6p8uC/Qyalp5STLTxP8XMBXh0dHRwPm6OGJsYLnODQ3koXbp9SuuOD07hYmzishrSHOBYCARvNI/EL4KqlH/Wov/SBT6imtupLO+821zpKWeR4jJYW5LTgkZ5juK19qLTNqumoqXT3TQsutZG6SCJzTkgAniQMA4Bx5LmcWpacE0uwds4d5G4aXnH/aK8V2pab1LhA393pm4VSTU1of/abnRQfae6Ybo8T3BetNbH6SmqSLlT8WeyVMf6G2GGndD6DD6uPUC2XMzHsFST964b9I/wCzaVifbf0FSMtVTBVUccTWMlge17Dgc8g44r5UP8Vwxc5tU7M9aVVNarrXWp++TA+B5EdRHngS09R3DmCFtHQ/0iqtrWUutbX0rSMGvt7MEeL4c8f4T7l1x5Fo6fdvR4G/Lg/i7j2n8Soxfu37xVxaNS2TUVv9OslygrYDxLo3cWnuc3m0+BWMu8mXHJytmbJHQOz6UzaJtLnf/dmt+HD8lnlgdnsRi0VaWkYzTNf/AJuP5rPLdEIREQBERAEREAUX1HOZK0saTiPwzn/fH4KTOc1jC5zgAOZUDqKpkk8kmc7zifmoqrwiWkss+OYH816jYGDgqJqG9i8+lN7VynQsl1lRDV024CpFJVtUJ1vU81rLkSUluZC7UENe+0UD3ytpYYjVPYx7m9I8YDQSDkjJJx24CqU+nrNCDuWyiZ/3LfzUHvetWUEdDWdZ3RsME7W8SM4LTjzHzWOqNrNFR9H00FX9Y9sbfq+bicAKNSj/AOi3taVRw9w2xFTxxx7jGxsa0DAa0DvVrd3spre9+/u/vbuceOFBKfanbX1D6Z8dT0sbyxzejycg4PLgmoNeW59PFDM2uoXyZLJHRYbw55PLHFSOSZmEGpbmesb71cKT0+ijoat8MhbmJ3RvBxzBcMcj39qmNpnuMtsa+7QejVOT9WXAnd7CccMqNbOn+jaZg3+ib6QXT9RuBh/EZ7zjtUjlq2vYTvA8AsKRw3dTVNxS2Re078U88g9ZrD+BWK9NpmRtfvs3d0KxrLrJTNc6E9YjC1BqiC7XG47gr6yho9/L4G4eCO0McDkDzBwmoW+lZ1F/9ISS4aqt1rsOnbm6Sb0sSSW+CEyOqHAYact4jdycDlk5Wwvo17EhomBl+1AwPvLxmKnLg4U2ebnEcC/y4DxPLamiNJ2TTNpgittppqSodCwTyMjzI92BneceJ495V3qy+UunbJPcqog7g6jAeMj+xo/34rvo0ZPEeb6HBcXsUpOC0rq/I019JO0xUd/oL3E+Nr6yLopmA8d5nJ3fxbw/hWqpHwMie9jGtc5X+tdSXHVd9qLhWTgNA+qYD1GDk0N8/wCajdRU7lO57/Va3ed5BZ4zwytw2cW38az6Pqvx9T1vYjjVDjdlKnzdKWN+q5xf2aXoRTaJdHYhtkGDIfrHfl/NRaSuqGVEbJpnSyO4u7eAWB1DqCsr9QzzQv3S7A7z4D4KcaE0tuUxuVybLLM8gdY44c+XwXs+y1FW9niK96W7f4PB9uOJRur5uT9yGyXj4mS05TVEg6epJ4qSRYbG8g9m78T/ACyqzBFFHuxxRgeRP4r3vv8AR/X3ev7OByHh5r1zmfL5LXLU2We6TkDJz4KpHFMY5iGPPU+ye0hVCZjzkefeUY09HLkk+qPmSsSlIjhGOotnU8/7F/L7K9QU8/SH6l/qO9n90r45nPgOS+wM+sPAeo7/AJSsy1aXuaw061sWxglGSYpfgV6o45G1UWYZOt1fVPaCF4Lnbg5/BeWveHsdvkbrgefdxUstWlmkNOpM8Ub6aGoa+vpnTxe0xsu4fiphZ7Lp3UFHVMtTa6jnazDmyvLmgniPPiFEKh74p5mmR/VefxWV0pqaey1uXuDqWQjpm4GR+8PFcd3TrzpOdJ4l6/wd1vOnGeiXL0/kzmj7k+1VD9N3X6qVrs0zvZfnjjPzCzmprfT19t3ZtwNbyc7GGdocQeGM5+KqXe20F46OZ+6/o3iSCWPgcZyBntBWH15XT01LT0rHvhFW50TnAZ5jh5cSD7l55ONxcKVPZvd+vUtoxlTg4t58P4LTTFfHcqGW2zxwxVNN1QGHhnsc3wP8lPdmuvavTldHBUOdNbnHE8PHeaPtNHeOeO0Z7eekNMU90o7tT1lNSyOjJ3ZCGnG7281Pbgz6zpv2nHycOfz4+9c/FLSkqjjF5T39Dqs69Sms9TrugqqatpIqykmZPTzMD45GHIcD2hV1zhsi1/Npm5MtVyl3rJVvywk/2aQ88fuk4OPHPeujI3sljbJG8OY4ZBHaF5WtRlSlhnqaNaNWOpHtERREoREQBRraJV0jNOVNrqnkC5QyU2Gu3SWubh2D2HB4eJUlWuduL7ZT2qkqrxMYKNjjvTD+7OWgHPZ3e9aTeItnRaU1UrRiyIW+yUlNaYKGgpW0tJTRCGnhaODGjkFhLboGno9p8euzUyOrYqcQMh4dGOqWg55+0VmLPdbV0cdNTV8srneo2dpBPlkcVkJJ3cfU+C5ozaeUegqUozjofI+3KZznvc7d4qP1srcu5K5rJnFrs4WEq5ueVFKRLSpYNVfSNq4GaYp4Z2gvfUfV+BA7Fr7Zxs3uuspOpX01spcZbLUNc7PcABxW97vbbbe92juVHBVRb2WtlbnB7x4qY7PLJS2ts8lLGGta4xtGMcufzUlOq0sEVexp1JupUfTkcoarsOp9l+qGwvrPRqrc34KylcdydnhnmM82lbH2ObRanXGo6TS1fSdHd6g7sEsLCY5scTkewQMk9nAqy+mfeqN98s9nh3enpY5JH+AdgAfJSz/o7tEGe43rX9XGejgZ+jaEnte7DpXDyG43P7xXTF5KG4iqc3FHZVHC2mpYqePIZEwMbnuAwqy+L6pDlCIiAIiIAiIgMbqGo9HoHAcXP4AeHb/L3rV18rPQKvcf6ruLVONS1ImreiGC1nV5Z8/9+SwN4tVHdaN1JWx77Txa5pw5h7wewrlqvLOqksIiRvsfHrrz+n2fbCwGo9n9VTB77ffagsHsTxB3/EMLXFzGoaCo3Hu3m/awf5rmk8HXCKZub9Os+0FFtRXBtTISTnitfRV98f8A3sX8RIXunjvk1Rvzej7n3z/JR6sm6hgyuoY6eCg9Iaz+svcI2P7QM5OPd+K1/e2Ca72Gm+3dIT8HZUz1K9+KaKTd4ZPAqKxRGo2gaapv/wAxI/8AysJVdJ6rpLwPV2cVT4bKXjn+i5r7Pd9L6rqKC80pp6l0plYebZI3klr2ntBHwOQeIU3s1wgfT7lSyKVv2XtBHwK6X1zoPT+sbPHQ3em68DcU9TFhs0B72ux29xyFp6r+jxeoqki3arpTTgndMtK5sgHccEg/JXE7aSfunk6V9Bx97ZmIk1bTUw/XNWOk2hUv7ZqnFp+jdQENdftU19XxyWU0LYh8Xb34KZ2rYfs3oW5NhNXJ9uoqJHH4AgfJI2s+pHO7p9DSZ1ZBVs3o5CcqebKtF196u1PfLpTPgt0LukYJG4M7gcgAdrc8zyPIc+G17PonSVpkElv07a6eQcntpm7w95GVIVPTt9Ly2c07nKxFHkndaudNvN/fdbvEyGdopImuZCzPAN5GQ97ncQB2NHitm7cNV/0d0o6lpXH0+4kwQgc2j2nfA4965jr5H1Ne9z3FxJ3N4/Bez7N8Ocp+0z5Ll/P76nie0nEVGPsseb5/v70Psj2QxtYxm/vddzn954Dh5cfeVHdVUc1ZaKlkMzot4ey0cSezwHBZuofv1D9zyb5DgPkvm5/V2se9rd5xd1nceHAcBx716q6s7e5SVeCljlk8/wAL4rfcNqSlaVHDKw8dV5mtdnuiJIag3C5jJz1GfmtmsiDIGRsbgDP4/wCi8sYzIALjj3K6/gb6o7z2BIwhRgoQWyJ6lWrdTc6r3KIh55afiq3RZa0bpPM+rnt/0V01mO0j4D8F73AQ3iT1R2+JUcqr2EKEdLLP0Z49l3vGFSMLhE7gPWHtDuKvnxAZ4K3czEZ5esOzwK21PxNO6j4Fi+F+97H+cfzVOKJ/Tex6rvbH2T4qrLgFW0Z+u/hd/wApXT72l7nNGEda2KHQy+qA3/OCqMlPUHg2JzvLivkkh3SSMKpby3eLnHKg4nxH/j7WdzLfHTzexZ9neC/81xGnZwenVzfgkm2V6m21M08kgMYaT7RVhW0FTSNMsjG9H9prsj39ys7vf5orm+mge2KKHG+9zckuPsgcgs7p+vZcqdz/AF28WPb2eXlheKj2k4zTtleSpx7pvH7vn5n1N9h+zdW7nw6nWn38Vl7r/wDOM78iW7PqzprN0P7MM+Y/mCslfbXSXekENWHDcfvscw4IKimy+bcF1oN/+w1Zhj8WHLhnxGSFM3S5zxXRRvHXftENs7+h4TiHD3YXE7SbzpeM+JZyU7YXyxD1Wnh5HirWrANJLj2SHj3cD8ir6seDJG48nxjPmMhWrN0vLT6rgWH38Fg5+phJ2dNG6H7Xqfe7F0D9HrVzb1pr9EVczn19D1SHHi6P2SO/+Y8VoCTqfeb+IVfSN+qdKazp7jTlzmB43mdjmO7PNct1R7yGFzR22dfuqm/JnZSKystxgutsgr6Z2YpmBwHaMq9VGehCIiAKI7W7HSag0VV2+uifLA8ASNYcOwT2HvB3T7lLlZ3qB9RaqmGNu89zDut7zzCxJZWCWjN06ikujOb9L7N9PWS+RXaiZcZpKdv1Pps2+2FxGCWDhxPHyypNVvMfaqtwvVNAHMkkDXNJBBGCCOaiNy1HTyZIcSq51Io9VGLZf3Cs3GFR2pqi/JyrCtu5kyQTgqxkrXKLWnyJ4LBf+kFkm/lRDalty1hp2SO22q3W+kbJEd2dzHPcOzgCcZ81l31ju9ax2xsbc2UlDDE+puk02IIImF8jz4AcSpKUveSOa+bVFtczXFNHqLXesYKOPpblerrUNiZk8XvceGe4Dn4DK/ULZHoyh0Bs7s+lKEte2hgDZZQMdLKetI/3uJPlhaX+h9sDl0HD/TTV1O0alqoiympTg+gROHHP+K4cD9kcO1y6SVng8m228s+oiIYCIiAIiIAqNXL0FNJL2tGR4nsVZYbVM/R0bYWuAc85Oe0D/wAViTwsmYrLI4XF73OJyTklAvEeclfXHC5DqiWlfGJGuB7VDb3ZoZnOy0c1NpeJKxVaxpB4KKUSaEsGtaywwNJIYPgrB1vEfAAKd18TCDw7VhKmBu+eCi0k8ZGudU9S4RR/Zj/ElYrREHpe2bTsX2IpXfEhv5rI6yf/APWGX91jW/LP5r1sQpvS9uVI4g7tPBD443p2n8AVW2613eT1db/r4T8l9ztrs+CdidnwTsXqD54fRyRByRAERWV7r4bZaKq4VEgjip4nSOceQACylnZGG8LJztt3rZ63XomL2vgghIp2A8g04ye7Lz8lr2z0b6u6R00PWnkzu9bgDg8SVf6svbr5cK6uLTHG8sjYMn1QSRn8cLE2atmoKz06mP1sLct3uXMDj7iV9OsqE6Fmqa5pff8AWfMLqvCteOr0bz+/Qy39FtQPknYykLWQuI3t4MEmPs5OSran07e5g3ctlR/EAwcz3lV59c6hf/1mCL7sQ/NTHR96qLnb5Z61kbHte0dUYz1QVzXNxeW0Nc1HHlk6rajb1pOMG/sRj+h98Yzf6KB37rZhn+SsujfDO9j2brmu3d0rZjZ94cGPd7sfisZcrdTXJrnyQtZKSR0od1vlwIVdT4rJv/sX0LJWMYrMGQlN/Py/DP5rzeGPoLhLRve13R+1u8wRkHirPpyX/rHdn4BWcG5RUkR6VF4ZeFxKuLXa6y69SHdiia/ryvzujA4gDmTx5K2tVHWXeTcpt5sTXbr53Z3Y/Ad7vD4qdwQ09NHBSwsO5G0hp4n4ntJ5rkvLyVH3Ic/wb0qEZ7vka6vtrrrbUCOaE7p9WRvFrvf2HwWKZv8ATeo7t9n90ral1o6evopaWVo3H+03mD2EeK1TLR1kNdLTPhnc+Fzg5zWOI4A8c4xjtXXZXvfwam8NHPWtYxqLStixkD8kiN/+UpRucyXDmuGVTc53JrnKkZZGneMj+H7xU/GLGV9Y1KHVrb1W6+52dmOJx4TxSjdPknv/APV7P7Mtb/papuFa6roahjek4ua7vWX09RRWG1TCWcvwTLM8+A7PDCuKSo+qHWPxWG1TUdP6HZWv3XVkm9Ke6Jp63xPBfH1fXdahGyb93OyP0ZV4bYWNxU4rKPvY3fTGOa9cfu5nNnhfFa3XB4LZbnNJUPHc0kbo+CmkNQS3moHe7k622YTUgbljSG/IKz0RqqprKh9LWOfI8jeDsDh4cF7i1tXTtljlHY+B8RuJ3dzOvPnJ5Nrei1VRFDKyFxG67u71bz22tDDu0zzkZ7FI7fH0VFFHu+qwdveruigNVVxU7ecjw35rykuP19bjGKaz5/2ekj2boaIynKSeN+X9EVrNH6plnkmjslZJG47zeXI8e9YDUGnr5TdF6Taa6J26RuuiPIHgeHn8l08tfaym6a/Ss/Ytaz5ZP4qarxqrTjnSjmocDpVZY1Myn0d7/IdP1Nru8hpn0r29B07t3eYR2Z7jw9wW2Keqp6jIgnjkxz3HArnzeUC1Rea6n1RJPRVs1NLA0MD4ZCxwx4hVr4lrk244LqnwnTHSp8vI7GRcu6Z206ttTmR1skN1g5YnHXA+8MH3nK2dprbhpa4uEV0jqLVMTglzekj/AMzePyU8LqlPbODnq2Fams4yvI2oisbRd7ZdoDNbLhTVcf2oZQ7Hnjl71fLpTycjTWzIxqrQmmtSSGa40JFR+3heY3+/HA+8FQiu2E2Rwd+j71X0+eXTNbL+G6tvLD6o1HaNNWx9fdqno42jLWNaXPf2Ya0cSezzIUU6VN7yRKr6rQjnXhfY5h1npCu0xf32moPTdQPhlb6sjTnBGe3gQR4LG/oaf7C2jq2+VOrb6W1Fiktzbe0RgyShz3OfhxjcBwDmjdyASAXEZJBCtP0UfsfIKunTSk9PI9PaXDnQjKfNmv7FbqCC/UL7zGZLcKhnpIBI6m8M8Qc8srpXR2zrQml6t1w05pq20tXIMmrazpJnA/4jiXY961N/Raes39yHeb7TnYDR5k8ApZpLWMWl6BtqudaLjBAMRejxucYWj2N84Dsdg7B28l0W84wzqKfjl1b0oxlUqKPk3g20ixentQWm/UhqbXWMqGt4Pbyez7zTxCyi7U01lFRCcZxUovKYREWTYIiIAiIgCimpZjLXuj9lg3c9n+85UrWpdpepptMX5lIbFXXTp4emfLTzxtDSXOG7h5Hdn3qC4qxpwzLkdFrRnWnpgsszo5Ly9Qmn2gtf/wBlb43+KH/5i9ya9ib/ANnrz/7H/wCYuD2yh/kiw/426/wJVIzieusdVwzYO5NF/FkKJ1G02hZ/2fvfwi/+NY2o2qW7/wDArz/kj/8AjR3dHpIkjw26/wAGSGthr+P1MTvuvH5rC1DKzf8A7M75FYqTaXZX+vSXSL71OD+BXyPWthm/+0S378bh+S17+m+TM+w3MecH9DXN+qfSb1Wzfamd8jj8lMvoq26Go2o3C4SyDAkEUTQOJMcZJB978+5QGuqemqKib9pI53xcStwfRF0jd4pZ9TVMQhpHV1Q5u8/i/LAwYH5+5cXDY5r5PR8bapcP0ryR0wiIvSnz8IiIAtY/SNuIpdEtpMuHpMpzjua0n8cLZy0b9KKqf0lroxwa2CWVx83Mb/NWXB6Sq3tOL8fxuVvF6jp2VRrwx9djUuqqBlHR259Mz6qspon9XtcGYcfPJysDHuMin3+5vVb94czyCmMbH33Zu1kL/r7W5w3e0tABwf4Ty/dUFi5Tfd/94L6JZzcoOMucXj+n9D57VhGE1JdVlfvqfemf6kLOs5wDWs4uJPAAducra+krY602tsMoHpTg105znrbvIHuAwPcVFtm1oZJm91DOLXFtIPLg5/4ge9TZ8pLicniqXjF2pz7qPTmXHD7dwjql1K0kjgDnPxVuJuL+frHtVCWbA9cfxcFYGtY0vy/PWHq8exUeC0TMLtApzuR3KMcR1JfLsP5fBQ99WOry9VbAq5mVNNLC+F7mSNLXb2BwK1he4X0FZ6G9jt7d6rt7mCTg8l6DhtbVDQ+aOWrDdyNraT+p09RM+1Hvu83En81fGT61nvWKo3zR0sUOWDo42t5HuVTpJer1m+t3eCpJ+9Jy8TqjssGUD15e76t/3T+CtWuf+0P+UL04v6N/1h9U+yO5aGprO6WqV+oq6gtsDpehcXhree7wPDv5rBT8yp1S1Po20adj93embhrt3tLWkfgqutdOy3Co9MoooZZ3DdlaSW747Hd2V6mnf6JRhU5NLDKp2uYtrxZCWzxxlzHyNbutb+AUcbLUVt2muTw4NcdyHe4dQcB/NbFtulKmS4Oq61jIBC8ERh5cSQBz7AMq0vtieJnEMaAV5G54XbwvpXFN/Fvjwb5nvKnau7uOFw4fUSxHbPVpcs/LbzI1Uf1+1vpv3SrLZfCz+ldNTP8AWqJGsbu+ByfdgFZO+Q/o23thZN0U8jfVc3mMnuUs2W2KKkvdJPHH9YylfJM4knicAcDy5/JWFWsrewqOfVPH79ChtabrXMIeLRtVZjRsHS6gheOUQMnwGB8ysKr22V8tBFUinOJZmiPf+w3jnHivl0HpkmfSKkW4NI2NTVdLUyVDIZWu9HdiTwWs6+b0ivqJv2khd8Sriy3F9udUFpcRNC6M5PaRwPxVgpqlVVEjnt6LpNhajuk3pFwqJ/2jy74lbO1BN6NY6yb/AAiB5nh+a1S/t8/zUKO6LPiIiyblzQV1ZQTiekqJaeUcnxPLXD3hbC0zto1day2OrqIbpA3ALalvW9zgQfecrWiLenUlD4WRTowqfGsnSdl276eq6ZwrqCroaprMhvCSNx7t4cRx8FHXXZmo9QUVzqamOqa2ugkIa7IAD+DQByAJC0cqlPNNTyNmgmdE5vtNdgqaVzOaxIoOJdnIXk4SjUcdLzjmn++p1PdNPUzKiqrW1DIYnyOkm3+QccZOVgp7nQU5LKOn9KP7SUbrfc0cT71rzRmsNS3qKehutzkqaWFjSN/G852eAJHEjh2qQ9NuKSVdP4Vg8n2h49eWlxK0pTxpxl9d1n8F3c6yur2gVNQXRg8IwN1n+UcFgbgw4OW8uSyMM5fIQ08FbXNpHHAcFzz97c8FXnKtmbll+ZGKXUNfpLUEF6t7iXxO+sjI6srM9Zh8x8Dg9i6qtFfT3W1UlypHb8FVEyaM97XDP5rkTVP6o+/8St9/RouL67ZXSxSODjR1EtOD4ZDwPg9dPD6j1OB6jspdSzKi+XNepsxERWp7UIiIAiIgC1/tS0hW3gyXi33CGnlpqR/1UlOX9IWhzgAQ4Yzy7VsBFFWowrR0TWUTUK9ShPXTeGfnvHtN1RWf3tFS/wD7URd83Feqi+X+p9e93D+B7WfgFHNZ212m9eXqxyDdNFXywt8Wtcd0+8YKuqCpEjOZUMbG2hygvodMuJ3c3l1H8nj8Fleam7uB/wDpe5f+sOUZq629Rk4u9y/9O5TmqgbKw4UfuFAQ48FMqNJf+V9CL2yv/nL6si0mpdQw+peqv+J4P4r1HrfUTP8Ar0bvvRNVa42xj8jdCitXSVEMxjeBufaWvstF84r6EkeIXUfhqS+rJda9odzhu9HPWMiqaWKojkmgbGB0rA4FzM+IyPev0E2ObYtl+s7fS2zS9yprbUtaGx2ioYKeZnH1Wt9V/wDASvzct1pL1mI7I7Ckp0oU17iwRV7mtcb1Zt+p+rqL8/tnG2/afooMpm3c3q3Mx/VLmDLgdzZM74+OPBb80b9KnSFe1sOprTcrFORl0kY9Jh+LcP8A+FbnNg6FRRnSuvtGapIbp/Uttr5CP1McwEvvY7Dh8FJkAXO/0n6knU1PT7nBtuDwc9olP+q6IXOP0ooAzXFBMN7E1re04Ha1zirrs+s38Pn+GU/Hc+xSS8vyQHZzd20FwkgqjinqnNjeSeRIcAfLs96os0pWM1PUUErHtogHPdOOA6Mk4AP2uzwxlRuJ/wBXOz1nbofu+R7fceSu6jVN3mo46Oaq+qb1XOa3Di3lgnuwvdVqFV1Jyo4WVh/wzxVCcIwgqq5bo2pT1NN6P0NB0T4Ifq27ruqzHsqhJK4ycXn1T6oxyPeePaovs0fuWqvh/Z1P4tH8ln6mXJXlrmj3VVwznBeUqmuOcHmYgA8VZTTYkfjtwkkhyVZySdcZ7cqIkLgyHOOwjiFaVNHR1dS2aopmSyMbhjiOXFet7ByTwXwOaXg7wxx9pZ1aeTNi+a/h29iqNf6vP1v5q1bMzHtdnsqq2ZnV9b1vs+a1Ml8xyt7tdKa3UzX1LJdyQlm81uccCePwXtkgx6rlb3OOOtoKimcHt32ENdujgccDz71tTUdXvcjDMJrtjH0dNfqN/wBbG5u69va08Qfj+Kz1lucd0t0NWwkFw3Xt7nDmFArbcKampKmxXl8vo2/jg070TwezwzxUj0VQPtxm3Kxk9HM9hic1p495PcexWtzRjToaZPdcnjmjkg5a211JC9w3nHjxcfxKsbhHG8cVTq7rQUbA+srIoN5x3d92M8TyWv8AV2oKy679LRtdHRHsaRvSeJweXguW1s515eC8SWpU0LZGajfZLlfOpuy1VOxrWb3IjGcjsPNTrR1OGsqpy0DLmsaR4DJ+ZWotNQvfq71HfVuf8hurd2nWblqh/eBf8VTdqHG3oaIvOrH9l92ch3l3q/xT/ov19RF4A96eUREBHNoNSI7LHAPWlk+QWvVLNotTv10FN+ziz7yomtkbpBERZN0gi9LIXSz1ltp4JqmHdZMwPa5rgcZ4gHHIojbSY7CYXrCYWDGDO6RrhSQzknrSPHyGFJ47oZGZLiVoun1TuXSdm/1WykN9xwpjZb/0rAd88lq20fCeOxqVb6tWfWTx6LZfY2ha6sF2cq9uUmWhRfTlT0xUirz9UFvTfulDHaDRC9VfqT7/AMSt1fRPGdm1Wf8A9Uk//rjWjdWv+qPv/Erfn0Woei2WNcTxlrZX/wDK38l1WG9X5Hpey8c3LfgmbVREVye+CIiAIiIAiIgOQPpw6FnoNQUm0ChizS1wZSV5A9SZoIY8+DmAN82eK57tdxMZHHeA58F+l2qrDatTafrbFeaRtVQVkZimjPaOYIPYQcEHsIBX56bbNmN72WaoNFWtkq7VUOLrfcAOEzM+q7ukHa33jgUBUpanpOIPBVpYWTDnxUOttzcwgZOFJqCtbI0Ec0BY3G3lucBYCvoN7OQp07dmzkLH19va5pwAhsQ62uFHPuPHVJ5qX0kdPNCHsIOVg6+3ubngrelqKiiPB2W9yGSSyUMR9lUJLa3B6qtqK+xzyiI+usrJXDovVKAjddTGAh8R3HjkQtrbF/pG6n0bdKe26rq6m+6fc8MkMx36mlb9pjzxcB9hxPLhhatuNQJHkclHq7rDiMDvQ1P1WtdfSXO2U1yoJ2VFJVRNlhmZyexwyCPMFaS+lfH6PNpy5EgNDpon57ur+Rcfcsx9Dqqqan6P1h9IO90b6iKI/uNneAPdxHuCuPpP2p1w2delsaXvoZ2ycBnAPAqz4LUVO+puXJvH1WP5K/ilJ1LScV4Z+m/8HLOTBW9FIcEEsf5cifzVjUZY5zHDDs4Ph2K6r5DKyKcAkyRgOx9ocD+A+Kt657Q9shIcZGh5A9UHk7Pecg8F9R1cvM+eQpas+RO9m2/+jq6p9maSP4huD81m6iZnsdf7v81h9FQ7mmKV7/74uk3eQw53Dh5AfFZKR68Zdy115vz/AAehpLTFIoSyyOaXYaMjPPP4K1eXjj0jxg54cPwVR78Nxx4EqgXbzcYzkYXMSFRsY3ie8qo1oBHmqUTiQPJVSDuk+CyC5aeXmvRP1Y81Saer8F7cep7gVqbF3G7h8Eefqn+RVKM8Pgvr3fVP8itUCO6x09+kC+voQG1WCXM7JP5FYrZvXvhuFVQTbzeqZGtd2Obz+X4KbZWHuNqjFZLd4IHOqmQvbje3RJkY4nsKsoXblQlRn8mc/dpS1IxmvqGSosMT4GGSWB4dutbk4PA/kteU7P65Gx/suy73cT+C2Q7U9HTER3OKa3VB9l7S4eYcOYXi6W223ej9MZ1up1JWdodw9/AlddvdytqeicdvE0cNUs5IvpuN9tNJcayeXNa7o4oo+93aVvyJm5DGz7LQFpxlGYtVWyprcttNBuyDc48W8eIHE8QFOv8AykaJ9R+oaWN377XN/ELxPayq6k6eOqbf22+R7PsxGOmpNvqv5JYijMevtGP/AO09sP8A32Fcx6v0o/1NSWr/ANbZ/NeOxg9amZtFjItRWF/qXu2O/wD5bP5qrJeLWynlmZcqN+60u6tQw/mmDJr7VlT6Tf6x/wBmQsb5DgsSvc0hmnklJLt5xOQQV4WcEiQHMr20N3SSV4HDK8zhxgJaso3gSin0xUvo4pn1lAzpmB7Wl5Jwe/AWf09aZDTmkuVZTVMDcBu4CTj7Jz2LBW9oqLFTVVPoy29A5gG++qZvSubwLsE5HEFSHTUkrKNzH0NJb25z0UUjXnzJC6acEnkneVF4MPedIdHK6S2TAj9k8/gVHbpartTUFRJ+jaqR8bHFrY2b+SBwxhbOfOzHrhUJK2Fg/WBZdCLIcbM5P/Rt1pv7Zba6D7XSU7m/iFmLFWyRStAc53D1SF0h+lGZ/XO+KpSOt1QPrqall+/E0/itZ0tSwePueyPex92p9v8AZq/SF41fcLxDbrVSUVBHjLp52GR2PLOMrbLrBqSOh6V94oquT7D6PcH/AAlWtJHb6WUTU1LTQOAwDGwNWXh1G3ougqd0M/aN7PNbQopLDJ7DstZ0bZU61KMpb5ePp5mntU6mibdnWK6QPobgf1W87ejm4+y78iurvo505h2Q2fezl5mfxH+M9cT7YKGa+6+hZD6sMfWf2DLiefuXdWxKHodlOnmd9IH/AOZxd+antIRjU28P6PPU+G21hxOpTt+ST28N0TJERWRbhERAEREAREQBYPW2lLFrLTdTp/UdvjraCccWO4Fjhye082uHYQs4iA/PLbtsU1HsuuD6+HpbrpmV+IK9rOtD3MnA9V3YHeq7sweA13bbi5p3o34zxHdhfqVW0lNW0ktJV08VRTzMLJIpWBzHtPMEHgQuRtvP0XJ6N0+otmEbpYnOL57K53WZ3mBx5j9w8e4ngEBpO3XUPO6XZWXjmY/n81rzpamjqpKapjmgqIuEkUow5pWXt92kaR1icjhxQ2JRVUkcrchRy60e4SVIKKqbJH3q0vLN6LICAhNRvwyF7Oqr6iuzpY9yR2XqlXMBcchYSo34ahszPuu/JDGSQVMhcSQckqyqWExg889iUku+Mg5Hato/Rs0W/Wm161Uk0WaK3n06t7tyMghv8TyxpHcShg7d2OaddpPZbp6wSM3ZqWhZ07f8V2Xyf8Tis3qm2tvGnLhbHY/rNO+MZ7yDj5rJN9X3I1ZTaeUYaTWGfn/c4ZaKrrLS8bk9PI7h27vJwHjwB9xWL9enlh9prS9nw4j4DPuW1vpK6dmsm0WpusLGsgq3CePA4O4Yd/xZB+8FqWsf0NQ2aH1XdeP+R9+QvrFjXjc0I1l1X36ngbm37iq6fgbeo9xlqpGM/VtgjDfLdVKTtUe0fd43UYt0h3p4mh0DfaMXZnuLTw9wVxqC6m2RxTVQLYJHiN7ojxZkcHE8yF5erbyVZ01u/wAndF5RezFrc77w3wJ4/BURKPZje7x9VeS2Ng6m6ffnyXgOP++CgNy4a93Y1o95cqjXyY4SEeQAVm15zxIVRr/E/FMGcl1GHbuC4qqcFjgTzCs2vdkjKqtfnGVqNW5XiDO7sXrDOjdw7PzCoMeM+svu+Ojd1uz8wgKzndYqlO7MTx9otb88/kvDn8+K8TO4MHe5zvgP9UMIt7nRwVsXRVLd4d544+OVawU4t1tjo4H7zHyb3FoGAPLxKupZOZJIJ7Oas6+phge91TO2NsYDN5zgBkcXfMrf3pYguRjB9km/c+Dljb3DR1nRUdTDHK2NvWbKzPE8T+SsHantXpe7vmVjes+QDDQBy4nnk4HDvWAfqxrrqWvDfRy470ueOT2+WVM7GtPO3IlpzcXlHq46ItVS1zqR8tIcE9R2+3gM8j/Na+lppmfvrbElTC6na+F+903Heb9ns+J4+5RGus/o7Jqypc3oo3Z4cy0nkezOSq5cMtK2VNYfl+4La34tdU9lLK8yIhu568e75jCqRujweXwWxqOmZNb4oaxkU/V6zXtzgnjjjy/0WOuGkrXUZdTGakd4HeHwKo7jgsovNOWUXVv2hpcqsWvuR+33q40WOgqn7mPVd1h8CpJbdaSboFbR5/ei4fIrK0ewfaRXaYj1HZLdHdKOQncjhmDZiB2hjsZHkVr+9228WOtdRXq2VluqW/3VVC6N3wcFTytnHaSL2le06izE2bbr7bK07sdW0O+y/qn5rKeC0iKlZC3X6vo/7NWStb9l3EfAqF0X0OiNdG2o5qagp6p81igubpHDcc+dzejA5gAcDxSj13Jbad8NHpqOl3vabKT+Kg9u11KGhtfStfn2oj+RWao7zZK/hFVNjd9mTqn5ok4kir56mRrNe3qb1KQN/jUevGvbnTSNZNA7rN3uq9ZySmYteaqZ02opmfscM+AyfmVspldxS/qWtDXB75wSSi1/K/13St+8FmKLXJ/bfMqB0VEHLMUtp3//AAWHWSPMx7XV6bxKKf2JtHrMkev8yvX9J5J+pv8AzKjtFZYfsLLRUrImcAovaUYn26Sj7lLf1/0e5H9NJvrt/ZjF0GzjTkfaLZT/ADjC4fxhd36Ri6DStph/Z0MDPhG0Lp4fvOTKTgtaVzcVq8+b3fzbZlERFanpAiIgCIiAIiIAiIgCIiA1pth2KaJ2lwPlulGaK8buI7pSNDZhjkH9kjfB3uIXHm03YJrvZzM+uliZebCw/wDnGjb6g/xIz1mefFviv0OWL1baY77pa62WUAsrqOWnOe57S380B+cVlf8AVjjzKyNb1ouSw1CyWlq5aaYbskTyx47iDgrM5Lme5ARa4RgOcMdqxFVTCVkjMc8KQ3SLi4rFtAEoPegMfRENh3QM4HDHDC74+iJs/wD6I7Om3m4QGO7X3dqZQ4daOAD6pnhwJcfF2Oxc5fRT2VSa512653SnLtO2aYOnL/VqJRxZCO/sc7wGPaXe6A+oiIDX23bRLdYaNl9FhEl0ogZaUcjKMYfF/EOXc4NK4pna6mdJSOaTNv5pnP5Akc8HvGMZ9pfouuU/pXbPxb70NTUEQjoqx2JserHMSSSe5rj29jjnk449R2d4kqU/ZqnJ8vJ+Hz/eZTcVtNce9jzXM0Pb6yajrGvhfuytfvsc7sf2g57D2qTbQum9Doax/wCq9SWD7wyfwPwUQqP6zG/f6tVH1ZWu5vA4b3n3/HvU+tc1HqDS7fT/AGfq5W9u8Bwc3xxgr0t/JUZwrY2Wz+ZR01kraZm37DSdff3Y9ze7wCQD8MK//f8AVb9p3AfNYuy0rbXQupKaR+7vlzXy4LuPZ3D/AMV7f1iTK4vd+8qCs06kmuWSZIu+nhHrSb33Wkr0yqZjqRuP3nD8lYDLRk4QSHv+CjNsGRFU/wDZxj4r02ql+0wfwj+SxolPevQl8QhlIyfpMnH648z2DvPghqZOjP1x5jsHePBY4yHjx/3hfTIejPH2m/itTKzkyHpEn7Z3wH8lY3+7mgo31L9x/QxDquAGXOPAcPcvm+e9RfWv6UuEpp6WjcacSF2/vDjjgO3lhT2tOE6iU3t1NehZf0yuU1RvzdHE2PL3dAN3gOOOOfAe9R+ur3V7zJV1FU+RzieuRIB5clWfarmyn6H0KTekd4eqPHPf+Cx8tJPAd6sgljjbxecdncPEnh716CDoQeYNGUj3OxrKZkUUzHulPSObncO6PV4HvOT7gqNvayKvY+tjLadnXkJHsj+ZwPerOWR1RI5zsmR55NHuAHgOAC+yVD4GGliedwHMmeIc4dgHLA/Fay1aWurJYwRn6y8vuFyZS0W8GyvAe8d3aB3DAWdrIYamn9GmZvt3g53mOX+/NYLSdPGyN1fKzce/qRccgDtdjsUgHNefuJRjJQjyRukVgpRs20vU6x1dSWWEFsMh36iQf3cY4n38VF42ukcGtBc48ABzXW/0cNBnSmmH19wiDbpXOy89rGDk345Vbd1u7htzZ021HvZ78kbMtNBT2u2U9vpGFsFPGGMHgFRvlks99pDR3q1UVxp/2dVA2VvwcFkVQq6mCkhMtRIGMHE5VIXiz0IHNsR2US+toa0D7kZb+BVnL9H/AGQyc9FUo+5Uzt/B6kFbrqip3Ho6OeRjTzLgCfLmojtB2z/oaztl07pqtvNa7g6IlrBF4nBy73KPVBHT7PcJZ0s0X9KvRezXRlLR2LSOn2QX6qImlmNbK8U8I5Ddc4guefgAe8LT9i0DdKm2SXCrjd0e6SxvEOIHaBhTvT+t6aXVNxuGrtOXaO/XSpdM6sqos732YWkgBjQODQpC/aBEyTqabrHN+10sf81BJKW5wOdWnN95LHgvA0tQ0+oqA5i6eFv2X5I+BRtHVS1UkszXFzjk8At70W0Gxzf2y010H8LXfms7Rf0A1B1Oloeld7MrOjd8ThQO3zyZXXFKvcRw62ceJz/baJxkxhS622sAclt+fZNRdH01qnMTvsP6zT5HmFGrpp+rtNQYaunMZHq55HyPaq+tSqQ+JHkeJ0Lm33qR28VuiMR0IY3kqU8ADDwWdmjDWngFjKoAArmKmEzDGMvmZG3m8gfNd70kXQUsUP7Ngb8AuIdIUpr9cWWg5iWuhY7j2GQZXcZVvwxbSfoez7NRxGpL0/k+og5IrQ9OEREAREQBERAEREAREQBEWIvN8p6GlmfCPSJmNLgxvI4BPP3diGUsnBW3Kx1endsuoqSphbE2orn1dP0Y6pilcXtI+OD4rCQSO3VtX6W1HLX19s1W5rXOcTSVBaDjBy6P3esPetQW6YvasJ5JKtN05aWUrm3LCsC/g4KSXBuWFR6pGHe9ZIju/wCh7Vw1OxSiiiZG11NVTxSlgwXOLt/J7zh4GfBbiXNP0DLl0mmNR2lz8mnqopwM9j2ub/8A5hdLIAiIgCxeqLFb9RWSptNzhbLTTsLXAjOM9qyiInjkDhHa3s2u+iNSCGZzpKbe36SrAz0sQ9k972jh4jh3ZjGjLk6S5PhB6JkjctgPDoiBw3O8Y59q7115pW26v09PaLlECHcYpMcYn9jh+feOC471rs4q9I6ljdXtkj6J+9HUsBDJPPuI/wB8CvV2XGFXpOlX5pbFHdWLptyhyPEpa9ri1oyOJzy81QdIZHcMlzRxPf8A6r715ZQwYjm9bJOGkd4VF9U0vLaJvRuBwXuGHOP7vd5c1pqOLSezGWjMrmRA8i8gZ93aqXTU7DjefL9xu6Pif5K3Ld8lzh9Yeeebv9UxvDdIG95c0MFz04aOrTt/ieTw92EFVIeTYG/93nh7yrXeA7V7jaXjhHI/yblDfBcsqZ9312csfq29/kvRqZ939Z7TfYb4+C8x01Rgf1aXnhevRqjcH9Xd6381HqRnRI+MqpW9YmI7rS4ZY33fPCpsmkwGdHCQcZ4Y/P3pUQ1DI8Oglb1hnq54f7wrSoPRRHeyHScBkY4dv8lsY0H2oq4ZJjmF+6MNbuO7Ae4/FYbWUUdTbTBDIOkY4Pc1/DLuPAccZAJ+ayJIZHvj1nfq/Afa/krGempn9E+phbK5vWZvdn7x8PBSU56JqXgbJEE9Gqab+5f08nBm63O4O13Dt7vj3KvQWKrmeHzQ9G3PVa/t93PCmnqSb737r3ez2nz8F9k3PXm3Wu9lvIP8B3eS658Qm1ssG+C3ooBBTsiactaOeefeVdwjDi08GY6oHDiO7wK9QsJLQG9g58vf/JbX2EbLJ9W3OO8XaMsscB4k5aah32W+HeVV16sacdbM0qUqstKM39HLZjU3Oti1Zeo+joYiHUrSMOmcPaA7AO/4d66ajY2OMMaMAcgF5pYIKWnjpqeNsUUY3WMbyaO4KqqKrVlUlqZe0qUaUdKKVRNHTU755nYYwZJWvL/dp7lUOecthbwYwHsysnrK6ekz+gwvBijOJCDzd/p/NReocBwyuSpPoXNnbpLW+ZjbtMxkbvJQqseJZ3OV7qu69DG7yWv7fqBn6QnY9/cuWTL6hDCM9eIh6Pv8FDquJrK6ZmOrwc33gH81mbpeYjQv6xKwd1m3K97Paaxgd5hoysIoO0yj3dN9cv8A2eHwRkYwqfocfckcwKqdMFIjxxJNJauvOnnMbS1hdTg9aCXrMPu7PctyWO8WTXFnex8Lelb+vpnetGftA9o8Vzt0o8FeWPUFXYbpFcqN+7LH8HjtafBSRfiTU6ritL3XgTHWljmsle5hd0lPIfqnn8D4qF1z8ArcWoK+j1ZottfR+rIzfY3tY8c2nxBWjq6p3wVV3Vsqc8rkzy/FuEq0qa6e8JfbyJ39HW2uum1yglIzHRMkqXnu3W4H/E5q68WhfoiWB0Vsu2pJwc1DxSQE8Oq3rPI8yWj+Fb6VlYw00U/Hc9RwOg6Vom+u4REXYW4REQBERAEREAREQBeeDQSXcB3lel4lZ0kUkefXBHlwQEc1HXyuzEw7kPEHjz81hVlLhFvdJFJ1AT35x3fgsOOpJuPWsjZGu9sGk33/AEtXW+nIBljLo290jclmPDeAHvXI9oe9jtx/Vc04c3uI5hdxa4o6yp03XQ0D3NqnQu6Ld4HPPAPYVw7dWVNNfZ+mZLE6SVz3b+M5zxzg88rSOxLUqSnjV0MpMN6P3KO143X+9SCJ2/GsLdGdYqVEB0B9Au47mvL3bT/1i2dL72StH4PXZC4H+htchR7ebZTbzc1dPUU5Gf8ADLx/yLvhAEREAREQBYrU1gtmorVJbrrTNmieOftMPe09hWVRAcl7Tdl140i+aeGJ1wtDgd2oY3HRjuf9jlx9k54HsWvdz2H7zv3XcHjy+0u9JGMkY5j2te1wLXNcMgjtBC1JrvYnaLiJKnTu7bp3O3zAeMLj4D2fcrG3vcbVPqV1eyzvA5kczLc8XtHBrxzHcCElhiYz67fe7/DPD3u44PkpffdIXyw1/Q3Kilp5RndkIJDvuu7fflYWG38C4NBPInkT544fJWEKsZfC9itlDRtJbmOjLsjo2RxeLW5PxKvYYJ5AN6WQ8OW9wV5BQY9nHkOHwWRpKNvLj7xkrEpm8EYyK2Hd3t08FcPtbGs3S3lxUipaNnMl2OR6/Z2KvNRxiPBc/PI9c8u1Qd4T90QuooHNAIzjPIFY6pikbnrOIA9U8QpnVUxOcFxPicjyWIqaN29wj3T3hv8AvClhMilDBF5Y2vO9Kzek/d4Y8+xWzoN1xdv77uTnOGN1SJ1udvYyc/DK+Mtjt7AY4t9oY7PFSkRGJ7dDPIDPEyQjtK+2zT0b7lCyjpZZJicRNBLz/CO9bd0psi1Nf2Nm9HbQU55SVILc+IGM4+C3vs62a2LSEbZo421dxx1qp7cHj9keyFz1L9U01HmdVG0nPd7I1fsm2GPd0N31e0Mjzvst+OJ7jIf/AHV0DRU0FJTtp6aJsUTBhrGjACqr6qirVlUlmRa06UaaxELH32sNBa5pwevjDPM/y5+5ZBRHX9Sd+npQ4Y9d488gfgVDJ4R00Ia6iRGSe1YO/wBTuROCzEj9yNQLWty3I3rjkz0VGGWQPW91e98m51t1pO7344rTdFfiyole+T61ziZPNbPEnSOlqzxzlrVqvWOmKc101bbSzrnedE4kY8iOxaJZOK642re4dJLKWPqZ2z3cXCr6aZ59Dpjvy/vkcQweJPyXmpvL6iqknc47z3FzuPeoDJX19NG2mmhdFE31Wt9X5cF9iu3iFLGBQ391UvJ6nyXJE+ZdD9tV2XQ49ZQSO6fvKvHdP3lnQV3dE1N2cOTla1V1fJwL1GRcHP4Bypz3GOEZe5ZSHdG6Niepwyqq9OyPO69npMXHuw135FYXVEb4do0VgpozJNcXfUMHNzjyHv4qC7G/0vddq9tda6Weoc4OjLIm72IyOPJdP7GNj2pqza/LtN1xRMtcVHllotrpA+UcC1skm6SG4BLsZzvHw45qUVUWGTV7RV6PdyN96EsMGmNI22xwgYpYQ2Rw9qQ8Xu97iSs4gRdCSSwjthFQiox5IIiLJsEREAREQBERAEREAREQGOu1EJ29K0dZvMfa/wB/77FGaiHf+831VN1hbxb8Hp4mjB5gd6xgymRb14+9cv8A0i9nlZR3Wo1FaaKqqKR7DNKIhvCEt4v4dgI4/FdV1DP71n8Sw136F8a15G5xpsv0rftZUnpdAxtNb87vTy83454C2c/ZvT2inc95ZK8D1iFtq30rfTHspmMd9rcWQr7LU1O79QNzeG8uaeZPcvLSpQpQTwkYH6OGx3QFiujtaQTOuWpXl8obMQBQB+QQyMduMjeOTx4YXQS0HYtYaU2b6iqmXqqqXTSwAOdDEXNjBOese84HBbX0rrrSWpoWS2S/0dSZThkRfuSn/u3Yd8l0wexR1WpTcl1JKiItyMIiIAiIgCIiApVNPT1MRhqYI5o3c2SNDgfcVCr/ALLdM3Rz5oIX0M7vaiOW/wCU/lhTpFtGUovMXg1lCMlho0jXbH7tThzqOspqvB6oI3D8+CxEugNRQOw+2TcCclmHD5LoVFMrmoc/sdPoc1VWjLu9xa6nrmEfZid/JVKjRtVPTxh0Ned3/Dd/JdIosOvnmjb2fHJnOkWiLru7kVvqznllhV9TbMb9Ug5o+gBH944AfBb9Rbe1zXI19kh1ZqWzbHINzeuleWuPs047PM/yU4sGi9N2U71HbIjKDnpJRvuz3jPL3KRIop1Zz+JksKMIfCgiIoyUItfbTtremdBxPFfDc6+paP1NFRveB96Q4Y33nPgo3s1+kboHWV0jtL5Kqy18rt2FleGiOVx7GyNJGezDsZ7EBuCeSOnhfNId1jBkrXF8r3XG5yT7u60dVvHiApPrur6K3MpmOAMzsnt4Ds+J+ShiiqS6FlZUljWy0us25GtO66r3zVHozOs5zt1bI1XWdDTvWoDWxyXmWsk4thOY/vdi5JMvbeGEfdTUUdBb4oonYdGzr+J7T8Vre6TB73ZUj1ZqAPuFHEDnpZeid5O4KDTVXSOKzBZPI8Zto0rpuP8A63fr1MfXRtkeQQrOksc9zr4qKhpJaqqmduxQwsL3vPcAOa3nss+j3rDWT4rhemu07Zzx6Soj/rEzf3IuYB73Y8AV1fs02Z6Q0DRCLT1sYypc3EtbN16iXzeRwHg3A8F0xgzkp0n1OXdlv0S71dWR1+tLi+xUzuIoqZwfUuHi45az/iPeAp4fod6QD8s1ZqAN7nNhJ+O6umUUulHQoI0Zpb6LWzK0SNlrm3W+Pb2VtSAz/LGG/Nbft+nrHQWptporPQU9vZ6tNHTsbGP4cYWURMYMpJcjG2qxWW1PkfabRb6B0nrmmpmRF/nugZWRHkvqLJkIiIAiIgCIiAIiIAiIgCIiAIiID5jgeK8uAc3deMg8DnkvR7U4kdxQEavFM+kJI3ujdyPPP+q1/q6spqane/poov3XuwPj2LcM8Uc8To5mB7DzBWtdb7JxqGffp9QzUUJPGJ0Af8CHNWGjZMiOyp81TNdK9+7uOlZGxzXtcDgEniD4hbACx9k0nTaYo/0RbnOkjjJc6aQgGR7gMux2DIxhZRtNKODnsUTiS6tiP3/SWnr7/wCdbVBVO3g7edkOyORyDxWC/wDJLoXpHv8A0M5znetvVMn5HgtgMpsHJe5e+hjBPMrK2NHuYCwWig0vbXW6wU5oqZ7g4simeST45cSqDbndLLd23FrJJGcpYnvDd9naOJ59x71JaqSKGHfleyBv2nuDR8TwWu9Waz0lA98D9Q28zHk2KUPP/DlbGORvGhqIaukiqYHb8UjQ5jj2gquoxswnln0TQumimiwHBvSxuY5zd44OHAHl4KTrc0CIiAIiIAiIgCIiAIiIAiIgCIiALD6jvNJa4WxzSbr5PVAGT5rMKF7T7ZJPSQ3GIb3Q9WQDnjPA+XE/EIDxHeKCs6jKtrt72XkjPxWn9texTTWrKSevstPTWW/tyWywx7kNQfsysHAfeHEeKzW+r5l0mFMYnkvx6qybGu9lu1iSWyS6Y2iVjLde9ONFNJJVP608YOGHPtPGQCR6wwe0lbBs+pbJeaCSptFzp6yNhw8xOOWnuI5j3rQ30h7LVwT0u0Czxs9MoSIq0dGHNki5Nc4HgQCd0+BCiezPaRZ7fqiolmpmWumroRCWxPJjjfkHJzybnOPs5UE47ZLG0r5koS2RunaNdfq3sZ6zlidP7Gteantcl2t8lrgpZIy+k9JqXAzkHHstdujOeJWPrHvr6ievf+qh6rPFx5n4Lq3ZTGWbOLADzNDE/wCIz+ahpRUnuWnELidvSWjm2ch2b6NG1286mhnv89ntNLC7IeKnpQ3xa1mS4/e3V0lsr2G6L0J0dbHTuu14Z/1+tAJYe+Nnqs8+LvFbRRdSilyPMzbnLVLdhERbGAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICHamqquluMjILJd7gXAEGmhaW/FzgFjBVaqmLug0NXMOOdVcKaMH/I55WxEWMGcmuv0ftFnBayg0vQj2TLWz1BHubGwfNUH6F13XgtuG0NlFGfYtNoZCR/3kjnuWzETSjBqqLYTpCeXptQV+oNRzZzvXG5PcPgzdCmumtE6S071rJp22UD/ANpFTt6T/Pz+akCLOAEREAREQBERAEREAREQBERAEREAREQHzPwXiWOOaKSGVoc1zS1zewg9i9HODgcl94ZPDj3oDTGqbU+03eamfl0Wd6Jx9ppz/wCCxK2ttDtAuNmNTE3M1MN4YHNnb+Gfj3rVKyjKLGvoKasp6ijqYelpahjo5WO7WkYIXGe07S1RpDVVVaJCDCw79NJj9ZEfVd544HxBXbBWnvpFaVOo7LQTUbA6tpquODh2xyuDCPcSCtWjYoaMZUs2W2RlX+tdSB/8JJLc+O6QuztCs6LRVjj+zbqcf+zC5Sv8TaOiipIh1IWNjaPBowF1xp1nRWG3xfYpYm/BgXNb7tsuOKrTSpx/ehfoiLqKQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtX630lNQyPrrbD0lITlzGjjF8PZ/wBnvW0EQHP2+sX0PTVks3sR/wDMts7S7FbxSR1kVHHG90uJCwbu9kczjy+agFZAyOnIjAAB71DVqY2LOxt9clUb5Gt9VN35AzvcB811/BH0cEbPstA+S5OrIPSdRW+m/a1kLPjIB+a60HIeS0tup0cZe8F6/wAH1ERdJSBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBhtZwdPpurGeLQH58Acn5ZWpK79Q/zUg+k1rXU2hdnhvOnrRRXFjpxT1jqneLYInggO3Wkc3brc57RwWoNmW1K361pZKGqphb7vG3edAH7zJG/aYeePAqCrHLLXh1aMU4MydkgE+03T8IHEXCN4/hId+S6gHILka4660/oXaRY7nfZJPR2VBMjYmb742Frm9IR3A8eHE9mV1bZ7lQ3e2U9xtlXDV0VTGJIZ4XhzHtPaCOYWaKwmY4tJOqkvAvERFMVYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBEVGonipoXTTvYxo5lxAHzQEV2wWSbU+z276apZoIaivibG2SZhcxvXByQOPIHHiuQ9oehqzZtUU1f0zYqyODcpaqndwleeDzgjIwO/vC6o1rqG02W2T33UIp6eliI3Z94uccnqhoAzk9gH8yuK9rev6zWF8dUzySmnjyylicQTHHk4BI5u7ytWjaLaeUQG7TT11ZLPWVE08sjutJI7JJ81tD6M22C97N9UUthrOluGmLjUtikpQS51M95wJIh2HJG83t49vFa3s1tuV3ukVBbaOesrJvUiiblx/kPHkujNl2yKHTIZeb70VXe8ZijZxipDjjg+0/97kOzvWcYMHX0ErJoGTRPa+N7Q5rgeBB7VUCiWyySu/ouIq1hDIpnMp3H2mcPwJI93gpasmAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgMbqS9W7T1jrL1d6ltNRUkZklkcCcDy7STgAeK4k247Ub9tSq3UdPRVFPpumfvQ0m5nfI5SSnkXdw5N5DJyV1b9Ie03G97FtTWy000lVXTUzTDDGMueWyNcQB2nAPBcY6J0VtArad1HFpK7tGMF1VCaeNvm6TCAh9wvd2ltNNZ5a6rko6Pe9GppJHOZBnnug8lIdmWzK+60mbVA+g2prsPr5W5B72xjm93yHaVtzRWwWjp6ptz1jWR18rSSLfTEiBv338C/wAhgea3RZrXNUuZQ2+mayONu61rGbrGNHADgMABDKIxoLRVh0fbvQ7FRhj5GgT1Mp3p6j7zuwfujAWydPaVMxbU3NpjjB6sIOHO8+4eHPyWdsOn6W2hsj8TVWOMhHL7o7PPmsygyU4Y2xsbFGxrI2ABrQMcByCqceeefgg5nyX1DAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQFOSNssb43gFrxhw7woJVWS509wfHDTzTRB2WPHHI7PI+an6ICI0GmamY71Y4QMz6rSHPPw4D5qSUNHTUMHQ00W40cTxyT5ntV0iABERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAf/9k=" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">Les hubs urbains redeviennent stratégiques</h2>
      <p>En 2026, la <strong>logistique du dernier kilomètre</strong> change d'échelle&nbsp;: les hubs urbains, la mutualisation des flux et la cyclo-logistique gagnent du terrain pour absorber les contraintes des villes et réduire les coûts.</p>
      <p>L'optimisation pilotée par la donnée peut déjà permettre jusqu'à <strong>25 % d'économie de kilomètres</strong> sur certains bassins logistiques. Pour les e-commerçants, l'enjeu n'est plus seulement de livrer, mais de <strong>livrer mieux</strong>, dans un cadre plus contraint et plus durable.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">25%</span><span class="m">D'économie de kilomètres</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>peut être atteinte sur certains bassins logistiques grâce à une <strong>meilleure orchestration des flux</strong>.</p>
        </div>
      </div>
      <div class="src">★ Source · Woopit.fr</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">La ville impose une nouvelle logistique</h2>
      <p>Les marques qui veulent rester compétitives devront <strong>mieux mutualiser leurs flux</strong> et s'appuyer sur des partenaires capables de piloter une <strong>logistique e-commerce</strong> plus locale et plus flexible.</p>
      <p>À l'avenir, la performance passera autant par l'implantation urbaine, au plus près des clients, via des <strong>plateformes logistiques</strong> de proximité, que par la qualité de l'exécution terrain.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Pourquoi les hubs urbains redeviennent-ils stratégiques ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Parce qu'ils rapprochent le stock des clients et permettent d'absorber les contraintes des villes (réglementation, congestion) tout en réduisant les coûts du dernier kilomètre.</p></div>
        </details>
        <details class="qa">
          <summary><span>Combien peut-on économiser en optimisant les flux ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Jusqu'à 25 % de kilomètres en moins sur certains bassins logistiques grâce à une meilleure orchestration des flux (source&nbsp;: Woopit.fr).</p></div>
        </details>
        <details class="qa">
          <summary><span>Qu'est-ce que la cyclo-logistique ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>La livraison du dernier kilomètre à vélo ou vélo-cargo, particulièrement adaptée aux centres-villes denses et aux zones à faibles émissions.</p></div>
        </details>
        <details class="qa">
          <summary><span>Comment un e-commerçant peut-il s'adapter ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>En mutualisant ses flux et en s'appuyant sur des plateformes logistiques de proximité, pour piloter une logistique e-commerce plus locale, plus flexible et plus durable.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
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  </section>

</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/le-dernier-kilometre-les-hubs-urbains-font-la-course-pour-le-commerce/">Le dernier kilomètre : les hubs urbains font la course pour l&rsquo;e-commerce</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Des colis endommagés : 2,3 Md€ perdus en logistique e-commerce</title>
		<link>https://www.futurlog.com/blog/des-colis-endommages-23-mde-perdus-en-logistique-e-commerce/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 09:01:00 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22762</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce Les colis endommagés plombent l&#8217;e-commerce français Selon une étude DS Smith, les colis endommagés ont coûté 2,3 milliards d&#8217;euros aux e-commerçants français en 2025. 22 % des consommateurs déclarent avoir reçu au moins un produit endommagé au cours des 12 derniers mois. Cela représente en moyenne 76,50 € de [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/des-colis-endommages-23-mde-perdus-en-logistique-e-commerce/">Des colis endommagés : 2,3 Md€ perdus en logistique e-commerce</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <h1 class="gt">Actu de<br>la semaine</h1>
      <div class="pill">Spécial logistique e-commerce</div>
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" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">Les colis endommagés plombent l'e-commerce français</h2>
      <p>Selon une <strong>étude DS Smith</strong>, les colis endommagés ont coûté <strong>2,3 milliards d'euros</strong> aux e-commerçants français en 2025. <strong>22 %</strong> des consommateurs déclarent avoir reçu au moins un produit endommagé au cours des 12 derniers mois.</p>
      <p>Cela représente en moyenne <strong>76,50 € de perte</strong> par incident, un montant qui inclut les coûts logistiques, les remboursements et la gestion du service client.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">60%</span><span class="m">Des consommateurs français</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>cesseraient totalement d'acheter auprès d'un e-commerçant après <strong>plusieurs livraisons endommagées</strong>.</p>
        </div>
      </div>
      <div class="src">★ Source · Étude DS Smith</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Quand un colis abîmé détruit la confiance client</h2>
      <p>Au-delà du coût financier, un colis endommagé a un impact <strong>direct et durable sur la relation client</strong>. Face à ce constat, les e-commerçants doivent repenser toute leur chaîne d'emballage&nbsp;: choix des matériaux, tests de résistance aux chocs et adaptation du conditionnement à chaque type de produit.</p>
      <p>Ce n'est plus une question de détail, mais un véritable <strong>enjeu de fidélisation</strong>. Bien maîtrisée, la <strong>logistique e-commerce</strong>, souvent confiée via l'<strong>externalisation logistique</strong>, protège à la fois vos marges et la confiance de vos clients.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Combien coûtent les colis endommagés aux e-commerçants ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>2,3 milliards d'euros en 2025 pour les e-commerçants français, soit en moyenne 76,50 € de perte par incident, coûts logistiques, remboursements et service client inclus (source&nbsp;: étude DS Smith).</p></div>
        </details>
        <details class="qa">
          <summary><span>Quel est l'impact d'un colis abîmé sur la fidélité ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>60 % des consommateurs français cesseraient totalement d'acheter auprès d'un e-commerçant après plusieurs livraisons endommagées (source&nbsp;: étude DS Smith).</p></div>
        </details>
        <details class="qa">
          <summary><span>Comment réduire le taux de colis endommagés ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>En repensant toute la chaîne d'emballage : choix des matériaux, tests de résistance aux chocs et conditionnement adapté à chaque type de produit.</p></div>
        </details>
        <details class="qa">
          <summary><span>L'externalisation logistique aide-t-elle à régler le problème ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Oui. Une logistique e-commerce maîtrisée, souvent via l'externalisation logistique, professionnalise l'emballage et la manutention, ce qui limite la casse et protège la confiance client.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
    </div>
  </section>

</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/des-colis-endommages-23-mde-perdus-en-logistique-e-commerce/">Des colis endommagés : 2,3 Md€ perdus en logistique e-commerce</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>La livraison e-commerce, c&#8217;est le facteur n°1 de satisfaction</title>
		<link>https://www.futurlog.com/blog/la-livraison-e-commerce-cest-le-facteur-n1-de-satisfaction/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 09:00:37 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22757</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce La livraison pèse plus que jamais dans la satisfaction client La livraison est devenue l&#8217;élément central de la satisfaction client en e-commerce. Les consommateurs attendent aujourd&#8217;hui des délais fiables, rapides et surtout respectés. Face aux standards imposés par les grandes marketplaces, une expérience de livraison décevante peut rapidement impacter [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/la-livraison-e-commerce-cest-le-facteur-n1-de-satisfaction/">La livraison e-commerce, c&rsquo;est le facteur n°1 de satisfaction</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <h1 class="gt">Actu de<br>la semaine</h1>
      <div class="pill">Spécial logistique e-commerce</div>
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" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">La livraison pèse plus que jamais dans la satisfaction client</h2>
      <p>La livraison est devenue l'<strong>élément central de la satisfaction client</strong> en e-commerce. Les consommateurs attendent aujourd'hui des délais <strong>fiables, rapides et surtout respectés</strong>.</p>
      <p>Face aux standards imposés par les grandes marketplaces, une expérience de livraison décevante peut rapidement impacter la <strong>perception globale de la marque,</strong> et compromettre une relation client patiemment construite.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">72%</span><span class="m">Des consommateurs</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>abandonnent leur panier si les <strong>délais de livraison</strong> sont jugés trop longs ou pas assez clairs.</p>
        </div>
      </div>
      <div class="src">★ Source · Ecommerce Europe</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">La logistique au cœur de l'expérience client</h2>
      <p>La satisfaction client ne dépend plus uniquement du produit ou du prix&nbsp;: la qualité de la livraison joue un rôle déterminant dans la perception de la marque. Une <strong>logistique e-commerce</strong> bien pilotée permet de tenir ses promesses, de limiter les frictions et de transformer une simple commande en expérience client réussie.</p>
      <p>C'est précisément là qu'un <strong>prestataire logistique</strong> fait la différence&nbsp;: en sécurisant les délais et la fiabilité de livraison, il protège directement la satisfaction et la fidélité de vos clients.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Pourquoi la livraison est-elle si décisive en e-commerce ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Parce qu'elle est devenue l'élément central de la satisfaction client : les consommateurs attendent des délais fiables, rapides et respectés, sous peine de quitter la marque.</p></div>
        </details>
        <details class="qa">
          <summary><span>Quel est l'impact de délais trop longs ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>72&nbsp;% des consommateurs abandonnent leur panier si les délais de livraison sont jugés trop longs ou pas assez clairs (source&nbsp;: Ecommerce Europe).</p></div>
        </details>
        <details class="qa">
          <summary><span>La logistique influence-t-elle vraiment l'image de marque ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Oui. La qualité de la livraison conditionne directement la perception de la marque : une expérience décevante rejaillit sur l'ensemble de la relation client.</p></div>
        </details>
        <details class="qa">
          <summary><span>Comment sécuriser ses délais de livraison ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>En pilotant finement sa logistique e-commerce, souvent avec un prestataire logistique capable de garantir fiabilité, rapidité et transparence des délais.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
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  </section>

</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/la-livraison-e-commerce-cest-le-facteur-n1-de-satisfaction/">La livraison e-commerce, c&rsquo;est le facteur n°1 de satisfaction</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Investissement de 250 M€ d&#8217;Amazon : la logistique e-commerce change</title>
		<link>https://www.futurlog.com/blog/investissement-de-250-me-damazon-la-logistique-e-commerce-change/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 09:00:13 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22752</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce La logistique entre dans une nouvelle ère Amazon vient d&#8217;annoncer la construction d&#8217;un centre de distribution de 189 000 m² à Ensisheim, en Alsace : un investissement de plus de 250 millions d&#8217;euros, avec 2 000 emplois en CDI à la clé et une ouverture prévue fin 2027. Le [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/investissement-de-250-me-damazon-la-logistique-e-commerce-change/">Investissement de 250 M€ d&rsquo;Amazon : la logistique e-commerce change</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <div class="pill">Spécial logistique e-commerce</div>
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xZ/JZ6sm3MqyZUGUkrinBS36lhb1pUnlcuq8SOVdyZU0b3setR6rqbpZpTfbLIIbhTTxvikLQ4NO9jiDwI44IPZlbjv9oZVl09M4QVPtO9mTwcO/xWr9Q0r6gT0VXGI9x/1rRzODnHkuatcqnvU+37selsdFwmocuq/eZsTSNg09tb0TT6l0+I7Be93cr6NozA2YEtd1ebQSDjHDHYeawrNA6xtlxNPUWOpl7poG9JG7xyM49+FY/R8rarTFpdd4yXRVVymlMI4b0TnBpHvLchdT0FVBW0UVXTP34ZWh7HYxkFWFFQrx1cmUdxeXFjUlSzqim0s+RGdmum5bDbHy1jWtq5wN5uc9G0ch59/uUtRfV2xSisIo6tWVWbnLmwiIskYRFibje6ehfUPmcxlNTML55XuxugDJPuGT7ihlJvkQT6RG1GTZrp2int9PT1l0qqgblNNndMLeMjjg5HDDQePEhbGtM81VbKWqqKd1PNNC2R8JOSxxAJbnwXOem7dDtf2+yagqi+psen44pXjeDojNnehgHeAOu/vdwPDC6XWXgwgiIsAIqFZVU1JC6arnjhjHNz3YC19qbbBpe0mSGje+vljHHoh1Ae7Pf4Kajb1a7004t+hDWuKVBZqSS9TZC+Lna8bdbrUzFtuoxTx+JGQM+9RKs2ramncS+cFp9l0jiFcUuzl7U5pL5lRU7R2UOTb+R1o6RjPXkaM95XnpoScdKzPdvBcd1uv78X4M1O0Nb2M7feVaf05vs1PLv1EPVwf1eO3HYfFdMey1w1lyRA+0tHOFE7Sa5hHVcD5FelxbR7Q9RU0nVrHFntNBI+HHgVmaPbFq+1z7jqs1EYIIDj6zTxBz2ZC0n2WvIvCwySn2jtZrLyjrlFzxZfpCVMRjmu1rbPSPO658Jw9jvskcvHx+K2Vpfa5oe/RsMV3jo5Hu3Qyr+r63dk8M+eMqqr8Lu7dZnB4+v4LOhxC2r/BNE8BGV9VOGRksTZYntkY4Za4HgR4L3vcuBXAdp9REQBERAEREAReXubG1z3HAA4rhzaj9JHXVz1NVDTFf+ibPFIRTRxxAySNB4Oe48cnu7FrKajzIa1ZUsZ6ncqLinQe33XF03qSa+OiuDBncfFG9swHMt3gcHvHwU5pttetmevLQy/fp2j8MKL2iPUqqvHrejPRUjJP0X9m8Npero9L2f6gCS4VAIp4+7vefAd3afeueayaatqX1VU9808jt573HiTlWeotX3TUF0dcrj0UkxaG4a0gNA7B3DwXyluVO9n1mIvwUNSpqZ5PivEpX1XbaK5L+fUuxH1FbTt6pV+fUKsqk4BUZWqBfaFtQuuraSJ/6qA9NL5N5D44W5KhRDZHbRDaKq6SDD6t24z7jCfzz8FLZ10UY4WT6F2ftO4tFJ85b/wBf38zE1T5KecSwyFkjHdVzTxHvU60LqiO9xvpKkhlwgGXjGOkby3h+f+qgVx5u8z+JWAFzqbPeqe6UznGSF4cW8t8Z4tPmMhdGcF21k6ERUaSeOppoqmJ2Y5WB7T3gjIVZZIwiIgCIiAIiIAvEj2xQulecNaCSvaxmoakw0fRsPXeeXgP9hYbwsmUsvBHamUzzyPIy7e/meHvKx1S/dB5cOfFXEp3WZzy8+CxFfK9wdHBG5788A0ccrhnJs7IRMLfqlW9mqg+DOVk6TTUtQ4zXOUhv7KM8feez3L7cqajttH0NFTsiHhx+Z4qHDOmLWMItZ372eK1jrF4/pHXfw/8AKFOxUukGSVqnUNex9fcKz2d959wBA+QVdxF+4o+LL/s/BuvKXl/JktmlZv6Igh/Y1c8PwOf/AH1vPYvqHL5dPVMh45lpd7u5ub+fxXOuy9lT/Qyg3IZXOqJqiq6rSeDpN0fKNTu3R36hr6W4UFDK2ogka9m/1AfA57DhdttPRJFfxKk69WbXVt/dnUCoVdXTUjN+pmbGDyyeJ8hzKwjNXWySniAkLKmVoIhcMkOxkjI4EjB+CwdxlfUPdNO8ve7iPAdytJVUuRQRoSz7ywSulv1oqZhHFWsD3HAa8FmT4ZAysmtVVFIanqMWQ0Nq2SOeqtVwM88FKMRVIjcQCObN4gB48RkDGM8lrCtl4ZtK3eMx3J3caplFRyVMh4NHAd57AuZ/pTa+faNLDTlJI51bcGmarDRl3RZ6rcDtkcOP7o8VuDWuqKSmtNVeK9zobZQRGVw4bzz2AeJJDR4lcYGtuO0LaBW3R/SzXF9SzoY2ervOO7uDwaCGhSKaScvAmo2zk1Se2efkibbBNSX7SmlK5tBWtj/SDmyzOAJLX9pAPAHGBnnjClVFrHV93dWVNtuF6q2UX9pkgllcyE/vOHAcO9YPUWn6rTlRcrC0h9TBvgvAwHPI4EfJbo2T6p0tpLYNYJ4XxyyvgLXU0eOknqd49KD472ck8hhclvSqXVTQs56JHsL25teD2MK6pqWrGW/DH9bIg1h2v6j0/UsrLnVS3S1McBVwzdaRkeeL43c94dziQcdnNTbWm2dm66LS8THRkcK+oGGO4Z6jTxd2Y7FobWFbTvoLrUMhjgglEhZG05awOPBoPcFiaWsIttLGBwjha0/DB4lei7LWMbyrNV91HHoeT/8AkZxsaFGraR0OeU0lh4SX08+vmTHU+pbnqObpLxdp6hjG8GMHDh28cDJ8lgpJqb9i7db6rXS8B8FjumZ+p6aLvd1s8e7gP98Ve07KZ8jd+Zzvadus7Bx7Svo9OjTow0xWEui/0fFqrqyqZnzfPP8As+yVLWBrWwU44Bzupnn557F5iqJHTRsG40FwHVjaOGfLuXlz4eJc2U5HHrAfkvsToA9/1Jy2MkF0h7vBSr4XtuRw96a97CKUlZUdIT0r/WzyHikdZUdHMOlf+rJ5jvC+OfFxPQM/zu/mvkT4vrR0DP1Txzd3eazKMdPw/gzGUs/Hz9Sgamcu4vB7eLQfxC9SzukpI3bsZ6N25xjbyIyOz7y+PfCD/ZQM9zyvsToDFNH0LuMZcMSdrePaPNZljnp5G1KUuWvn6lO3VzaOsbN6LE7dcN5uHYODniM458Vn5NV0vSPhuVipZ2u9tjQN9p4g4x3YKjQ9G/xW/Ar7OyGaj/XdaF2Osw+qTw5dx/FRV7alUacl+TpoV6kU0mvsbU0bq2ttm5V6SuEkFOH5mts/CP3cwCe8cPIrfGitf2vUDI6eoY631zuHQykYe7913I+XNcm6EpKttZ0ElNO+gqB1Z4R+qcOTwe/KkV3usNi+pvD5ZZXNJY6KItEoHLHYHdq8lxPhkKtXRS3l9/njn89z0dhxGpSjmfw/g7CRaO2d7UamhkprdfJHVdvma0wVjv1jAeW93js7x5LdVFVU9ZTMqKaVskbxwc05C8pVoypSxI9NRrwrR1RK6IiiJgiIgKNbTsqqSWnf6sjHMPkV+du0rZRrHRt6qKWtsdZNSMe4Q10ELnwyszwdvNGB5HiF+jCLSdNTIa1FVVuflWGVFHVNlYZIJo3ZYckEEdoWwdO66pamJsN3hkhqR600UZdG/wASB6p8uC/Qyalp5STLTxP8XMBXh0dHRwPm6OGJsYLnODQ3koXbp9SuuOD07hYmzishrSHOBYCARvNI/EL4KqlH/Wov/SBT6imtupLO+821zpKWeR4jJYW5LTgkZ5juK19qLTNqumoqXT3TQsutZG6SCJzTkgAniQMA4Bx5LmcWpacE0uwds4d5G4aXnH/aK8V2pab1LhA393pm4VSTU1of/abnRQfae6Ybo8T3BetNbH6SmqSLlT8WeyVMf6G2GGndD6DD6uPUC2XMzHsFST964b9I/wCzaVifbf0FSMtVTBVUccTWMlge17Dgc8g44r5UP8Vwxc5tU7M9aVVNarrXWp++TA+B5EdRHngS09R3DmCFtHQ/0iqtrWUutbX0rSMGvt7MEeL4c8f4T7l1x5Fo6fdvR4G/Lg/i7j2n8Soxfu37xVxaNS2TUVv9OslygrYDxLo3cWnuc3m0+BWMu8mXHJytmbJHQOz6UzaJtLnf/dmt+HD8lnlgdnsRi0VaWkYzTNf/AJuP5rPLdEIREQBERAEREAUX1HOZK0saTiPwzn/fH4KTOc1jC5zgAOZUDqKpkk8kmc7zifmoqrwiWkss+OYH816jYGDgqJqG9i8+lN7VynQsl1lRDV024CpFJVtUJ1vU81rLkSUluZC7UENe+0UD3ytpYYjVPYx7m9I8YDQSDkjJJx24CqU+nrNCDuWyiZ/3LfzUHvetWUEdDWdZ3RsME7W8SM4LTjzHzWOqNrNFR9H00FX9Y9sbfq+bicAKNSj/AOi3taVRw9w2xFTxxx7jGxsa0DAa0DvVrd3spre9+/u/vbuceOFBKfanbX1D6Z8dT0sbyxzejycg4PLgmoNeW59PFDM2uoXyZLJHRYbw55PLHFSOSZmEGpbmesb71cKT0+ijoat8MhbmJ3RvBxzBcMcj39qmNpnuMtsa+7QejVOT9WXAnd7CccMqNbOn+jaZg3+ib6QXT9RuBh/EZ7zjtUjlq2vYTvA8AsKRw3dTVNxS2Re078U88g9ZrD+BWK9NpmRtfvs3d0KxrLrJTNc6E9YjC1BqiC7XG47gr6yho9/L4G4eCO0McDkDzBwmoW+lZ1F/9ISS4aqt1rsOnbm6Sb0sSSW+CEyOqHAYact4jdycDlk5Wwvo17EhomBl+1AwPvLxmKnLg4U2ebnEcC/y4DxPLamiNJ2TTNpgittppqSodCwTyMjzI92BneceJ495V3qy+UunbJPcqog7g6jAeMj+xo/34rvo0ZPEeb6HBcXsUpOC0rq/I019JO0xUd/oL3E+Nr6yLopmA8d5nJ3fxbw/hWqpHwMie9jGtc5X+tdSXHVd9qLhWTgNA+qYD1GDk0N8/wCajdRU7lO57/Va3ed5BZ4zwytw2cW38az6Pqvx9T1vYjjVDjdlKnzdKWN+q5xf2aXoRTaJdHYhtkGDIfrHfl/NRaSuqGVEbJpnSyO4u7eAWB1DqCsr9QzzQv3S7A7z4D4KcaE0tuUxuVybLLM8gdY44c+XwXs+y1FW9niK96W7f4PB9uOJRur5uT9yGyXj4mS05TVEg6epJ4qSRYbG8g9m78T/ACyqzBFFHuxxRgeRP4r3vv8AR/X3ev7OByHh5r1zmfL5LXLU2We6TkDJz4KpHFMY5iGPPU+ye0hVCZjzkefeUY09HLkk+qPmSsSlIjhGOotnU8/7F/L7K9QU8/SH6l/qO9n90r45nPgOS+wM+sPAeo7/AJSsy1aXuaw061sWxglGSYpfgV6o45G1UWYZOt1fVPaCF4Lnbg5/BeWveHsdvkbrgefdxUstWlmkNOpM8Ub6aGoa+vpnTxe0xsu4fiphZ7Lp3UFHVMtTa6jnazDmyvLmgniPPiFEKh74p5mmR/VefxWV0pqaey1uXuDqWQjpm4GR+8PFcd3TrzpOdJ4l6/wd1vOnGeiXL0/kzmj7k+1VD9N3X6qVrs0zvZfnjjPzCzmprfT19t3ZtwNbyc7GGdocQeGM5+KqXe20F46OZ+6/o3iSCWPgcZyBntBWH15XT01LT0rHvhFW50TnAZ5jh5cSD7l55ONxcKVPZvd+vUtoxlTg4t58P4LTTFfHcqGW2zxwxVNN1QGHhnsc3wP8lPdmuvavTldHBUOdNbnHE8PHeaPtNHeOeO0Z7eekNMU90o7tT1lNSyOjJ3ZCGnG7281Pbgz6zpv2nHycOfz4+9c/FLSkqjjF5T39Dqs69Sms9TrugqqatpIqykmZPTzMD45GHIcD2hV1zhsi1/Npm5MtVyl3rJVvywk/2aQ88fuk4OPHPeujI3sljbJG8OY4ZBHaF5WtRlSlhnqaNaNWOpHtERREoREQBRraJV0jNOVNrqnkC5QyU2Gu3SWubh2D2HB4eJUlWuduL7ZT2qkqrxMYKNjjvTD+7OWgHPZ3e9aTeItnRaU1UrRiyIW+yUlNaYKGgpW0tJTRCGnhaODGjkFhLboGno9p8euzUyOrYqcQMh4dGOqWg55+0VmLPdbV0cdNTV8srneo2dpBPlkcVkJJ3cfU+C5ozaeUegqUozjofI+3KZznvc7d4qP1srcu5K5rJnFrs4WEq5ueVFKRLSpYNVfSNq4GaYp4Z2gvfUfV+BA7Fr7Zxs3uuspOpX01spcZbLUNc7PcABxW97vbbbe92juVHBVRb2WtlbnB7x4qY7PLJS2ts8lLGGta4xtGMcufzUlOq0sEVexp1JupUfTkcoarsOp9l+qGwvrPRqrc34KylcdydnhnmM82lbH2ObRanXGo6TS1fSdHd6g7sEsLCY5scTkewQMk9nAqy+mfeqN98s9nh3enpY5JH+AdgAfJSz/o7tEGe43rX9XGejgZ+jaEnte7DpXDyG43P7xXTF5KG4iqc3FHZVHC2mpYqePIZEwMbnuAwqy+L6pDlCIiAIiIAiIgMbqGo9HoHAcXP4AeHb/L3rV18rPQKvcf6ruLVONS1ImreiGC1nV5Z8/9+SwN4tVHdaN1JWx77Txa5pw5h7wewrlqvLOqksIiRvsfHrrz+n2fbCwGo9n9VTB77ffagsHsTxB3/EMLXFzGoaCo3Hu3m/awf5rmk8HXCKZub9Os+0FFtRXBtTISTnitfRV98f8A3sX8RIXunjvk1Rvzej7n3z/JR6sm6hgyuoY6eCg9Iaz+svcI2P7QM5OPd+K1/e2Ca72Gm+3dIT8HZUz1K9+KaKTd4ZPAqKxRGo2gaapv/wAxI/8AysJVdJ6rpLwPV2cVT4bKXjn+i5r7Pd9L6rqKC80pp6l0plYebZI3klr2ntBHwOQeIU3s1wgfT7lSyKVv2XtBHwK6X1zoPT+sbPHQ3em68DcU9TFhs0B72ux29xyFp6r+jxeoqki3arpTTgndMtK5sgHccEg/JXE7aSfunk6V9Bx97ZmIk1bTUw/XNWOk2hUv7ZqnFp+jdQENdftU19XxyWU0LYh8Xb34KZ2rYfs3oW5NhNXJ9uoqJHH4AgfJI2s+pHO7p9DSZ1ZBVs3o5CcqebKtF196u1PfLpTPgt0LukYJG4M7gcgAdrc8zyPIc+G17PonSVpkElv07a6eQcntpm7w95GVIVPTt9Ly2c07nKxFHkndaudNvN/fdbvEyGdopImuZCzPAN5GQ97ncQB2NHitm7cNV/0d0o6lpXH0+4kwQgc2j2nfA4965jr5H1Ne9z3FxJ3N4/Bez7N8Ocp+0z5Ll/P76nie0nEVGPsseb5/v70Psj2QxtYxm/vddzn954Dh5cfeVHdVUc1ZaKlkMzot4ey0cSezwHBZuofv1D9zyb5DgPkvm5/V2se9rd5xd1nceHAcBx716q6s7e5SVeCljlk8/wAL4rfcNqSlaVHDKw8dV5mtdnuiJIag3C5jJz1GfmtmsiDIGRsbgDP4/wCi8sYzIALjj3K6/gb6o7z2BIwhRgoQWyJ6lWrdTc6r3KIh55afiq3RZa0bpPM+rnt/0V01mO0j4D8F73AQ3iT1R2+JUcqr2EKEdLLP0Z49l3vGFSMLhE7gPWHtDuKvnxAZ4K3czEZ5esOzwK21PxNO6j4Fi+F+97H+cfzVOKJ/Tex6rvbH2T4qrLgFW0Z+u/hd/wApXT72l7nNGEda2KHQy+qA3/OCqMlPUHg2JzvLivkkh3SSMKpby3eLnHKg4nxH/j7WdzLfHTzexZ9neC/81xGnZwenVzfgkm2V6m21M08kgMYaT7RVhW0FTSNMsjG9H9prsj39ys7vf5orm+mge2KKHG+9zckuPsgcgs7p+vZcqdz/AF28WPb2eXlheKj2k4zTtleSpx7pvH7vn5n1N9h+zdW7nw6nWn38Vl7r/wDOM78iW7PqzprN0P7MM+Y/mCslfbXSXekENWHDcfvscw4IKimy+bcF1oN/+w1Zhj8WHLhnxGSFM3S5zxXRRvHXftENs7+h4TiHD3YXE7SbzpeM+JZyU7YXyxD1Wnh5HirWrANJLj2SHj3cD8ir6seDJG48nxjPmMhWrN0vLT6rgWH38Fg5+phJ2dNG6H7Xqfe7F0D9HrVzb1pr9EVczn19D1SHHi6P2SO/+Y8VoCTqfeb+IVfSN+qdKazp7jTlzmB43mdjmO7PNct1R7yGFzR22dfuqm/JnZSKystxgutsgr6Z2YpmBwHaMq9VGehCIiAKI7W7HSag0VV2+uifLA8ASNYcOwT2HvB3T7lLlZ3qB9RaqmGNu89zDut7zzCxJZWCWjN06ikujOb9L7N9PWS+RXaiZcZpKdv1Pps2+2FxGCWDhxPHyypNVvMfaqtwvVNAHMkkDXNJBBGCCOaiNy1HTyZIcSq51Io9VGLZf3Cs3GFR2pqi/JyrCtu5kyQTgqxkrXKLWnyJ4LBf+kFkm/lRDalty1hp2SO22q3W+kbJEd2dzHPcOzgCcZ81l31ju9ax2xsbc2UlDDE+puk02IIImF8jz4AcSpKUveSOa+bVFtczXFNHqLXesYKOPpblerrUNiZk8XvceGe4Dn4DK/ULZHoyh0Bs7s+lKEte2hgDZZQMdLKetI/3uJPlhaX+h9sDl0HD/TTV1O0alqoiympTg+gROHHP+K4cD9kcO1y6SVng8m228s+oiIYCIiAIiIAqNXL0FNJL2tGR4nsVZYbVM/R0bYWuAc85Oe0D/wAViTwsmYrLI4XF73OJyTklAvEeclfXHC5DqiWlfGJGuB7VDb3ZoZnOy0c1NpeJKxVaxpB4KKUSaEsGtaywwNJIYPgrB1vEfAAKd18TCDw7VhKmBu+eCi0k8ZGudU9S4RR/Zj/ElYrREHpe2bTsX2IpXfEhv5rI6yf/APWGX91jW/LP5r1sQpvS9uVI4g7tPBD443p2n8AVW2613eT1db/r4T8l9ztrs+CdidnwTsXqD54fRyRByRAERWV7r4bZaKq4VEgjip4nSOceQACylnZGG8LJztt3rZ63XomL2vgghIp2A8g04ye7Lz8lr2z0b6u6R00PWnkzu9bgDg8SVf6svbr5cK6uLTHG8sjYMn1QSRn8cLE2atmoKz06mP1sLct3uXMDj7iV9OsqE6Fmqa5pff8AWfMLqvCteOr0bz+/Qy39FtQPknYykLWQuI3t4MEmPs5OSran07e5g3ctlR/EAwcz3lV59c6hf/1mCL7sQ/NTHR96qLnb5Z61kbHte0dUYz1QVzXNxeW0Nc1HHlk6rajb1pOMG/sRj+h98Yzf6KB37rZhn+SsujfDO9j2brmu3d0rZjZ94cGPd7sfisZcrdTXJrnyQtZKSR0od1vlwIVdT4rJv/sX0LJWMYrMGQlN/Py/DP5rzeGPoLhLRve13R+1u8wRkHirPpyX/rHdn4BWcG5RUkR6VF4ZeFxKuLXa6y69SHdiia/ryvzujA4gDmTx5K2tVHWXeTcpt5sTXbr53Z3Y/Ad7vD4qdwQ09NHBSwsO5G0hp4n4ntJ5rkvLyVH3Ic/wb0qEZ7vka6vtrrrbUCOaE7p9WRvFrvf2HwWKZv8ATeo7t9n90ral1o6evopaWVo3H+03mD2EeK1TLR1kNdLTPhnc+Fzg5zWOI4A8c4xjtXXZXvfwam8NHPWtYxqLStixkD8kiN/+UpRucyXDmuGVTc53JrnKkZZGneMj+H7xU/GLGV9Y1KHVrb1W6+52dmOJx4TxSjdPknv/APV7P7Mtb/papuFa6roahjek4ua7vWX09RRWG1TCWcvwTLM8+A7PDCuKSo+qHWPxWG1TUdP6HZWv3XVkm9Ke6Jp63xPBfH1fXdahGyb93OyP0ZV4bYWNxU4rKPvY3fTGOa9cfu5nNnhfFa3XB4LZbnNJUPHc0kbo+CmkNQS3moHe7k622YTUgbljSG/IKz0RqqprKh9LWOfI8jeDsDh4cF7i1tXTtljlHY+B8RuJ3dzOvPnJ5Nrei1VRFDKyFxG67u71bz22tDDu0zzkZ7FI7fH0VFFHu+qwdveruigNVVxU7ecjw35rykuP19bjGKaz5/2ekj2boaIynKSeN+X9EVrNH6plnkmjslZJG47zeXI8e9YDUGnr5TdF6Taa6J26RuuiPIHgeHn8l08tfaym6a/Ss/Ytaz5ZP4qarxqrTjnSjmocDpVZY1Myn0d7/IdP1Nru8hpn0r29B07t3eYR2Z7jw9wW2Keqp6jIgnjkxz3HArnzeUC1Rea6n1RJPRVs1NLA0MD4ZCxwx4hVr4lrk244LqnwnTHSp8vI7GRcu6Z206ttTmR1skN1g5YnHXA+8MH3nK2dprbhpa4uEV0jqLVMTglzekj/AMzePyU8LqlPbODnq2Fams4yvI2oisbRd7ZdoDNbLhTVcf2oZQ7Hnjl71fLpTycjTWzIxqrQmmtSSGa40JFR+3heY3+/HA+8FQiu2E2Rwd+j71X0+eXTNbL+G6tvLD6o1HaNNWx9fdqno42jLWNaXPf2Ya0cSezzIUU6VN7yRKr6rQjnXhfY5h1npCu0xf32moPTdQPhlb6sjTnBGe3gQR4LG/oaf7C2jq2+VOrb6W1Fiktzbe0RgyShz3OfhxjcBwDmjdyASAXEZJBCtP0UfsfIKunTSk9PI9PaXDnQjKfNmv7FbqCC/UL7zGZLcKhnpIBI6m8M8Qc8srpXR2zrQml6t1w05pq20tXIMmrazpJnA/4jiXY961N/Raes39yHeb7TnYDR5k8ApZpLWMWl6BtqudaLjBAMRejxucYWj2N84Dsdg7B28l0W84wzqKfjl1b0oxlUqKPk3g20ixentQWm/UhqbXWMqGt4Pbyez7zTxCyi7U01lFRCcZxUovKYREWTYIiIAiIgCimpZjLXuj9lg3c9n+85UrWpdpepptMX5lIbFXXTp4emfLTzxtDSXOG7h5Hdn3qC4qxpwzLkdFrRnWnpgsszo5Ly9Qmn2gtf/wBlb43+KH/5i9ya9ib/ANnrz/7H/wCYuD2yh/kiw/426/wJVIzieusdVwzYO5NF/FkKJ1G02hZ/2fvfwi/+NY2o2qW7/wDArz/kj/8AjR3dHpIkjw26/wAGSGthr+P1MTvuvH5rC1DKzf8A7M75FYqTaXZX+vSXSL71OD+BXyPWthm/+0S378bh+S17+m+TM+w3MecH9DXN+qfSb1Wzfamd8jj8lMvoq26Go2o3C4SyDAkEUTQOJMcZJB978+5QGuqemqKib9pI53xcStwfRF0jd4pZ9TVMQhpHV1Q5u8/i/LAwYH5+5cXDY5r5PR8bapcP0ryR0wiIvSnz8IiIAtY/SNuIpdEtpMuHpMpzjua0n8cLZy0b9KKqf0lroxwa2CWVx83Mb/NWXB6Sq3tOL8fxuVvF6jp2VRrwx9djUuqqBlHR259Mz6qspon9XtcGYcfPJysDHuMin3+5vVb94czyCmMbH33Zu1kL/r7W5w3e0tABwf4Ty/dUFi5Tfd/94L6JZzcoOMucXj+n9D57VhGE1JdVlfvqfemf6kLOs5wDWs4uJPAAducra+krY602tsMoHpTg105znrbvIHuAwPcVFtm1oZJm91DOLXFtIPLg5/4ge9TZ8pLicniqXjF2pz7qPTmXHD7dwjql1K0kjgDnPxVuJuL+frHtVCWbA9cfxcFYGtY0vy/PWHq8exUeC0TMLtApzuR3KMcR1JfLsP5fBQ99WOry9VbAq5mVNNLC+F7mSNLXb2BwK1he4X0FZ6G9jt7d6rt7mCTg8l6DhtbVDQ+aOWrDdyNraT+p09RM+1Hvu83En81fGT61nvWKo3zR0sUOWDo42t5HuVTpJer1m+t3eCpJ+9Jy8TqjssGUD15e76t/3T+CtWuf+0P+UL04v6N/1h9U+yO5aGprO6WqV+oq6gtsDpehcXhree7wPDv5rBT8yp1S1Po20adj93embhrt3tLWkfgqutdOy3Co9MoooZZ3DdlaSW747Hd2V6mnf6JRhU5NLDKp2uYtrxZCWzxxlzHyNbutb+AUcbLUVt2muTw4NcdyHe4dQcB/NbFtulKmS4Oq61jIBC8ERh5cSQBz7AMq0vtieJnEMaAV5G54XbwvpXFN/Fvjwb5nvKnau7uOFw4fUSxHbPVpcs/LbzI1Uf1+1vpv3SrLZfCz+ldNTP8AWqJGsbu+ByfdgFZO+Q/o23thZN0U8jfVc3mMnuUs2W2KKkvdJPHH9YylfJM4knicAcDy5/JWFWsrewqOfVPH79ChtabrXMIeLRtVZjRsHS6gheOUQMnwGB8ysKr22V8tBFUinOJZmiPf+w3jnHivl0HpkmfSKkW4NI2NTVdLUyVDIZWu9HdiTwWs6+b0ivqJv2khd8Sriy3F9udUFpcRNC6M5PaRwPxVgpqlVVEjnt6LpNhajuk3pFwqJ/2jy74lbO1BN6NY6yb/AAiB5nh+a1S/t8/zUKO6LPiIiyblzQV1ZQTiekqJaeUcnxPLXD3hbC0zto1day2OrqIbpA3ALalvW9zgQfecrWiLenUlD4WRTowqfGsnSdl276eq6ZwrqCroaprMhvCSNx7t4cRx8FHXXZmo9QUVzqamOqa2ugkIa7IAD+DQByAJC0cqlPNNTyNmgmdE5vtNdgqaVzOaxIoOJdnIXk4SjUcdLzjmn++p1PdNPUzKiqrW1DIYnyOkm3+QccZOVgp7nQU5LKOn9KP7SUbrfc0cT71rzRmsNS3qKehutzkqaWFjSN/G852eAJHEjh2qQ9NuKSVdP4Vg8n2h49eWlxK0pTxpxl9d1n8F3c6yur2gVNQXRg8IwN1n+UcFgbgw4OW8uSyMM5fIQ08FbXNpHHAcFzz97c8FXnKtmbll+ZGKXUNfpLUEF6t7iXxO+sjI6srM9Zh8x8Dg9i6qtFfT3W1UlypHb8FVEyaM97XDP5rkTVP6o+/8St9/RouL67ZXSxSODjR1EtOD4ZDwPg9dPD6j1OB6jspdSzKi+XNepsxERWp7UIiIAiIgC1/tS0hW3gyXi33CGnlpqR/1UlOX9IWhzgAQ4Yzy7VsBFFWowrR0TWUTUK9ShPXTeGfnvHtN1RWf3tFS/wD7URd83Feqi+X+p9e93D+B7WfgFHNZ212m9eXqxyDdNFXywt8Wtcd0+8YKuqCpEjOZUMbG2hygvodMuJ3c3l1H8nj8Fleam7uB/wDpe5f+sOUZq629Rk4u9y/9O5TmqgbKw4UfuFAQ48FMqNJf+V9CL2yv/nL6si0mpdQw+peqv+J4P4r1HrfUTP8Ar0bvvRNVa42xj8jdCitXSVEMxjeBufaWvstF84r6EkeIXUfhqS+rJda9odzhu9HPWMiqaWKojkmgbGB0rA4FzM+IyPev0E2ObYtl+s7fS2zS9yprbUtaGx2ioYKeZnH1Wt9V/wDASvzct1pL1mI7I7Ckp0oU17iwRV7mtcb1Zt+p+rqL8/tnG2/afooMpm3c3q3Mx/VLmDLgdzZM74+OPBb80b9KnSFe1sOprTcrFORl0kY9Jh+LcP8A+FbnNg6FRRnSuvtGapIbp/Uttr5CP1McwEvvY7Dh8FJkAXO/0n6knU1PT7nBtuDwc9olP+q6IXOP0ooAzXFBMN7E1re04Ha1zirrs+s38Pn+GU/Hc+xSS8vyQHZzd20FwkgqjinqnNjeSeRIcAfLs96os0pWM1PUUErHtogHPdOOA6Mk4AP2uzwxlRuJ/wBXOz1nbofu+R7fceSu6jVN3mo46Oaq+qb1XOa3Di3lgnuwvdVqFV1Jyo4WVh/wzxVCcIwgqq5bo2pT1NN6P0NB0T4Ifq27ruqzHsqhJK4ycXn1T6oxyPeePaovs0fuWqvh/Z1P4tH8ln6mXJXlrmj3VVwznBeUqmuOcHmYgA8VZTTYkfjtwkkhyVZySdcZ7cqIkLgyHOOwjiFaVNHR1dS2aopmSyMbhjiOXFet7ByTwXwOaXg7wxx9pZ1aeTNi+a/h29iqNf6vP1v5q1bMzHtdnsqq2ZnV9b1vs+a1Ml8xyt7tdKa3UzX1LJdyQlm81uccCePwXtkgx6rlb3OOOtoKimcHt32ENdujgccDz71tTUdXvcjDMJrtjH0dNfqN/wBbG5u69va08Qfj+Kz1lucd0t0NWwkFw3Xt7nDmFArbcKampKmxXl8vo2/jg070TwezwzxUj0VQPtxm3Kxk9HM9hic1p495PcexWtzRjToaZPdcnjmjkg5a211JC9w3nHjxcfxKsbhHG8cVTq7rQUbA+srIoN5x3d92M8TyWv8AV2oKy679LRtdHRHsaRvSeJweXguW1s515eC8SWpU0LZGajfZLlfOpuy1VOxrWb3IjGcjsPNTrR1OGsqpy0DLmsaR4DJ+ZWotNQvfq71HfVuf8hurd2nWblqh/eBf8VTdqHG3oaIvOrH9l92ch3l3q/xT/ov19RF4A96eUREBHNoNSI7LHAPWlk+QWvVLNotTv10FN+ziz7yomtkbpBERZN0gi9LIXSz1ltp4JqmHdZMwPa5rgcZ4gHHIojbSY7CYXrCYWDGDO6RrhSQzknrSPHyGFJ47oZGZLiVoun1TuXSdm/1WykN9xwpjZb/0rAd88lq20fCeOxqVb6tWfWTx6LZfY2ha6sF2cq9uUmWhRfTlT0xUirz9UFvTfulDHaDRC9VfqT7/AMSt1fRPGdm1Wf8A9Uk//rjWjdWv+qPv/Erfn0Woei2WNcTxlrZX/wDK38l1WG9X5Hpey8c3LfgmbVREVye+CIiAIiIAiIgOQPpw6FnoNQUm0ChizS1wZSV5A9SZoIY8+DmAN82eK57tdxMZHHeA58F+l2qrDatTafrbFeaRtVQVkZimjPaOYIPYQcEHsIBX56bbNmN72WaoNFWtkq7VUOLrfcAOEzM+q7ukHa33jgUBUpanpOIPBVpYWTDnxUOttzcwgZOFJqCtbI0Ec0BY3G3lucBYCvoN7OQp07dmzkLH19va5pwAhsQ62uFHPuPHVJ5qX0kdPNCHsIOVg6+3ubngrelqKiiPB2W9yGSSyUMR9lUJLa3B6qtqK+xzyiI+usrJXDovVKAjddTGAh8R3HjkQtrbF/pG6n0bdKe26rq6m+6fc8MkMx36mlb9pjzxcB9hxPLhhatuNQJHkclHq7rDiMDvQ1P1WtdfSXO2U1yoJ2VFJVRNlhmZyexwyCPMFaS+lfH6PNpy5EgNDpon57ur+Rcfcsx9Dqqqan6P1h9IO90b6iKI/uNneAPdxHuCuPpP2p1w2delsaXvoZ2ycBnAPAqz4LUVO+puXJvH1WP5K/ilJ1LScV4Z+m/8HLOTBW9FIcEEsf5cifzVjUZY5zHDDs4Ph2K6r5DKyKcAkyRgOx9ocD+A+Kt657Q9shIcZGh5A9UHk7Pecg8F9R1cvM+eQpas+RO9m2/+jq6p9maSP4huD81m6iZnsdf7v81h9FQ7mmKV7/74uk3eQw53Dh5AfFZKR68Zdy115vz/AAehpLTFIoSyyOaXYaMjPPP4K1eXjj0jxg54cPwVR78Nxx4EqgXbzcYzkYXMSFRsY3ie8qo1oBHmqUTiQPJVSDuk+CyC5aeXmvRP1Y81Saer8F7cep7gVqbF3G7h8Eefqn+RVKM8Pgvr3fVP8itUCO6x09+kC+voQG1WCXM7JP5FYrZvXvhuFVQTbzeqZGtd2Obz+X4KbZWHuNqjFZLd4IHOqmQvbje3RJkY4nsKsoXblQlRn8mc/dpS1IxmvqGSosMT4GGSWB4dutbk4PA/kteU7P65Gx/suy73cT+C2Q7U9HTER3OKa3VB9l7S4eYcOYXi6W223ej9MZ1up1JWdodw9/AlddvdytqeicdvE0cNUs5IvpuN9tNJcayeXNa7o4oo+93aVvyJm5DGz7LQFpxlGYtVWyprcttNBuyDc48W8eIHE8QFOv8AykaJ9R+oaWN377XN/ELxPayq6k6eOqbf22+R7PsxGOmpNvqv5JYijMevtGP/AO09sP8A32Fcx6v0o/1NSWr/ANbZ/NeOxg9amZtFjItRWF/qXu2O/wD5bP5qrJeLWynlmZcqN+60u6tQw/mmDJr7VlT6Tf6x/wBmQsb5DgsSvc0hmnklJLt5xOQQV4WcEiQHMr20N3SSV4HDK8zhxgJaso3gSin0xUvo4pn1lAzpmB7Wl5Jwe/AWf09aZDTmkuVZTVMDcBu4CTj7Jz2LBW9oqLFTVVPoy29A5gG++qZvSubwLsE5HEFSHTUkrKNzH0NJb25z0UUjXnzJC6acEnkneVF4MPedIdHK6S2TAj9k8/gVHbpartTUFRJ+jaqR8bHFrY2b+SBwxhbOfOzHrhUJK2Fg/WBZdCLIcbM5P/Rt1pv7Zba6D7XSU7m/iFmLFWyRStAc53D1SF0h+lGZ/XO+KpSOt1QPrqall+/E0/itZ0tSwePueyPex92p9v8AZq/SF41fcLxDbrVSUVBHjLp52GR2PLOMrbLrBqSOh6V94oquT7D6PcH/AAlWtJHb6WUTU1LTQOAwDGwNWXh1G3ougqd0M/aN7PNbQopLDJ7DstZ0bZU61KMpb5ePp5mntU6mibdnWK6QPobgf1W87ejm4+y78iurvo505h2Q2fezl5mfxH+M9cT7YKGa+6+hZD6sMfWf2DLiefuXdWxKHodlOnmd9IH/AOZxd+antIRjU28P6PPU+G21hxOpTt+ST28N0TJERWRbhERAEREAREQBYPW2lLFrLTdTp/UdvjraCccWO4Fjhye082uHYQs4iA/PLbtsU1HsuuD6+HpbrpmV+IK9rOtD3MnA9V3YHeq7sweA13bbi5p3o34zxHdhfqVW0lNW0ktJV08VRTzMLJIpWBzHtPMEHgQuRtvP0XJ6N0+otmEbpYnOL57K53WZ3mBx5j9w8e4ngEBpO3XUPO6XZWXjmY/n81rzpamjqpKapjmgqIuEkUow5pWXt92kaR1icjhxQ2JRVUkcrchRy60e4SVIKKqbJH3q0vLN6LICAhNRvwyF7Oqr6iuzpY9yR2XqlXMBcchYSo34ahszPuu/JDGSQVMhcSQckqyqWExg889iUku+Mg5Hato/Rs0W/Wm161Uk0WaK3n06t7tyMghv8TyxpHcShg7d2OaddpPZbp6wSM3ZqWhZ07f8V2Xyf8Tis3qm2tvGnLhbHY/rNO+MZ7yDj5rJN9X3I1ZTaeUYaTWGfn/c4ZaKrrLS8bk9PI7h27vJwHjwB9xWL9enlh9prS9nw4j4DPuW1vpK6dmsm0WpusLGsgq3CePA4O4Yd/xZB+8FqWsf0NQ2aH1XdeP+R9+QvrFjXjc0I1l1X36ngbm37iq6fgbeo9xlqpGM/VtgjDfLdVKTtUe0fd43UYt0h3p4mh0DfaMXZnuLTw9wVxqC6m2RxTVQLYJHiN7ojxZkcHE8yF5erbyVZ01u/wAndF5RezFrc77w3wJ4/BURKPZje7x9VeS2Ng6m6ffnyXgOP++CgNy4a93Y1o95cqjXyY4SEeQAVm15zxIVRr/E/FMGcl1GHbuC4qqcFjgTzCs2vdkjKqtfnGVqNW5XiDO7sXrDOjdw7PzCoMeM+svu+Ojd1uz8wgKzndYqlO7MTx9otb88/kvDn8+K8TO4MHe5zvgP9UMIt7nRwVsXRVLd4d544+OVawU4t1tjo4H7zHyb3FoGAPLxKupZOZJIJ7Oas6+phge91TO2NsYDN5zgBkcXfMrf3pYguRjB9km/c+Dljb3DR1nRUdTDHK2NvWbKzPE8T+SsHantXpe7vmVjes+QDDQBy4nnk4HDvWAfqxrrqWvDfRy470ueOT2+WVM7GtPO3IlpzcXlHq46ItVS1zqR8tIcE9R2+3gM8j/Na+lppmfvrbElTC6na+F+903Heb9ns+J4+5RGus/o7Jqypc3oo3Z4cy0nkezOSq5cMtK2VNYfl+4La34tdU9lLK8yIhu568e75jCqRujweXwWxqOmZNb4oaxkU/V6zXtzgnjjjy/0WOuGkrXUZdTGakd4HeHwKo7jgsovNOWUXVv2hpcqsWvuR+33q40WOgqn7mPVd1h8CpJbdaSboFbR5/ei4fIrK0ewfaRXaYj1HZLdHdKOQncjhmDZiB2hjsZHkVr+9228WOtdRXq2VluqW/3VVC6N3wcFTytnHaSL2le06izE2bbr7bK07sdW0O+y/qn5rKeC0iKlZC3X6vo/7NWStb9l3EfAqF0X0OiNdG2o5qagp6p81igubpHDcc+dzejA5gAcDxSj13Jbad8NHpqOl3vabKT+Kg9u11KGhtfStfn2oj+RWao7zZK/hFVNjd9mTqn5ok4kir56mRrNe3qb1KQN/jUevGvbnTSNZNA7rN3uq9ZySmYteaqZ02opmfscM+AyfmVspldxS/qWtDXB75wSSi1/K/13St+8FmKLXJ/bfMqB0VEHLMUtp3//AAWHWSPMx7XV6bxKKf2JtHrMkev8yvX9J5J+pv8AzKjtFZYfsLLRUrImcAovaUYn26Sj7lLf1/0e5H9NJvrt/ZjF0GzjTkfaLZT/ADjC4fxhd36Ri6DStph/Z0MDPhG0Lp4fvOTKTgtaVzcVq8+b3fzbZlERFanpAiIgCIiAIiIAiIgCIiA1pth2KaJ2lwPlulGaK8buI7pSNDZhjkH9kjfB3uIXHm03YJrvZzM+uliZebCw/wDnGjb6g/xIz1mefFviv0OWL1baY77pa62WUAsrqOWnOe57S380B+cVlf8AVjjzKyNb1ouSw1CyWlq5aaYbskTyx47iDgrM5Lme5ARa4RgOcMdqxFVTCVkjMc8KQ3SLi4rFtAEoPegMfRENh3QM4HDHDC74+iJs/wD6I7Om3m4QGO7X3dqZQ4daOAD6pnhwJcfF2Oxc5fRT2VSa512653SnLtO2aYOnL/VqJRxZCO/sc7wGPaXe6A+oiIDX23bRLdYaNl9FhEl0ogZaUcjKMYfF/EOXc4NK4pna6mdJSOaTNv5pnP5Akc8HvGMZ9pfouuU/pXbPxb70NTUEQjoqx2JserHMSSSe5rj29jjnk449R2d4kqU/ZqnJ8vJ+Hz/eZTcVtNce9jzXM0Pb6yajrGvhfuytfvsc7sf2g57D2qTbQum9Doax/wCq9SWD7wyfwPwUQqP6zG/f6tVH1ZWu5vA4b3n3/HvU+tc1HqDS7fT/AGfq5W9u8Bwc3xxgr0t/JUZwrY2Wz+ZR01kraZm37DSdff3Y9ze7wCQD8MK//f8AVb9p3AfNYuy0rbXQupKaR+7vlzXy4LuPZ3D/AMV7f1iTK4vd+8qCs06kmuWSZIu+nhHrSb33Wkr0yqZjqRuP3nD8lYDLRk4QSHv+CjNsGRFU/wDZxj4r02ql+0wfwj+SxolPevQl8QhlIyfpMnH648z2DvPghqZOjP1x5jsHePBY4yHjx/3hfTIejPH2m/itTKzkyHpEn7Z3wH8lY3+7mgo31L9x/QxDquAGXOPAcPcvm+e9RfWv6UuEpp6WjcacSF2/vDjjgO3lhT2tOE6iU3t1NehZf0yuU1RvzdHE2PL3dAN3gOOOOfAe9R+ur3V7zJV1FU+RzieuRIB5clWfarmyn6H0KTekd4eqPHPf+Cx8tJPAd6sgljjbxecdncPEnh716CDoQeYNGUj3OxrKZkUUzHulPSObncO6PV4HvOT7gqNvayKvY+tjLadnXkJHsj+ZwPerOWR1RI5zsmR55NHuAHgOAC+yVD4GGliedwHMmeIc4dgHLA/Fay1aWurJYwRn6y8vuFyZS0W8GyvAe8d3aB3DAWdrIYamn9GmZvt3g53mOX+/NYLSdPGyN1fKzce/qRccgDtdjsUgHNefuJRjJQjyRukVgpRs20vU6x1dSWWEFsMh36iQf3cY4n38VF42ukcGtBc48ABzXW/0cNBnSmmH19wiDbpXOy89rGDk345Vbd1u7htzZ021HvZ78kbMtNBT2u2U9vpGFsFPGGMHgFRvlks99pDR3q1UVxp/2dVA2VvwcFkVQq6mCkhMtRIGMHE5VIXiz0IHNsR2US+toa0D7kZb+BVnL9H/AGQyc9FUo+5Uzt/B6kFbrqip3Ho6OeRjTzLgCfLmojtB2z/oaztl07pqtvNa7g6IlrBF4nBy73KPVBHT7PcJZ0s0X9KvRezXRlLR2LSOn2QX6qImlmNbK8U8I5Ddc4guefgAe8LT9i0DdKm2SXCrjd0e6SxvEOIHaBhTvT+t6aXVNxuGrtOXaO/XSpdM6sqos732YWkgBjQODQpC/aBEyTqabrHN+10sf81BJKW5wOdWnN95LHgvA0tQ0+oqA5i6eFv2X5I+BRtHVS1UkszXFzjk8At70W0Gxzf2y010H8LXfms7Rf0A1B1Oloeld7MrOjd8ThQO3zyZXXFKvcRw62ceJz/baJxkxhS622sAclt+fZNRdH01qnMTvsP6zT5HmFGrpp+rtNQYaunMZHq55HyPaq+tSqQ+JHkeJ0Lm33qR28VuiMR0IY3kqU8ADDwWdmjDWngFjKoAArmKmEzDGMvmZG3m8gfNd70kXQUsUP7Ngb8AuIdIUpr9cWWg5iWuhY7j2GQZXcZVvwxbSfoez7NRxGpL0/k+og5IrQ9OEREAREQBERAEREAREQBEWIvN8p6GlmfCPSJmNLgxvI4BPP3diGUsnBW3Kx1endsuoqSphbE2orn1dP0Y6pilcXtI+OD4rCQSO3VtX6W1HLX19s1W5rXOcTSVBaDjBy6P3esPetQW6YvasJ5JKtN05aWUrm3LCsC/g4KSXBuWFR6pGHe9ZIju/wCh7Vw1OxSiiiZG11NVTxSlgwXOLt/J7zh4GfBbiXNP0DLl0mmNR2lz8mnqopwM9j2ub/8A5hdLIAiIgCxeqLFb9RWSptNzhbLTTsLXAjOM9qyiInjkDhHa3s2u+iNSCGZzpKbe36SrAz0sQ9k972jh4jh3ZjGjLk6S5PhB6JkjctgPDoiBw3O8Y59q7115pW26v09PaLlECHcYpMcYn9jh+feOC471rs4q9I6ljdXtkj6J+9HUsBDJPPuI/wB8CvV2XGFXpOlX5pbFHdWLptyhyPEpa9ri1oyOJzy81QdIZHcMlzRxPf8A6r715ZQwYjm9bJOGkd4VF9U0vLaJvRuBwXuGHOP7vd5c1pqOLSezGWjMrmRA8i8gZ93aqXTU7DjefL9xu6Pif5K3Ld8lzh9Yeeebv9UxvDdIG95c0MFz04aOrTt/ieTw92EFVIeTYG/93nh7yrXeA7V7jaXjhHI/yblDfBcsqZ9312csfq29/kvRqZ939Z7TfYb4+C8x01Rgf1aXnhevRqjcH9Xd6381HqRnRI+MqpW9YmI7rS4ZY33fPCpsmkwGdHCQcZ4Y/P3pUQ1DI8Oglb1hnq54f7wrSoPRRHeyHScBkY4dv8lsY0H2oq4ZJjmF+6MNbuO7Ae4/FYbWUUdTbTBDIOkY4Pc1/DLuPAccZAJ+ayJIZHvj1nfq/Afa/krGempn9E+phbK5vWZvdn7x8PBSU56JqXgbJEE9Gqab+5f08nBm63O4O13Dt7vj3KvQWKrmeHzQ9G3PVa/t93PCmnqSb737r3ez2nz8F9k3PXm3Wu9lvIP8B3eS658Qm1ssG+C3ooBBTsiactaOeefeVdwjDi08GY6oHDiO7wK9QsJLQG9g58vf/JbX2EbLJ9W3OO8XaMsscB4k5aah32W+HeVV16sacdbM0qUqstKM39HLZjU3Oti1Zeo+joYiHUrSMOmcPaA7AO/4d66ajY2OMMaMAcgF5pYIKWnjpqeNsUUY3WMbyaO4KqqKrVlUlqZe0qUaUdKKVRNHTU755nYYwZJWvL/dp7lUOecthbwYwHsysnrK6ekz+gwvBijOJCDzd/p/NReocBwyuSpPoXNnbpLW+ZjbtMxkbvJQqseJZ3OV7qu69DG7yWv7fqBn6QnY9/cuWTL6hDCM9eIh6Pv8FDquJrK6ZmOrwc33gH81mbpeYjQv6xKwd1m3K97Paaxgd5hoysIoO0yj3dN9cv8A2eHwRkYwqfocfckcwKqdMFIjxxJNJauvOnnMbS1hdTg9aCXrMPu7PctyWO8WTXFnex8Lelb+vpnetGftA9o8Vzt0o8FeWPUFXYbpFcqN+7LH8HjtafBSRfiTU6ritL3XgTHWljmsle5hd0lPIfqnn8D4qF1z8ArcWoK+j1ZottfR+rIzfY3tY8c2nxBWjq6p3wVV3Vsqc8rkzy/FuEq0qa6e8JfbyJ39HW2uum1yglIzHRMkqXnu3W4H/E5q68WhfoiWB0Vsu2pJwc1DxSQE8Oq3rPI8yWj+Fb6VlYw00U/Hc9RwOg6Vom+u4REXYW4REQBERAEREAREQBeeDQSXcB3lel4lZ0kUkefXBHlwQEc1HXyuzEw7kPEHjz81hVlLhFvdJFJ1AT35x3fgsOOpJuPWsjZGu9sGk33/AEtXW+nIBljLo290jclmPDeAHvXI9oe9jtx/Vc04c3uI5hdxa4o6yp03XQ0D3NqnQu6Ld4HPPAPYVw7dWVNNfZ+mZLE6SVz3b+M5zxzg88rSOxLUqSnjV0MpMN6P3KO143X+9SCJ2/GsLdGdYqVEB0B9Au47mvL3bT/1i2dL72StH4PXZC4H+htchR7ebZTbzc1dPUU5Gf8ADLx/yLvhAEREAREQBYrU1gtmorVJbrrTNmieOftMPe09hWVRAcl7Tdl140i+aeGJ1wtDgd2oY3HRjuf9jlx9k54HsWvdz2H7zv3XcHjy+0u9JGMkY5j2te1wLXNcMgjtBC1JrvYnaLiJKnTu7bp3O3zAeMLj4D2fcrG3vcbVPqV1eyzvA5kczLc8XtHBrxzHcCElhiYz67fe7/DPD3u44PkpffdIXyw1/Q3Kilp5RndkIJDvuu7fflYWG38C4NBPInkT544fJWEKsZfC9itlDRtJbmOjLsjo2RxeLW5PxKvYYJ5AN6WQ8OW9wV5BQY9nHkOHwWRpKNvLj7xkrEpm8EYyK2Hd3t08FcPtbGs3S3lxUipaNnMl2OR6/Z2KvNRxiPBc/PI9c8u1Qd4T90QuooHNAIzjPIFY6pikbnrOIA9U8QpnVUxOcFxPicjyWIqaN29wj3T3hv8AvClhMilDBF5Y2vO9Kzek/d4Y8+xWzoN1xdv77uTnOGN1SJ1udvYyc/DK+Mtjt7AY4t9oY7PFSkRGJ7dDPIDPEyQjtK+2zT0b7lCyjpZZJicRNBLz/CO9bd0psi1Nf2Nm9HbQU55SVILc+IGM4+C3vs62a2LSEbZo421dxx1qp7cHj9keyFz1L9U01HmdVG0nPd7I1fsm2GPd0N31e0Mjzvst+OJ7jIf/AHV0DRU0FJTtp6aJsUTBhrGjACqr6qirVlUlmRa06UaaxELH32sNBa5pwevjDPM/y5+5ZBRHX9Sd+npQ4Y9d488gfgVDJ4R00Ia6iRGSe1YO/wBTuROCzEj9yNQLWty3I3rjkz0VGGWQPW91e98m51t1pO7344rTdFfiyole+T61ziZPNbPEnSOlqzxzlrVqvWOmKc101bbSzrnedE4kY8iOxaJZOK642re4dJLKWPqZ2z3cXCr6aZ59Dpjvy/vkcQweJPyXmpvL6iqknc47z3FzuPeoDJX19NG2mmhdFE31Wt9X5cF9iu3iFLGBQ391UvJ6nyXJE+ZdD9tV2XQ49ZQSO6fvKvHdP3lnQV3dE1N2cOTla1V1fJwL1GRcHP4Bypz3GOEZe5ZSHdG6Niepwyqq9OyPO69npMXHuw135FYXVEb4do0VgpozJNcXfUMHNzjyHv4qC7G/0vddq9tda6Weoc4OjLIm72IyOPJdP7GNj2pqza/LtN1xRMtcVHllotrpA+UcC1skm6SG4BLsZzvHw45qUVUWGTV7RV6PdyN96EsMGmNI22xwgYpYQ2Rw9qQ8Xu97iSs4gRdCSSwjthFQiox5IIiLJsEREAREQBERAEREAREQGOu1EJ29K0dZvMfa/wB/77FGaiHf+831VN1hbxb8Hp4mjB5gd6xgymRb14+9cv8A0i9nlZR3Wo1FaaKqqKR7DNKIhvCEt4v4dgI4/FdV1DP71n8Sw136F8a15G5xpsv0rftZUnpdAxtNb87vTy83454C2c/ZvT2inc95ZK8D1iFtq30rfTHspmMd9rcWQr7LU1O79QNzeG8uaeZPcvLSpQpQTwkYH6OGx3QFiujtaQTOuWpXl8obMQBQB+QQyMduMjeOTx4YXQS0HYtYaU2b6iqmXqqqXTSwAOdDEXNjBOese84HBbX0rrrSWpoWS2S/0dSZThkRfuSn/u3Yd8l0wexR1WpTcl1JKiItyMIiIAiIgCIiApVNPT1MRhqYI5o3c2SNDgfcVCr/ALLdM3Rz5oIX0M7vaiOW/wCU/lhTpFtGUovMXg1lCMlho0jXbH7tThzqOspqvB6oI3D8+CxEugNRQOw+2TcCclmHD5LoVFMrmoc/sdPoc1VWjLu9xa6nrmEfZid/JVKjRtVPTxh0Ned3/Dd/JdIosOvnmjb2fHJnOkWiLru7kVvqznllhV9TbMb9Ug5o+gBH944AfBb9Rbe1zXI19kh1ZqWzbHINzeuleWuPs047PM/yU4sGi9N2U71HbIjKDnpJRvuz3jPL3KRIop1Zz+JksKMIfCgiIoyUItfbTtremdBxPFfDc6+paP1NFRveB96Q4Y33nPgo3s1+kboHWV0jtL5Kqy18rt2FleGiOVx7GyNJGezDsZ7EBuCeSOnhfNId1jBkrXF8r3XG5yT7u60dVvHiApPrur6K3MpmOAMzsnt4Ds+J+ShiiqS6FlZUljWy0us25GtO66r3zVHozOs5zt1bI1XWdDTvWoDWxyXmWsk4thOY/vdi5JMvbeGEfdTUUdBb4oonYdGzr+J7T8Vre6TB73ZUj1ZqAPuFHEDnpZeid5O4KDTVXSOKzBZPI8Zto0rpuP8A63fr1MfXRtkeQQrOksc9zr4qKhpJaqqmduxQwsL3vPcAOa3nss+j3rDWT4rhemu07Zzx6Soj/rEzf3IuYB73Y8AV1fs02Z6Q0DRCLT1sYypc3EtbN16iXzeRwHg3A8F0xgzkp0n1OXdlv0S71dWR1+tLi+xUzuIoqZwfUuHi45az/iPeAp4fod6QD8s1ZqAN7nNhJ+O6umUUulHQoI0Zpb6LWzK0SNlrm3W+Pb2VtSAz/LGG/Nbft+nrHQWptporPQU9vZ6tNHTsbGP4cYWURMYMpJcjG2qxWW1PkfabRb6B0nrmmpmRF/nugZWRHkvqLJkIiIAiIgCIiAIiIAiIgCIiAIiID5jgeK8uAc3deMg8DnkvR7U4kdxQEavFM+kJI3ujdyPPP+q1/q6spqane/poov3XuwPj2LcM8Uc8To5mB7DzBWtdb7JxqGffp9QzUUJPGJ0Af8CHNWGjZMiOyp81TNdK9+7uOlZGxzXtcDgEniD4hbACx9k0nTaYo/0RbnOkjjJc6aQgGR7gMux2DIxhZRtNKODnsUTiS6tiP3/SWnr7/wCdbVBVO3g7edkOyORyDxWC/wDJLoXpHv8A0M5znetvVMn5HgtgMpsHJe5e+hjBPMrK2NHuYCwWig0vbXW6wU5oqZ7g4simeST45cSqDbndLLd23FrJJGcpYnvDd9naOJ59x71JaqSKGHfleyBv2nuDR8TwWu9Waz0lA98D9Q28zHk2KUPP/DlbGORvGhqIaukiqYHb8UjQ5jj2gquoxswnln0TQumimiwHBvSxuY5zd44OHAHl4KTrc0CIiAIiIAiIgCIiAIiIAiIgCIiALD6jvNJa4WxzSbr5PVAGT5rMKF7T7ZJPSQ3GIb3Q9WQDnjPA+XE/EIDxHeKCs6jKtrt72XkjPxWn9texTTWrKSevstPTWW/tyWywx7kNQfsysHAfeHEeKzW+r5l0mFMYnkvx6qybGu9lu1iSWyS6Y2iVjLde9ONFNJJVP608YOGHPtPGQCR6wwe0lbBs+pbJeaCSptFzp6yNhw8xOOWnuI5j3rQ30h7LVwT0u0Czxs9MoSIq0dGHNki5Nc4HgQCd0+BCiezPaRZ7fqiolmpmWumroRCWxPJjjfkHJzybnOPs5UE47ZLG0r5koS2RunaNdfq3sZ6zlidP7Gteantcl2t8lrgpZIy+k9JqXAzkHHstdujOeJWPrHvr6ievf+qh6rPFx5n4Lq3ZTGWbOLADzNDE/wCIz+ahpRUnuWnELidvSWjm2ch2b6NG1286mhnv89ntNLC7IeKnpQ3xa1mS4/e3V0lsr2G6L0J0dbHTuu14Z/1+tAJYe+Nnqs8+LvFbRRdSilyPMzbnLVLdhERbGAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICHamqquluMjILJd7gXAEGmhaW/FzgFjBVaqmLug0NXMOOdVcKaMH/I55WxEWMGcmuv0ftFnBayg0vQj2TLWz1BHubGwfNUH6F13XgtuG0NlFGfYtNoZCR/3kjnuWzETSjBqqLYTpCeXptQV+oNRzZzvXG5PcPgzdCmumtE6S071rJp22UD/ANpFTt6T/Pz+akCLOAEREAREQBERAEREAREQBERAEREAREQHzPwXiWOOaKSGVoc1zS1zewg9i9HODgcl94ZPDj3oDTGqbU+03eamfl0Wd6Jx9ppz/wCCxK2ttDtAuNmNTE3M1MN4YHNnb+Gfj3rVKyjKLGvoKasp6ijqYelpahjo5WO7WkYIXGe07S1RpDVVVaJCDCw79NJj9ZEfVd544HxBXbBWnvpFaVOo7LQTUbA6tpquODh2xyuDCPcSCtWjYoaMZUs2W2RlX+tdSB/8JJLc+O6QuztCs6LRVjj+zbqcf+zC5Sv8TaOiipIh1IWNjaPBowF1xp1nRWG3xfYpYm/BgXNb7tsuOKrTSpx/ehfoiLqKQIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtX630lNQyPrrbD0lITlzGjjF8PZ/wBnvW0EQHP2+sX0PTVks3sR/wDMts7S7FbxSR1kVHHG90uJCwbu9kczjy+agFZAyOnIjAAB71DVqY2LOxt9clUb5Gt9VN35AzvcB811/BH0cEbPstA+S5OrIPSdRW+m/a1kLPjIB+a60HIeS0tup0cZe8F6/wAH1ERdJSBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBhtZwdPpurGeLQH58Acn5ZWpK79Q/zUg+k1rXU2hdnhvOnrRRXFjpxT1jqneLYInggO3Wkc3brc57RwWoNmW1K361pZKGqphb7vG3edAH7zJG/aYeePAqCrHLLXh1aMU4MydkgE+03T8IHEXCN4/hId+S6gHILka4660/oXaRY7nfZJPR2VBMjYmb742Frm9IR3A8eHE9mV1bZ7lQ3e2U9xtlXDV0VTGJIZ4XhzHtPaCOYWaKwmY4tJOqkvAvERFMVYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBEVGonipoXTTvYxo5lxAHzQEV2wWSbU+z276apZoIaivibG2SZhcxvXByQOPIHHiuQ9oehqzZtUU1f0zYqyODcpaqndwleeDzgjIwO/vC6o1rqG02W2T33UIp6eliI3Z94uccnqhoAzk9gH8yuK9rev6zWF8dUzySmnjyylicQTHHk4BI5u7ytWjaLaeUQG7TT11ZLPWVE08sjutJI7JJ81tD6M22C97N9UUthrOluGmLjUtikpQS51M95wJIh2HJG83t49vFa3s1tuV3ukVBbaOesrJvUiiblx/kPHkujNl2yKHTIZeb70VXe8ZijZxipDjjg+0/97kOzvWcYMHX0ErJoGTRPa+N7Q5rgeBB7VUCiWyySu/ouIq1hDIpnMp3H2mcPwJI93gpasmAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgMbqS9W7T1jrL1d6ltNRUkZklkcCcDy7STgAeK4k247Ub9tSq3UdPRVFPpumfvQ0m5nfI5SSnkXdw5N5DJyV1b9Ie03G97FtTWy000lVXTUzTDDGMueWyNcQB2nAPBcY6J0VtArad1HFpK7tGMF1VCaeNvm6TCAh9wvd2ltNNZ5a6rko6Pe9GppJHOZBnnug8lIdmWzK+60mbVA+g2prsPr5W5B72xjm93yHaVtzRWwWjp6ptz1jWR18rSSLfTEiBv338C/wAhgea3RZrXNUuZQ2+mayONu61rGbrGNHADgMABDKIxoLRVh0fbvQ7FRhj5GgT1Mp3p6j7zuwfujAWydPaVMxbU3NpjjB6sIOHO8+4eHPyWdsOn6W2hsj8TVWOMhHL7o7PPmsygyU4Y2xsbFGxrI2ABrQMcByCqceeefgg5nyX1DAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQFOSNssb43gFrxhw7woJVWS509wfHDTzTRB2WPHHI7PI+an6ICI0GmamY71Y4QMz6rSHPPw4D5qSUNHTUMHQ00W40cTxyT5ntV0iABERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAf/9k=" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">La logistique entre dans une nouvelle ère</h2>
      <p><strong>Amazon</strong> vient d'annoncer la construction d'un centre de distribution de <strong>189 000 m²</strong> à Ensisheim, en Alsace : un investissement de plus de <strong>250 millions d'euros</strong>, avec <strong>2 000 emplois en CDI</strong> à la clé et une ouverture prévue fin 2027.</p>
      <p>Le signal est clair&nbsp;: la maîtrise de l'<strong>infrastructure logistique</strong> est devenue le nerf de la guerre du e-commerce. Celui qui contrôle ses entrepôts contrôle ses délais, ses coûts et, in fine, l'expérience de ses clients.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">20%</span><span class="m">De croissance annuelle</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>de croissance annuelle prévue pour le <strong>marché de la logistique e-commerce en Europe</strong> d'ici 2033.</p>
        </div>
      </div>
      <div class="src">★ Source · Market Data Forecast</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Ce qu'Amazon révèle sur l'avenir du e-commerce</h2>
      <p>Amazon ne construit pas seulement un entrepôt&nbsp;: il construit une <strong>barrière concurrentielle</strong>. Chaque kilomètre gagné entre le stock et le client final améliore le délai, le coût et la fiabilité de livraison.</p>
      <p>Pour les marques e-commerce, la réponse n'est pas de rivaliser en surface, mais de s'appuyer sur un <strong>prestataire logistique</strong> agile et une <strong>plateforme logistique</strong> qui jouent dans la même cour — avec des <strong>logisticiens</strong> capables de tenir la promesse de livraison sans immobiliser des millions dans le béton.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Qu'a annoncé Amazon exactement ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Un centre de distribution de 189 000 m² à Ensisheim (Alsace), plus de 250 millions d'euros d'investissement, 2 000 emplois en CDI et une ouverture prévue fin 2027.</p></div>
        </details>
        <details class="qa">
          <summary><span>Pourquoi l'infrastructure logistique est-elle si stratégique ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Parce que la proximité entre le stock et le client final conditionne le délai, le coût et la fiabilité de livraison, autant de facteurs décisifs dans le e-commerce.</p></div>
        </details>
        <details class="qa">
          <summary><span>Quelle est la croissance attendue du marché ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Environ 20&nbsp;% de croissance annuelle pour le marché de la logistique e-commerce en Europe d'ici 2033 (source&nbsp;: Market Data Forecast).</p></div>
        </details>
        <details class="qa">
          <summary><span>Comment une marque peut-elle rivaliser sans investir des millions ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>En s'appuyant sur un prestataire logistique et une plateforme logistique mutualisés : on accède à une infrastructure performante et à des logisticiens expérimentés sans immobiliser son capital.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
    </div>
  </section>

</div>				</div>
				</div>
		
</div>
		</div>
		<p>Cet article <a href="https://www.futurlog.com/blog/investissement-de-250-me-damazon-la-logistique-e-commerce-change/">Investissement de 250 M€ d&rsquo;Amazon : la logistique e-commerce change</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>IA et logistique e-commerce : ce qui change en 2026</title>
		<link>https://www.futurlog.com/blog/ia-et-logistique-e-commerce-ce-qui-change-en-2026/</link>
		
		<dc:creator><![CDATA[Tanguy Lalande]]></dc:creator>
		<pubDate>Tue, 16 Jun 2026 08:57:01 +0000</pubDate>
				<category><![CDATA[ACTUALITÉS]]></category>
		<guid isPermaLink="false">https://www.futurlog.com/?p=22747</guid>

					<description><![CDATA[<p>Actu dela semaine Spécial logistique e-commerce La logistique e-commerce devient un sujet d&#8217;IA Selon EcommerceMag, l&#8217;intelligence artificielle aide désormais à anticiper la demande : les volumes par jour, par entrepôt et par transporteur sont estimés en amont, ce qui améliore la promesse de livraison et limite les ruptures comme les surstocks. Autrement dit, l&#8217;IA n&#8217;est [&#8230;]</p>
<p>Cet article <a href="https://www.futurlog.com/blog/ia-et-logistique-e-commerce-ce-qui-change-en-2026/">IA et logistique e-commerce : ce qui change en 2026</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
]]></description>
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      <div class="pill">Spécial logistique e-commerce</div>
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" alt="Logistique e-commerce 4.0 — actu de la semaine FUTURLOG">
    </div>
  </header>

  <div class="v1-wrap">
    <section class="v1-sec">
      <h2 class="gt">La logistique e-commerce devient un sujet d'IA</h2>
      <p>Selon <strong>EcommerceMag</strong>, l'intelligence artificielle aide désormais à <strong>anticiper la demande</strong> : les volumes par jour, par entrepôt et par transporteur sont estimés en amont, ce qui améliore la promesse de livraison et limite les ruptures comme les surstocks.</p>
      <p>Autrement dit, l'IA n'est plus un gadget&nbsp;: elle devient un véritable outil de pilotage de la <strong>logistique e-commerce</strong>, capable de transformer une masse de données en décisions opérationnelles concrètes au sein de la <strong>plateforme logistique</strong>.</p>
    </section>

    <section class="v1-stat">
      <div class="statgrid">
        <div class="bignum"><span class="n">18%</span><span class="m">Des dirigeants e-commerce</span></div>
        <div class="stat-body">
          <div class="stat-head">Le chiffre qu'on retient</div>
          <p>citent la <strong>logistique</strong> comme le domaine avec le <strong>plus grand potentiel d'amélioration grâce à l'IA</strong>.</p>
        </div>
      </div>
      <div class="src">★ Source · HubSpot</div>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Vers une logistique plus intelligente et anticipative</h2>
      <p>En anticipant les volumes par jour, par entrepôt et par transporteur, l'IA permet d'<strong>ajuster en amont les ressources logistiques</strong> et devient un levier concret pour sécuriser la croissance et améliorer l'expérience client des marques e-commerce.</p>
      <p>Pour en tirer pleinement parti, beaucoup de marques font le choix de l'<strong>externalisation logistique</strong> auprès d'une <strong>entreprise 3PL</strong> capable d'intégrer ces outils prédictifs à leurs opérations quotidiennes, sans alourdir leur organisation.</p>
    </section>

    <section class="v1-sec">
      <h2 class="gt">Les questions fréquentes</h2>
      <div class="faq">
        <details class="qa">
          <summary><span>Comment l'IA aide-t-elle la logistique e-commerce ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Elle anticipe la demande et les volumes par jour, par entrepôt et par transporteur. Résultat&nbsp;: une meilleure promesse de livraison et moins de ruptures et de surstocks (source&nbsp;: EcommerceMag).</p></div>
        </details>
        <details class="qa">
          <summary><span>Pourquoi la logistique est-elle citée comme prioritaire ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Parce que 18&nbsp;% des dirigeants e-commerce y voient le domaine avec le plus grand potentiel d'amélioration grâce à l'IA (source&nbsp;: HubSpot).</p></div>
        </details>
        <details class="qa">
          <summary><span>Qu'est-ce qu'une logistique « anticipative » ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Une logistique qui ajuste en amont ses ressources (équipes, entrepôts, transporteurs) à partir de volumes prévus par l'IA, plutôt que de réagir une fois la commande passée.</p></div>
        </details>
        <details class="qa">
          <summary><span>Faut-il un prestataire pour intégrer l'IA à sa logistique ?</span><span class="ic">+</span></summary>
          <div class="ans"><p>Pas obligatoirement, mais confier son <strong>externalisation logistique</strong> à une entreprise 3PL équipée d'outils prédictifs accélère la mise en place sans alourdir vos opérations.</p></div>
        </details>
      </div>
    </section>
  </div>

  <section class="v1-cta">
    <div class="v1-cta-inner">
      <div class="big">Logistique<br>ecommerce 4.0</div>
      <div class="lead">Vous aimez cette actu ?</div>
      <div class="sub">Retrouvez l'actu de la semaine Futurlog, toutes les semaines.</div>
      <a href="https://www.futurlog.com/devis-logistique-e-commerce-menu/" target="_blank" rel="noopener" class="btn btn-ghost">Parler à un expert FUTURLOG</a>
    </div>
  </section>

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		<p>Cet article <a href="https://www.futurlog.com/blog/ia-et-logistique-e-commerce-ce-qui-change-en-2026/">IA et logistique e-commerce : ce qui change en 2026</a> est apparu en premier sur <a href="https://www.futurlog.com/blog">Logistique e-commerce</a>.</p>
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