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	<title>Tuto Boîtes en Papier Scrapbooking - Sonia Benedetti</title>
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		<title>Tutoriel: Boîte de naissance</title>
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		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Wed, 31 Jan 2024 14:47:21 +0000</pubDate>
				<category><![CDATA[Non classé]]></category>
		<category><![CDATA[Tutoriels albums]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
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					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/tutoriel-boite-de-naissance/">Tutoriel: Boîte de naissance</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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				<div class="et_pb_text_inner"><p>Degré de difficulté    ★★★☆☆</p>
<p>Temps nécessaire    ★★★☆☆</p></div>
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<p>La naissance d&rsquo;un enfant est un événement rempli de premières fois mémorables, de la première tétine au premier sourire. Pour garder ces précieux souvenirs à portée de main et bien organisés, je vous propose de créer ensemble une boîte souvenir de naissance unique. Cette boîte, dotée de compartiments pour les petits trésors et d&rsquo;un mini album de 4 pages pour les photos, sera le gardien des moments les plus doux de votre bébé.</p>
<p>Dans ce tutoriel, je vais vous guider à travers chaque étape de la création de cette boîte souvenir, en utilisant des produits de qualité Stampin&rsquo;Up! pour garantir un résultat à la fois beau et durable. Et pour rendre ce projet accessible à tous, je vous fournirai une vidéo détaillée ainsi que les patrons nécessaires pour toutes les découpes.</p>
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				<div class="woocommerce columns-4 "><ul class="products columns-4">
<li class="product type-product post-82501 status-publish first instock product_cat-sokit-creation has-post-thumbnail shipping-taxable purchasable product-type-simple">
	<a href="https://soniabenedetti.fr/la-boutique/album-inspiration-kintsugi/" class="woocommerce-LoopProduct-link woocommerce-loop-product__link"><span class="et_shop_image"><img loading="lazy" decoding="async" width="1000" height="1000" src="https://soniabenedetti.fr/wp-content/uploads/2026/03/Instagram-post-29-1000x1000.webp" class="attachment-woocommerce_thumbnail size-woocommerce_thumbnail" alt="Album INSPIRATIONS KINTSUGI (Tutoriel + Kit)" srcset="https://soniabenedetti.fr/wp-content/uploads/2026/03/Instagram-post-29-980x980.webp 980w, https://soniabenedetti.fr/wp-content/uploads/2026/03/Instagram-post-29-480x480.webp 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1000px, 100vw" /><span class="et_overlay"></span></span><h2 class="woocommerce-loop-product__title">Album INSPIRATIONS KINTSUGI (Tutoriel + Kit)</h2>
	<span class="price"><span class="woocommerce-Price-amount amount"><bdi>70,00&nbsp;<span class="woocommerce-Price-currencySymbol">&euro;</span></bdi></span></span>
</a></li>
<li class="product type-product post-82465 status-publish instock product_cat-sokit-creation has-post-thumbnail shipping-taxable purchasable product-type-simple">
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	<span class="price"><span class="woocommerce-Price-amount amount"><bdi>60,00&nbsp;<span class="woocommerce-Price-currencySymbol">&euro;</span></bdi></span></span>
</a></li>
<li class="product type-product post-82450 status-publish instock product_cat-sokit-creation has-post-thumbnail shipping-taxable purchasable product-type-simple">
	<a href="https://soniabenedetti.fr/la-boutique/album-coffret-cadeau/" class="woocommerce-LoopProduct-link woocommerce-loop-product__link"><span class="et_shop_image"><img loading="lazy" decoding="async" width="1000" height="1000" src="https://soniabenedetti.fr/wp-content/uploads/2026/01/Album-coffret-cadeau-3-1-1000x1000.jpg" class="attachment-woocommerce_thumbnail size-woocommerce_thumbnail" alt="Album coffret cadeau" srcset="https://soniabenedetti.fr/wp-content/uploads/2026/01/Album-coffret-cadeau-3-1-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2026/01/Album-coffret-cadeau-3-1-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1000px, 100vw" /><span class="et_overlay"></span></span><h2 class="woocommerce-loop-product__title">Album coffret cadeau</h2>
	<span class="price"><span class="woocommerce-Price-amount amount"><bdi>65,00&nbsp;<span class="woocommerce-Price-currencySymbol">&euro;</span></bdi></span></span>
</a></li>
</ul>
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		<title>Tutoriel: Plumier à tiroirs Stampin&#8217;Up!</title>
		<link>https://soniabenedetti.fr/tutoriel-plumier-a-tiroirs-stampinup/</link>
					<comments>https://soniabenedetti.fr/tutoriel-plumier-a-tiroirs-stampinup/#respond</comments>
		
		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Thu, 30 Nov 2023 10:45:09 +0000</pubDate>
				<category><![CDATA[Créations]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/?p=79837</guid>

					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/tutoriel-plumier-a-tiroirs-stampinup/">Tutoriel: Plumier à tiroirs Stampin&rsquo;Up!</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
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				<div class="et_pb_text_inner"><p>Degré de difficulté    ★★☆☆☆</p>
<p>Temps nécessaire    ★★☆☆☆</p></div>
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<p>Bonjour à toutes !</p>
<p>Aujourd&rsquo;hui, je suis ravie de partager avec vous un tutoriel que j&rsquo;ai réalisé suite à un swap de Céline que j&rsquo;ai trouvé sublime ! Une fois de plus les papiers Stampin&rsquo;Up! sont mes aliés favoris pour ce types de créations.</p>
<p>Cette boîte élégante et en mouvements vous demande peu de matériel pour un effet « woaouh » !</p>
<p>Pour vous procurer le matériel nécessaire rendez-vous <strong><a href="https://www.stampinup.fr/?demoid=5000131" target="_blank" rel="noopener">sur ma boutique en ligne ICI.</a><br /></strong></p>
<p>N&rsquo;hésitez pas à m&rsquo;envoyer vos création et me dire ce que vous avez pensé de ce tutoriel.</p>
<p><strong>Matériel nécessaire :</strong></p>
<ul>
<li>Papier « Bleu Nuit » pour la structure</li>
<li>Papier Noël haut en couleurs » pour le mattage</li>
<li>Colle</li>
<li>Coupe papier</li>
<li>Plioir en os</li>
<li>2 aimants</li>
</ul>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span></b>Tutoriel vidéo et patron</p></div>
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<p>L’article <a href="https://soniabenedetti.fr/tutoriel-plumier-a-tiroirs-stampinup/">Tutoriel: Plumier à tiroirs Stampin&rsquo;Up!</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<title>Tutoriel: Boîte diamant de noël</title>
		<link>https://soniabenedetti.fr/tutoriel-boite-diamant-de-noelbo/</link>
					<comments>https://soniabenedetti.fr/tutoriel-boite-diamant-de-noelbo/#respond</comments>
		
		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Sun, 26 Nov 2023 14:12:04 +0000</pubDate>
				<category><![CDATA[Non classé]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/?p=76471</guid>

					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/tutoriel-boite-diamant-de-noelbo/">Tutoriel: Boîte diamant de noël</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><div class="et_pb_section et_pb_section_4 et_section_regular" >
				
				
				
				
				
				
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<div class="markdown prose w-full break-words dark:prose-invert dark">
<p>Bonjour à toutes !</p>
<p>Aujourd&rsquo;hui, je suis ravie de partager avec vous un tutoriel que j&rsquo;adore pour créer une « Boîte Diamant » qui va pouvoir servir par exemple de boîte à chocolats pour noël . </p>
<p><strong>Matériel nécessaire :</strong></p>
<ul>
<li>Papier « Bleu Nuit » pour la structure</li>
<li>Papier Vanille embossé avec le Plioir à gaufrage Fleurs de l’Auberge</li>
<li>Papier Vélin pour la découpe florale</li>
<li>Poinçons Plein d&rsquo;Élégance pour les étiquettes</li>
<li>Set de tampons Classiques de Noël pour l&rsquo;ornement</li>
<li>Colle</li>
<li>Mousse Stampin-dimensionnel</li>
</ul>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span></b>Tutoriel et étapes</p></div>
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				<div class="et_pb_video_box"><iframe loading="lazy" title="Tutoriel: Boîte diamant" width="1080" height="608" src="https://www.youtube.com/embed/2itc0dVizq4?feature=oembed"  allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></div>
				
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<div class="markdown prose w-full break-words dark:prose-invert dark">
<p><strong>Étapes pour créer votre Boîte Diamant :</strong></p>
<p><strong>Étape 1: Préparez le matériel</strong> Assurez-vous d&rsquo;avoir tous vos papiers et outils prêts. Choisissez des couleurs qui vous inspirent et correspondent à l&rsquo;occasion.</p>
<p><strong>Étape 2: Découpez et pliez</strong> Suivez le patron ci-dessous pour découper et plier votre papier « Bleu Nuit » selon les dimensions indiquées.</p>
<p><strong>Étape 3: Embossez le papier Vanille</strong> Utilisez le Plioir à gaufrage Fleurs de l’Auberge pour donner une texture florale à votre papier Vanille. Cette étape ajoutera une dimension subtile et élégante à votre boîte.</p>
<p><strong>Étape 4: Ajoutez la découpe florale en Vélin</strong> Avec les Poinçons Classiques de Noël, découpez une superbe forme florale dans le papier Vélin. Placez-la délicatement sur le dessus de votre boîte pour une touche de raffinement.</p>
<p><strong>Étape 5: Créez des étiquettes élégantes</strong> Les Poinçons Plein d&rsquo;Élégance sont parfaits pour créer des étiquettes chics. Ajoutez des messages festifs ou personnels pour personnaliser davantage votre création.</p>
<p><strong>Étape 6: Tamponnez avec le set Classiques de Noël</strong> Utilisez les tampons du set Classiques de Noël pour ajouter des détails et embellissements. Jouez avec les couleurs et créez des motifs uniques.</p>
<p>Et voilà, votre Boîte Diamant est prête à briller ! N&rsquo;hésitez pas à expérimenter avec différentes combinaisons de couleurs et de décorations pour créer une version qui vous ressemble.</p>
<p>N&rsquo;oubliez pas de partager vos créations avec moi sur les réseaux sociaux en me taggant. J&rsquo;ai hâte de voir vos magnifiques boîtes diamant !</p>
<p>Vous souhaitez vous procurer les produits Stampin&rsquo;Up!? Rendez-vous sur ma boutique en ligne : <strong><a href="https://www.stampinup.fr/?demoid=5000131" target="_blank" rel="noopener"><span class="link-annotation-unknown-block-id-533089842">https://www.stampinup.fr/</span>?demoid=5000131</a></strong><!-- notionvc: 1f38242c-11fe-4ff1-aedf-d50b9bb01f76 --></p>
<p>Créativement,</p>
<p>Sonia Démonstratrice Stampin&rsquo;Up indépendante</p>
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		<title>Tutoriel Sac Stampin&#8217;Up! : Explosion de couleurs et tiroir secret</title>
		<link>https://soniabenedetti.fr/tutoriel-sac-stampinup-explosion-de-couleurs-et-tiroir-secret/</link>
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		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Mon, 16 Oct 2023 08:55:22 +0000</pubDate>
				<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/?p=78897</guid>

					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/tutoriel-sac-stampinup-explosion-de-couleurs-et-tiroir-secret/">Tutoriel Sac Stampin&rsquo;Up! : Explosion de couleurs et tiroir secret</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p><div class="et_pb_section et_pb_section_6 et_section_regular" >
				
				
				
				
				
				
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				<div class="et_pb_text_inner"><p>Atelier en duo avec Elisabeth</p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_16  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Degré de difficulté    ★★☆☆☆</p>
<p>Temps nécessaire    ★★☆☆☆</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="2560" height="2560" src="https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-scaled.jpg" alt="" title="tuto sac stampinup" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-scaled.jpg 2560w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-1280x1280.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 2560px, 100vw" class="wp-image-78901" /></span>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="2560" height="2560" src="https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup3-scaled.jpg" alt="" title="tuto sac stampinup3" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup3-scaled.jpg 2560w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup3-1280x1280.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup3-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup3-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 2560px, 100vw" class="wp-image-78899" /></span>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="2560" height="2560" src="https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-2-scaled.jpg" alt="" title="tuto sac stampinup 2" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-2-scaled.jpg 2560w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-2-1280x1280.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-2-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/10/tuto-sac-stampinup-2-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 2560px, 100vw" class="wp-image-78900" /></span>
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				<div class="et_pb_text_inner"><p>&#8211; Papier uni 15&#215;30,5 cm (pochette) 👉🏻 Plis du côté long à 11/14,2/25,2 cm<br />&#8211; Papiers imprimès pour la décoration:<br />&#8211; 14,7&#215;10,7 cm (x2)<br />&#8211; 14,7&#215;2,7 cm<br />&#8211; 14,7&#215;5,2 cm (x2)<br />&#8211; Papier imprimé 15&#215;10 cm 👉🏻 Plis du côté court à 1/3,5/6,5/9 cm<br />&#8211; Papier uni 19,8&#215;7,5 cm (tiroir) 👉🏻 Plis des 4 côtés à 2,4 cm<br />&#8211; 2x papiers imprimés 15&#215;10,7 cm (Pochette) 👉🏻 Couper en 4 triangles, ⚠️ respecter le sens<br />&#8211; 2 cartes de 13,5&#215;9,5 cm<br />&#8211; papier 3&#215;15 cm (cache)<br />&#8211; fil d&rsquo;aluminium ou tige de fleuriste<br />&#8211; décoration au choix</p></div>
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				<div class="et_pb_text_inner"><b><span style="color: #a9dcd6;"> / </span> </b>  Voir le tuto en vidéo</div>
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				<div class="et_pb_video_box"><iframe loading="lazy" title="Petit sac avec un tiroir secret et explosion de couleurs" width="1080" height="810" src="https://www.youtube.com/embed/SqEPtgdzOMQ?feature=oembed"  allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe></div>
				
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				<div class="et_pb_text_inner"><p>Bonjour à toutes,</p>
<p>Je suis heureuse de vous partager la deuxième édition de nos ateliers à 4 mains avec mon amie Elisabeth!</p>
<p>Pour réaliser ce sac vous pouvez :</p>
<p>👉🏻 Visionner la vidéo ci-dessus<br />👉🏻 Venir le reproduire <strong>à mon atelier situé à Argences (14) le mercredi 18 octobre de 14h à 16h ou le vendredi 20 octobre de 14h à 16h.</strong> (Contactez-moi au 06 83 32 51 48 pour avoir davantage d&rsquo;information sur l&rsquo;atelier !)</p></div>
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				<div class="et_pb_text_inner"><h2><strong>Qu&rsquo;est-ce que sont nos Ateliers à 4 Mains ?</strong></h2>
<p>Les ateliers à 4 mains sont une occasion unique de découvrir de nouvelles techniques, d&rsquo;apprendre des astuces créatives et de créer des projets exceptionnels. Nous avons décidé de nous unir pour partager notre amour commun pour les loisirs créatifs et pour vous proposer des ateliers captivants.</p>
<h2><strong>Notre projet du mois : Un sac, son tiroir caché et une explosion de couleurs</strong></h2>
<p>Pour cette deuxième édition nous vous avons préparé un sac qui nous à séduit par sa palette de couleurs et son mécanisme tout en 3D.</p>
<p>Au cours de cet atelier, nous utiliserons la technique des lingettes bébés et des encres Stampin&rsquo;Up!. Vous apprendrez des astuces pour ajouter des détails subtils et réaliser une création unique qui fera un effet wow quand vous l&rsquo;offrirez !</p>
<p>Vous retrouvez en bas de page la liste complète des produits utilisés que vous pouvez vous procurer sur ma boutique en ligne.</p>
<p>Nous espérons que ces ateliers à 4 mains vous inspireront et vous permettront de développer vos compétences créatives. Restez à l&rsquo;affût chaque 15 du mois pour découvrir de nouveaux projets passionnants.</p>
<p>Elisabeth et moi sommes impatientes de créer avec vous et de voir vos interprétations uniques de nos projets. Rejoignez-nous pour cette aventure créative !</p>
<p>À très vite,</p>
<p>Sonia Benedetti<br />Démonstratrice Indépendante Stampin&rsquo;Up!</p></div>
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<p>L’article <a href="https://soniabenedetti.fr/tutoriel-sac-stampinup-explosion-de-couleurs-et-tiroir-secret/">Tutoriel Sac Stampin&rsquo;Up! : Explosion de couleurs et tiroir secret</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">78897</post-id>	</item>
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		<title>Ouvrez pour découvrir: Une Carte Animée avec la Collection &#8216;Feuille d&#8217;Automne&#039; »</title>
		<link>https://soniabenedetti.fr/ouvrez-pour-decouvrir-une-carte-animee-avec-la-collection-feuille-dautomne/</link>
					<comments>https://soniabenedetti.fr/ouvrez-pour-decouvrir-une-carte-animee-avec-la-collection-feuille-dautomne/#respond</comments>
		
		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Mon, 11 Sep 2023 12:51:18 +0000</pubDate>
				<category><![CDATA[Non classé]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/?p=78743</guid>

					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/ouvrez-pour-decouvrir-une-carte-animee-avec-la-collection-feuille-dautomne/">Ouvrez pour découvrir: Une Carte Animée avec la Collection &lsquo;Feuille d&rsquo;Automne&#039; »</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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<h2 class="markdown prose w-full break-words dark:prose-invert dark"><strong>Découvrez ma dernière création : Une carte « Feuille d&rsquo;Automne » en mouvement !<br /></strong></h2>
<p>Je suis ravie de vous présenter ma dernière création, une carte spéciale qui capture toute la beauté de la saison automnale. Comme vous le savez peut-être, l&rsquo;automne est ma saison préférée, avec ses couleurs chaudes, ses feuilles qui tombent doucement, et ses moments confortables passés près de la cheminée. Pour célébrer cette période magique qui pointe son nez, j&rsquo;ai utilisé les magnifiques produits de la collection « Feuille d&rsquo;Automne » du nouveau mini-catalogue de septembre à décembre 2023 de Stampin&rsquo;Up!.</p>
<h2><strong>La Magie de l&rsquo;Automne dans une Carte :</strong></h2>
<p><strong></strong>J&rsquo;ai choisi des papiers aux couleurs riches, allant des bleus profonds aux orangés chatoyants, en passant par les violets terreux. Ces couleurs évoquent instantanément l&rsquo;image d&rsquo;une forêt automnale, où les feuilles des arbres dansent dans la brise.</p>
<p>Pour ajouter une touche de créativité, j&rsquo;ai utilisé des tampons et poinçons assortis pour créer des motifs de feuilles et de branches.</p>
<h2><strong>Un Mouvement Magique :</strong></h2>
<p><strong><br /></strong>Ce qui rend cette carte vraiment spéciale, c&rsquo;est son mouvement. Lorsque vous l&rsquo;ouvrez, les cartes en relief semblent s&rsquo;envoler doucement, comme si elles tourbillonnaient dans l&rsquo;air. J&rsquo;ai utilisé une technique de pliage astucieuse pour créer cet effet. Vous pourrez retrouver le tutoriel sur la page instagram de @tanu_creative: <a href="https://www.instagram.com/reel/CvmOwSVgqa1/?utm_source=ig_web_button_share_sheet" target="_blank" rel="noopener"><strong>https://www.instagram.com/reel/CvmOwSVgqa1/?utm_source=ig_web_button_share_sheet</strong></a></p>
<h2><strong>Les Produits de la collection « Feuille d&rsquo;Automne » :</strong></h2>
<p><strong><br /></strong><strong></strong>Je tiens à souligner à quel point les produits de la collection « Feuille d&rsquo;Automne » du mini-catalogue de septembre à décembre 2023 sont exceptionnels. Les papiers de la série design, les tampons, les découpes et les embellissements sont d&rsquo;une qualité remarquable, ce qui est toujours agréable pour solliciter notre créativité.</p>
<p><strong>En bref:<br /></strong>L&rsquo;automne est une saison tellement inspirante pour les amateurs de loisirs créatifs, et cette carte en est la preuve. J&rsquo;espère qu&rsquo;elle vous apporte autant de joie que j&rsquo;en ai eu à la créer. Si vous souhaitez réaliser votre propre carte « Feuille d&rsquo;Automne », n&rsquo;hésitez pas à découvrir les produits de la collection dans le mini-catalogue et à me contacter pour en savoir plus.<br />Mini catalogue 👉🏻 <strong><a href="https://www.stampinup.fr/categories/whats-new/september-december-2023-mini-catalog?demoid=5000131" target="_blank" rel="noopener">https://www.stampinup.fr/categories/whats-new/september-december-2023-mini-catalog?demoid=5000131</a></strong></p>
<p>Merci de partager cette aventure créative avec moi, et que cette carte vous rappelle les merveilles de l&rsquo;automne à chaque ouverture !</p>
<p>À très vite,</p>
<p>Sonia Benedetti alias Créer soi-même<br />Démonstratrice Indépendante Stampin&rsquo;Up!</p>
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<p>L’article <a href="https://soniabenedetti.fr/ouvrez-pour-decouvrir-une-carte-animee-avec-la-collection-feuille-dautomne/">Ouvrez pour découvrir: Une Carte Animée avec la Collection &lsquo;Feuille d&rsquo;Automne&#039; »</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">78743</post-id>	</item>
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		<title>Boîte à surprise 🍫</title>
		<link>https://soniabenedetti.fr/boite-a-surprise-%f0%9f%8d%ab/</link>
					<comments>https://soniabenedetti.fr/boite-a-surprise-%f0%9f%8d%ab/#comments</comments>
		
		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Sat, 18 Mar 2023 07:42:25 +0000</pubDate>
				<category><![CDATA[Créations]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/?p=76911</guid>

					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/boite-a-surprise-%f0%9f%8d%ab/">Boîte à surprise 🍫</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
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				<div class="et_pb_text_inner"><p>Tutoriel : Boîte à surprises 🍫</p></div>
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				<div class="et_pb_text_inner"><p>Degré de difficulté    ★★★☆☆</p>
<p>Temps nécessaire    ★★☆☆☆</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-13.jpg" alt="" title="TUTO BOITE CHOCO 13" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-13.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-13-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-13-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76913" /></span>
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				<div class="et_pb_text_inner"><p>Bienvenue sur mon blog de loisirs créatifs ! 👋🏼</p>
<p>Aujourd&rsquo;hui, je suis ravi de partager avec vous un tutoriel pour créer une boîte à surprises qui impressionnera vos amis et votre famille.</p>
<p>Mais avant de commencer, laissez-moi vous raconter l&rsquo;histoire de cette boîte&#8230; 📖</p>
<p>Jeudi, lors de la visite de Yamina, une de mes clientes dans mon atelier situé au <a href="https://www.ferme-de-fourges.com" target="_blank" rel="noopener">Domaine de la Ferme de Fourges</a>, elle m&rsquo;a apporté une boîte de sa marque de chocolats préférée et m&rsquo;a demandé si nous pouvions créer une boîte similaire pour ses prochains cadeaux. 🎁</p>
<p>J&rsquo;ai tout de suite eu envie de relevé le défi et j&rsquo;ai commencé à travailler sur un prototype. Ensemble, nous avons ajusté les dimensions et les détails de la boîte jusqu&rsquo;à ce qu&rsquo;elle soit parfaite!</p>
<p>Yamina a ensuite réalisé sa boîte elle-même avec les produits <strong><a href="https://soniabenedetti.stampinup.net/" target="_blank" rel="noopener">Stampin&rsquo; Up!</a></strong> en suivant mes conseils et a été ravie du résultat final! 🥰</p>
<p>Je me suis alors rendu compte que cette boîte pourrait être utile pour beaucoup d&rsquo;autres occasions.</p>
<p>Le modèle de base était avec une fermeture à coulisse et j&rsquo;ai eu envie de créer un couvercle intégré à la boîte.</p>
<p>Elle est polyvalente et peut être utilisée pour toutes sortes de cadeaux, pas seulement pour les chocolats. C&rsquo;est pourquoi j&rsquo;ai décidé de créer ce tutoriel pour que vous puissiez vous aussi réaliser cette boîte à la maison. 🤝✂️</p></div>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span> </b> Liste de matériel</p></div>
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				<h5 class="et_pb_toggle_title">Le matériel de base nécessaire</h5>
				<div class="et_pb_toggle_content clearfix"><ul>
<li>Coupe papier</li>
<li>Plioir en os</li>
<li>Colle liquide multi-usage</li>
<li>Machine de découpe et gaufrage (Pour la décoration)</li>
</ul></div>
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				<h5 class="et_pb_toggle_title">Les produits adaptés au tutoriel</h5>
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<li>2 feuilles de papier cartonné A4 </li>
<li>Poinçons</li>
<li>Tampons</li>
<li>Mousse 3D</li>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span> </b> Schéma du socle</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="595" height="842" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/BOITE-min.jpg" alt="" title="BOITE-min" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/BOITE-min.jpg 595w, https://soniabenedetti.fr/wp-content/uploads/2023/03/BOITE-min-480x679.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 595px, 100vw" class="wp-image-76959" /></span>
			</div>
			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_61  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_28  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span> </b> Schéma du couvercle</p></div>
			</div><div class="et_pb_module et_pb_image et_pb_image_38">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="595" height="842" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/COUVERCLE-min.jpg" alt="" title="COUVERCLE-min" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/COUVERCLE-min.jpg 595w, https://soniabenedetti.fr/wp-content/uploads/2023/03/COUVERCLE-min-480x679.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 595px, 100vw" class="wp-image-76960" /></span>
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			</div><div class="et_pb_row et_pb_row_51">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_62  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_29  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span> </b> Le pas à pas</p></div>
			</div><div class="et_pb_module et_pb_image et_pb_image_39">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-1.jpg" alt="" title="SOCLE 1" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-1.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-1-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-1-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76947" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_30  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 1 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_31  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p class="p1">Sur la longueur de votre feuille (côté de 29,7cm) marquez un pli à 5,9 de chaque côté</p></div>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_52">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_63  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_40">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="856" height="1521" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-2-1.jpg" alt="" title="SOCLE 2" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-2-1.jpg 856w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-2-1-480x853.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 856px, 100vw" class="wp-image-76949" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_32  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 2 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_33  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p class="p1">Sur le côté de 21 cm marquez un pli de toute la longueur de la feuille à:<br />0,9cm &#8211; 2,9cm<span class="Apple-converted-space"> &#8211; 18,1cm et 20,1cm</span></p>
<p>A 3,9cm &#8211; 5,9cm &#8211; 15,1 <span class="Apple-converted-space">&#8211; 17,1cm </span>marquez les plis entre les deux lignes et couper en haut et en bas</p></div>
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			</div><div class="et_pb_row et_pb_row_53">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_64  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_41">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1677" height="1097" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-4.jpg" alt="" title="SOCLE 4" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-4.jpg 1677w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-4-1280x837.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-4-980x641.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-4-480x314.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1677px, 100vw" class="wp-image-76944" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_34  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 3 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_35  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Marquer ensuite sur votre côté de 29,7cm des plis à 0,9cm &#8211; 2,9cm &#8211; 3,9cm &#8211; 25,8cm &#8211; 26,8cm et 28,8cm </p></div>
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			</div><div class="et_pb_row et_pb_row_54">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_65  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-5.jpg" alt="" title="SOCLE 5" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-5.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-5-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-5-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76943" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_36  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 4 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_37  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Sur le bord de 21cm (largeur)  faire une coupe de 1,9cm de longueur (jusqu&rsquo;au 2e pli) à 6,9cm et à 14,1cm<br />Retourner votre feuille et faire la même opération sur votre seconde largeur.</p></div>
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				<div class="et_pb_column et_pb_column_4_4 et_pb_column_66  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_43">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1378" height="1022" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-6.jpg" alt="" title="SOCLE 6" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-6.jpg 1378w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-6-1280x949.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-6-980x727.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-6-480x356.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1378px, 100vw" class="wp-image-76942" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_38  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 5 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_39  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>A ce stade vous devriez obtenir cela.</p></div>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_56">
				<div class="et_pb_column et_pb_column_2_5 et_pb_column_67  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_44">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-7.jpg" alt="" title="SOCLE 7" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-7.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-7-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-7-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76941" /></span>
			</div>
			</div><div class="et_pb_column et_pb_column_3_5 et_pb_column_68  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_45">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1393" height="1048" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-8.jpg" alt="" title="SOCLE 8" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-8.jpg 1393w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-8-1280x963.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-8-980x737.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-8-480x361.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1393px, 100vw" class="wp-image-76940" /></span>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_57">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_69  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_40  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 6 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_41  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Couper les 4 diagonales (Cf. photo)</p></div>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_58">
				<div class="et_pb_column et_pb_column_1_2 et_pb_column_70  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_46">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1581" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-9.jpg" alt="" title="SOCLE 9" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-9.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-9-980x1324.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-9-480x649.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76939" /></span>
			</div>
			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_71  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_47">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1410" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-10.jpg" alt="" title="SOCLE 10" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-10.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-10-980x1181.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-10-480x578.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76938" /></span>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_59">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_72  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_42  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 7 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_43  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Sur la longueur de 29,7 cm couper à 5,9cm jusqu&rsquo;au 3e pli.<br />Sur la largeur de 21cm couper à 3,9cm jusqu&rsquo;au 4e pli.</p></div>
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			</div><div class="et_pb_row et_pb_row_60">
				<div class="et_pb_column et_pb_column_1_2 et_pb_column_73  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_48">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1436" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-11.jpg" alt="" title="SOCLE 11" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-11.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-11-980x1203.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-11-480x589.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76937" /></span>
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			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_74  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_49">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-12.jpg" alt="" title="SOCLE 12" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-12.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-12-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-12-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76936" /></span>
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			</div><div class="et_pb_row et_pb_row_61">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_75  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_50">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1346" height="952" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-13.jpg" alt="" title="SOCLE 13" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-13.jpg 1346w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-13-1280x905.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-13-980x693.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-13-480x339.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1346px, 100vw" class="wp-image-76935" /></span>
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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_45  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Couper légèrement en biais pour faciliter la fermeture de la boîte.</p></div>
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			</div><div class="et_pb_row et_pb_row_62">
				<div class="et_pb_column et_pb_column_2_5 et_pb_column_76  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_51">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1461" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-14.jpg" alt="" title="SOCLE 14" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-14.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-14-980x1224.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-14-480x599.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76934" /></span>
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			</div><div class="et_pb_column et_pb_column_3_5 et_pb_column_77  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_52">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1355" height="950" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-15.jpg" alt="" title="SOCLE 15" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-15.jpg 1355w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-15-1280x897.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-15-980x687.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-15-480x337.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1355px, 100vw" class="wp-image-76933" /></span>
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			</div><div class="et_pb_row et_pb_row_63">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_78  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_46  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 9 <span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_47  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Bien marquer tous les plis.</p></div>
			</div>
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			</div><div class="et_pb_row et_pb_row_64">
				<div class="et_pb_column et_pb_column_1_2 et_pb_column_79  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_53">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-16.jpg" alt="" title="SOCLE 16" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-16.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-16-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-16-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76932" /></span>
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				<div class="et_pb_module et_pb_image et_pb_image_54">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-17.jpg" alt="" title="SOCLE 17" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-17.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-17-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-17-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76931" /></span>
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				<div class="et_pb_column et_pb_column_1_2 et_pb_column_81  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_55">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1571" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-18.jpg" alt="" title="SOCLE 18" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-18.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-18-980x1316.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-18-480x645.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76930" /></span>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-19.jpg" alt="" title="SOCLE 19" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-19.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-19-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-19-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76929" /></span>
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				<div class="et_pb_text_inner"><p>Step 10 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 10 du socle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_49  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Venir coller les languettes sur les longueurs en faisant attention de ne pas trop la rentrer pour avoir un coin bien droit.</p>
<p>Replier les longueurs et les largeurs. (Vous pouvez mettre de la colle pour un meilleur maintien comme sur la photo)</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1398" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-20.jpg" alt="" title="SOCLE 20" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-20.jpg 1398w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-20-1280x1071.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-20-980x820.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/SOCLE-20-480x402.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1398px, 100vw" class="wp-image-76928" /></span>
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				<div class="et_pb_module et_pb_text et_pb_text_50  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>La base est terminée, passons au couvercle !</p></div>
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				<div class="et_pb_column et_pb_column_4_4 et_pb_column_86  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-1.jpg" alt="" title="TUTO BOITE CHOCO 1" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-1.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-1-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-1-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76926" /></span>
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				<div class="et_pb_column et_pb_column_4_4 et_pb_column_87  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_51  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 1 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 5 du couvercle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_52  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>&#8211; Couper un morceau de papier de 21,4cm x 20,9cm<br />&#8211; Sur la longueur de 21,4cm, venir marquer les plis à 2cm &#8211; 9,2cm &#8211; 11,7cm et 18,9cm</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-2.jpg" alt="" title="TUTO BOITE CHOCO 2" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-2.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-2-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-2-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76924" /></span>
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			</div><div class="et_pb_row et_pb_row_72">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_89  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_53  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 2 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 5 du couvercle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_54  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Sur la largeur de 20,9cm venir marquer les plis à 2,5cm et  18,4cm</p></div>
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			</div><div class="et_pb_row et_pb_row_73">
				<div class="et_pb_column et_pb_column_1_2 et_pb_column_90  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_60">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-4.jpg" alt="" title="TUTO BOITE CHOCO 4" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-4.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-4-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-4-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76922" /></span>
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			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_91  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_61">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-3.jpg" alt="" title="TUTO BOITE CHOCO 3" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-3.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-3-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-3-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76923" /></span>
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			</div><div class="et_pb_row et_pb_row_74">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_92  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_55  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 3 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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p/1ESMyxF+97qyraJdFbrPfC8fCsmKa6Nb2dECiSn+Ak22J0aTdeykyAkKuzCgU4rxov9sbn48AWvv9vX2kHPYR9yGS7IWzbn8AKB9iLBGDDESUB0hJhMj7AF6ahUOVKNRNywf9bZw9dwivqPy97tZcWwrr2P/fLncQMU27GNuqWN2ekucIPaN2TAkjrKvUBJwWcoeKQFhtjRlhzhiA5w76UX8b0ZYUeRTm2uWkKESIxCPRk0vgPYp2x9Oh2BXLfTUbD0qxoqBgH+HziKIDtdodAYlDhcsmYk5rDEI+RKSYtmVxGerZG4bLxbHpGGcQkECYtYgNAI7vKg2WKK+ZuFdKcWLC8VRUE7y0OBkOxy/tl8CnhQQvNLksTx0oU3iFFJcjGbvXH+Gcwh63+r3ZPvq/YgFbDaktoK/cYU8IU8XDOXEVQ9A6ZqQMExNW4Vx4KAZC7gJb64/ihzCHxJT7eyGky+GMgJoOXC+IPCtbmrCAbD1qYN7X47RyXVzaBt09dCwJNqgbWGu8PlROWHd+eme/y2A+nEagkElNdeSWOWQrItw8CKdITYZBF7MoHrRkbqDylSqfdT/mFhcqA0gfYcuRhb3B4WQ/wl4jl3rJpUiEnUYub+Nwd+5l8zGX35ukPK3ZbEIAkEDilV0MJtHOa6Rc3e0OBtvIZFXQEImBPLYPc5uis3PF8QVweb2Ua6gB+rwlj8+SJCfOnlNzNiuIEwYf9hL9nhyM95gQVyTBuBSPvbm7G4Uz+A+xKk9VM30JK7+NBGIvEvAgc+0BzJkvtx/TIaQtIF1o1CGsZaw3fSq5X8jzykwwtWw7CyBHIJEoz5od7eBMidrybn8azRKxoJsC1k+2vrROPQtraWc8HHYhWFE7rPQEer/Q0wep4Md2oUE1YejqYubd3oFZ8kvlZNLg9aY4U2PIcHsJJ3pRM4swtwNzs1CEfUMzCl3vTqEyo6ysDPrQriaXT7LSCGfnxyA3wo/gC7oDiNlTssZDuNgC6eaRK4cCJKchEvdJ6R8Ot8cDwz5SFfQL76/hmElEBhaO4nQ8PmQPK9ADnBemJGYLC1A7iGWpKZYT4BD24NgIj7AejuguoSHT1zjLWc6jsIK5XOcWhXEcjtSBW2Jb6e/uNkeDQw++BetRUefKOFQf0K8N5zOOTnkzzdda5IuKWSeWHcFKvXAXNPQgWL1xI8wStj9D7+P5xO2BgOrhELrxM++UpIFW3UduVgpzH7FdORwIC/X+OxR+OHtkIh8mSA2xM+BCJFRgg9bqbn8QbuhxRaoRLLB9mzFWu9iJkRchyxbmxcxVhJBT5uO9vTDoYxebHnJCg7E/32Y+ZRtkRIhvkVw2k/EIq013tDwf7Q5498KcepbjSj9qx01hD9O4qqUuxc/XuxEWkZ6x3E6M1VzlZL496Ef7YMZ+KW0wDsLusJZKx06so53kXMQ4XJFNDJom4M846tTUyKq565+HpDAeQ0wLxUa8IMKiEV2a7+Yt/0+cse67Az8zIfEjmrW+rRfWigoJrqQk2PhUSKC8KlZzboor7znjh3waGxRQJLHBUjSZht0eKJaj/fF56BpRTTGEBntceiBfCRg0KBfnjnYZmqn+AiF7c70q8bDVwtY/ZkM5POjvxHeAcTKTp111TylLyD+ojIylcMhvMg+GOhYmH/TiCAJL3zxcKm11VIQrj3SCPYIVBPuwW+O+MBoM3e1hPvq7fThbGC6e0jw/gsCoCR1iH2wZrx2QgVhJLpQEUtpx/lsSTlos1uIseA5JWIwjpsybakJcMIiYHtexjbY66S8bAYrYZffgNEaYc9gzPCKkQS/JqHnxg5Syvrthdt3c+suLGOgxJE8ik+GWO/E7KReT2zA0bEW0MsvaTtCKy8NQZYoqxQbV6CJ+VTpUVKLQsDeRSFO5QoEEv3mpRvpbKntnseQbboogZzL96tIs7yAons58xMJYpBGcTzTf3UUqGIu3zzhOdYD1gUg4PnV8k8hFB3tc8Sq6wiSiilMH7fPTsGfUmvMZ93MGW2iHs4FOEcHQ+6O+DIrKeLqD1cdXCOBBzkVAr2DnsLej8WA+C83+CXdjBNxcNz0Iy610Go5jMup2bcs+6wOQNRVN8RIZo5hR7DvgbxEDCgu+M1luudF86GOhQnmRQLhiFifOBJHG+jRdBAJ7c7ijqakt7xjdr0zopXBDfZdYXYcHxqSpmBOdyIRV7O5zLTgTEJzH8oV61St/KwKOYSFk0Xs8XApCBJ9gQOGZLNYGxFcuUCCz7DU3iLHMy3M5p1LR707kkYdreoQK5rJ8Ca4Dblrxy+wtui/tGuNN02wo8XZEAkwJBskphvQRMeaRCHMRr1XUrXSrMvcf8FUwTqgKCGVnnBsMAXe+na2qg/VTdWvlTrPS0c1IZeNCTb+/iBFibZ01LXzQsqc7iRQIaaFEe7QHLeLEB6eZqVp93OhOvdi/5rSfriEqxbPzaR8Syl4/mgy6h8pq1xiPqKoyUsjfGsxxfDG9TVQFmsRjiFVwdsAD5/RAW6rNCwddhNX7+oH8RCH1A0OcEbF0AGLZqKkGmOtH5XAQIgqHEeZLY4jLqKve5UEU8xXPtrnNprNDYRmPZhwcoHzswwoJD2fUm/CUBrlDA3KzgDCIOCbxbN2P+xzd2d9hFSQPA8AqHLT4FOwjQ64XDx4DiaalqnxAbMelkVsu4z4Ol4xwLcr4kL+NUfrmOL5o14/W+1o4dBMBSS7/BAeXLpuEGvMG5wCzQzdOrdjc0osdK8A2o5cmhKiPD0KzD44HvQ01QwhXYb6VxDStDG21j9P39NDFoR+PROM53JBSVo/K0vXSkRBiq9/bC2H2EB07mIUoPaZ3en0cs9i7nPUx7bPucOJG47vuQI4UcrAZQ1fL2So7fEkaoostXLM7xabtcVASa+2cJsnZtVaV6WHesGJlOICkeofRvEqrwm8cXEYwLutTsZdRJwB95r19so/Tl1gSlgI08o4J1nV8VYckTqaqCe6csftjQm3fGnXXqKsWSYGlRj2nH7V0OMfAFkb8bonQB2HlRM3kmnjIGqR6Vlr5VylenkUa5Yt/k/KHzWr6de2RYKvL4mYD6v7CfuSPd2dm0fhsQqfvkTjUj0ftSQ9RvhHkF4DDbA9imh9FXW8tMebHZUQowPiQoUNOVlXLC+L/euwPAf+MxCgv4Qy/IJF+zTSlnvXzEvnYI97xw3BK+zjfMK+ihcMw70MsadAZGVXD2+IGLpYU/VMx2myFScM7kwYVeqYNPx03cDdM0e+K0Rl5sA9rMdD+KzJSyB6QJMFYxSfM/BCnCeOW38u0UGDiPpnBaaGI/f0MlhIR96lMqNPqYmVFuAqQvyEvKWExIYWUH1Gzi9lfB2aCyf1LiB1XEZIiGTE73KTPbk57mFHxOUv+YzxpaldIZ+19UjwAbgq7aNzfCCh5IHsg+qZswyb467n+Fo1OXEfGaN4vkf2JFP2ixb1OzuNTD7hnO3k7UmJwRO1HaP5SfLCCmrhKPxvX1TT/MQMMLcWGWmOfg8ZKt2BQfxLThb1U8j+VOnFXWnzoKykXKrUc7kbig5Z8Nbe0FA1VRuJ9lvxuywyQA36rFC9Lq3o1cyp40PcTPA9N3wynwCMUzge6QQ3gexe7tqMI2dohapH4gCVfg0MF8qf2NCzOtzFZ3E9/ITmL+TzQ4d5C/ptcQOGM90Epv6x8pYrK3iLFOK5oESfxA7XwIByIgvgNlYY0EeBVMayJXXjR7t60O9mnI8WetiquPoLShGcSbPzuwaq45ihOk27MsIxspK6zr7s+VTz2Emj9QJC0bMLomYcSTxePuwipidvEl7AriKvF42NYN22ymkl8XSuesIjRZFsDbMsmY/dS8dS0ppvvo4Ya2C+Q0n1aDOumb1DsOOmvk+LpcUW3vYSkKl8ywt3GcDge1Xi4mePkiJn91oVWbMAXZvMu4rqU4uVYKwlJuY8FFlJkbDlZqm/LUul9iKrJkjyYJYHvYC4b6G/Pov0BbCns3RtOx2h6RbapYV4Q0S+njHANenGjmW4xQc794lbkvnRUNMWNaaa5xJdHZkjLZ3DJNnOAu1TskHA2MfOX4oZRUSZL/GFJvbWjcFpTh6S4ZRm3ZrPxHiLoXnPUDMx7H5F4QP5egkfOLtvwSZmke8W/WLjBUj1RJkoT4a5WvsJib8V+r5/284MKF+hENFHPFz/EO6Vqt+cFtQBtUOfbM8e0JQNqG3kuci/n1Epf1pBGPy+9bFkxoG54Pp5MciqrSUU3viDCKkZcu8ZSo16Eo21yE4M8uqnoxhf3MOdwE1DxCHnxE5mqJrCHCOEg22mWGlUm6EZNfQ5G2+ULCE1UIU7FJC+3xK9lNsSmHguGdcVFSP3oOlZm9ryDW5a0rkmqkdquzVXJqrg+W9ckDY1SzkI8Vjw6U9UEd2sMDFA8XtyYVHSjp+vqFwBPFI9Ja7rZ38Uenm7tT06ruv1e/YBGkeIpWYSm+fpQBRERLpnlMwysWzqpYkrmaH7LEZQm3GW/6+F4GM4QeX5OyluzCE2zp3uOkaS6bRGl6fZ5H4DoG2Y5ntTCXXikVOtQ8ffJLIFHRR+heH1KURzPZuPhJbh8/1GaSzF6Q0qUtvS58Uxg7Nh9YHM/cJQmGGOHRWtK8kbJzRRRJdZkBP+KUUP9aqX9IDP59vaRfMyD1vaYeznGV1X7NnA/ZnBa2gT9VoPmEBPkjxukGlOCfZvBYnIREMPQuWTeYZDoShsthv1TBqe7StDvNGh2lSB/2iBVVwn2XQbrq/nV6GhRKT9j7WN30BttopOZuFHccCm8No1WxDfO6WREUWB7MRXd+FJV57jon1fFuWxdkwwUqtXtYdshyTBb1yToEKiF9/gr4oJCnpnrN/Kr4lDVdWtZfEqqajUR2zBEB3+gm+CiVYyQNnxaN+DQiyjpjPhDXdUbPeqf0fXWFOnB6aHff4BPnRF/vYBW/fOMHUGkv9FNWcF1U1n8R9O03x/0zKPr0zFfXP1b3WLEUlMI7H9awGojAPrvNFqxUfz9cLAL5fy9xsd7JR4RNfE9OI0A6SHIm0bhvZz6C5j079Vo9ZuBhvhNXTMym5lCTx+1hv0RBh2KT+fEbyGhciGufMyCOZjEPI/pKpL9bi4vnSP3mb9KGl6TNhTRz17qteDIvkemrNQ5+iEpfjiDC/AUEv5vyqDKae7/R2TYTV7c3hRvzlC1sIeH04PQV6k6DPqXEGmrlAsaFX0Lp5UUxR8/rIlfTmU1if6PSkTYMP04Tx6gSXjiVzNdBUiHjOecsw9lKetdVPB/5WF+TaISt2RG8BATC8j1qTr2TEzUoMvE8YczHfj74/mg58NkZrZ6FYIu4/dTUd2UdST+xpJfTJvUVEBDKqMj/tES/1Pq9B2DUpir/ISpL+T4/lbKP4t1w7MweMDAxD+nOAfnU2D+W4qpYaTqGCv+ReK/BK+exkaKXfW/p1g8r3H/muJKWLaYLCVqJP5Ryv+dtjFsSnJq/yzF/5E4hB75qfJx8V81to2ZN4t4VfwPaFgdxy5x7/oOKb6qUlxH7nnfLpGt2wEeaeudczVsK3MmOT9tiW+3BggHYVwH/fC8ov2yJd5oqW5NyIfYUYo3xWm/EgYFVxsl/v9HEPn1wnEL07yN5SBeYYmf5QocThS7f7PEz1nnVRaO98k4RfLAL15jie/LoEv6p3vL4vUGWdZjxO3nbBrGv+x7tSW+37SXujuI5W0wjKBN8WUp3mBa3NFkPktS2R+3xI+aBu6gs/4Eq+ItBlMdwzz1HL/KEj+Bq8wthffhVs9RsxjeTxraejjr9jighy3xSoNzDqgJuA/5nQbTwo4Mr3xYD0dz7Sg/ZcnvstQ0eePzsTeLoE8cvRUanmM+HC20/JJuwQN61iNILN6vkZp8ix5eoX8ZiSqsFpx3nNF8WKFlRTPxGUv8L71C0VCG2HHDZy3xbUgDwDVC2ccUoHeoF3bVr/NGMCWM+mRa081Fzq12dc6IctAJnLoIqYlLocp2xaZiro4uuxiryZ0IS8rFwpiqVxpg49cuYjRZbdjHeGp9FCC5DoWp6eb6jOsGbuMc3AMIHpWta5LmNkxg4fesTxZPPIrTpPfAMmAF2WABQcSTLsZq8rNI7PaQblQ/AEV/4tnimUdQmvB+rQQfpz7gYB5SPmsRpemwRpAJUJMQcZd6rnj2IkaTbWPVwVUzMxdhe5dfl6lrih39sgptAPuJuCmt6vbeLr1HHacZnL/VHGKqoouQmhhrUfU9rmAOpOC5Mq5qggM9liK0ru0ifh7U55mygTP5rJSvltCcsk1aAdpeKyO1r6U/37lH/Bg8FiNffzgez3CLzkl9q6HD0TbCvcP98Hi6x4DKiXDVSAAMf94QYqIwTzsqCw2dinvFe8E2wUF6MPlFiWtTJAAZg0zDUblPj8b77vcZLok7+QuJVFTXXGx9UYrfjJ2xToERXVMzsIkAhcMoYMMd4VmkKlBVbv2TUvyWSnANjtydf0ziP9PA7WsGxjEBpPztuC3VrkstYiQk+LjEfxdR2OkN9Sek+B1FAONQtyv3iT9Suuhip5v68wn1aJLxjK9tbGlqAuj/P6/DsRJ4okvojfNxRvx5yiAyHB6BwRfkufAwmPb39qDZf7agyYMx4hGHLrS1P0U+C/r+K0lJ6dFxSN8vhrvjKeIWpEg4wPvkfzap2Bq2rEh8Scp/kDNMdw0xOzUv/tQS/wUTAkH3m0jUYp1CUGyPY/hF5H8AQ5DvwI4XzdKw8FVWONwOe4rBv1ritRa8ASNUyDoU14uPWMju7NfDXl+/2vfBnHidBSPBvHPWIa6xLOxoP2BF/eFkgGg+fvmk1R2FAw7/zdb+bKiyeZ/JiXdbTLp48Dvisznx81Z3B4NWKZNadxvpyzXxHuuAJMCoTh/OifcmmBJ8z3yI8TEkm0Aa8YtJG88txUMf2xVa3miJDyUtxKExEp/IyQ9ksYhp3yvFryQoL8SxERatTPKhHBLHcQtFUcn5SHwyJ37VQggx6nVjC2WPb7PEbxt0vF8S/U4L+/Cwj6wpCX2oC+fgz+XE72DHzdwTQU0PW1A0tnAEzl+R4netTZhqGlrguh7+b4IqSOUQpN3amL+Mw/UoDrpkkKsTa+slIVZb+m0K0bLbPm/hcDW7zl/iE9+JkVZd//I4124YKG/IWO0k2IL6/FGl6W3p678lVS/apQ2DWFYIdQe8gh0a8UAmwrCWdrEydIaEKRMsKC6SFJF9/bg7VXc1uhGThJHlgfMzj2hsoR819WO6vqT7LRuvtBA+4c6UZoa4nDd2WLlqLQO06nNGRtBriEvtCW5EsSinfczzay0pFxsdtByCFVYz7DS9YN/MGAnIMjxeDx5HWh00gUmOoWqlHw56EAKsUhpafGJ3muINlshtLmDENXXX9131gzpRanr8yIpnl902Xz+Q/PTOuscvSfEX7ZrKSpFuo+yon/LncDPd3HA6W/FHB/K4Ei9tZJ4qaETLLvN7A/GLSvwkUwar7/yXF5Hxff/KIjp5IWB10/XdYo3GdYwvhqivAqGytoWbVP7I7XjyKYQTyeeG2JUSonN0zCcXaVTvFxGdSom0HJfmdfoiskuzu6zY9MpAsMNEhZcbpHkywV9h8KrHBHulweoOEvRV6jf6jaDDH3k6XuA67O/q2AbozRJXl1rbD2WsLUvioB0mlxgVsFgG8HyJ3ZEaqPuEFbCK6FvH2lkHl/bzZvTziHQOiNgZ7ktxxz8xDVwmi49wSwJ5hu1bL2JraBwQpCwjIOEnLFv52pbpAGQiZfV2sLqo3UFjymZiGiiZJnVxaFGeX1jmMwoi/qiXYZZ17Gln70o6y7Q7aEw7IxJHw7inmA6OkccMiCBn7PgdoED0DyfWiCckN0NGAucB7ArvtkT+YDxDigCV91iiMJxH/R1Ve68lljTrICHX73YgtzjaQ0YMTkYTbMYcLEQhM+yo8IRpaz1hCY85Hu1BBggXQahZAG71CKQWrrvSa05cpQqrMIK82jOBVS/cxXMwpgfGw+1+WDG/BmjooeZ2so83kgffj+FlXzYqlC5NJ/Kp5xBZzyH5CqHnluHcOr76pFsHYmA23UbV8dygwzfSOj5/Za0bcgs9pPe1GHs8BKwQOvkPYWIWiMsc9Yqe3JEeFw6jMKjuYDN+IoeNJ73wWhN5XJ+mj7t8tqCm/SHMXnbky5Mpr/oRZClekfiwJVYWuld4bCI8wGkYi5nxoK7gtlK9ZaNrMKKFhwP2yZdN1W9VlQpRyPhVT6gLLrtRcjp8/xKIxadbR2SDnWAZjPZMdU3KvgkA+TKywX7EkpabQS8yAY8ZZfqoJRgpQ1VfgzggJWajWW81G3obE5AXwQo/GkZ5pY4DVHiNHUx/aMR8P0So92BRSg6745RhFvqdL8sOsFFVnTIsBCT8QIrf0Z+NZDO2yja2MfbUzuLzurPFzIvImS+2iMBrN0p24ACU6pt05v0o83JW6ggWXt3T8CZOD7AchTI5loY2tdyWqnE6cChPMi5aNct2ybwMLXyHm77+SmE6v/wOlFFHTiE7vlPDjqdaTfgHqABRqSkTVmU7Q54aR9XxlCcNmLaF8E0BEH0Gi0TIBNAMMfschcSymRiUGU32mT4o1DA+gfXT31E885o7Im9LFiLVNS54FQ6tWDmBvvPFGljGVdcukFgt2P4WEn7idHC25fglz1U//RalFidIml9EWyWfO2zujL1pJzT5alDnEimc8ZU+l1T4dDdRy62zQVUhV9YZ8676Cn3M33JVhLS20eSrcICOe22fmBNFW/22/yTib36uRy26Uy7DUOQCnEwCC46sRtOScWMZFhI3wqujUJ7QxgmbXwx6xHeIMDETg4ROtCvjCrUCeIoaToJkLKz8ACCsDNy25wM4ITUBX4DL6+OohyMuNR2/XKJ+/tSY49g4RS2vOY104GqtDACqp/8CS/kST1u9OMnRHSBuF1/ELC+iOGYs2y9hM+iNz49wbuKbMDhEwF8WRAEWEUHacLRzmGKXOAAoYjozuZGCWOarddNIydbcraEd1rFSTIcn8irwUmtYtBtpRSbRMaKATk1/MCBHPvq5gpo/4IR5JqaRCZcYY6nw4e52U63/XNWx0QwoX14YMghr6uf0wlNfpZCLzUYj8Il1/VEpkAjnngROf89AyjglYuX73GAkFI+H/xaTqRsi8feWXHypN3neUbTWcj/lEwCNKxLMZYJauAuBiSQNmauQHNx4kCY8ELZclO8oIA+FueQDjCyQN8JzS0MeYatIqQGF+nIi26aJVAMVHmEZYHjvwaaXENhKBmFdnfJlzAC7hhZSXABSXEJZKSYr9sIVVD6loThawozYl7zK4Y8GeM2BdsWmxXfwY4y+mFrhwRhnykvkuVYvzpcdSzvERojbkMw92JqWt4K7CraLVXkc63Ha1QRmMdwvTsyU0mIVKpWcXMRt0jeID+fEKTUDRpmvtMRpsDPde+h9prMSscTIbMO/jNpT3M83wvOI3oG6fJG1+DtLXLGIUt4Cx9wrVWf+uf4kGFPF0O9VCap4aA9VcLoqrk5m2Qcjpopb6vIIp2izhSC7k3lDMX0dHHulscMyrnl2QqzfDeds/BIzFv5GAzshTnYNnIRrNbU85T3F5j0dBBeArZZ/G4oc/HpQqvI4hlp+I7VulQ3gbhOJgoSdKazp65+w6qoQWr92ZFlz9QNU9S4fZsBy4ER17s06bpqi6U5bQdasP4PqIP4s/kG1bsif5/UHdFLYV/cjgJZCMgrQEdqXE3p3iG2v2o34I4mVXdgV7DCLW51MxweYTSZ7jyFNv9eHv6E/R30N48no8zjUbu60MArYoNsDlucHTIVvEitEWTWMFGaa3KhZK3MltozHwx0p7jW32Ev+kqIXLiH60iLlllHJ0bHHClrZhDjMz8Ir7nRHB92IKdD45RCY7AQp8IERGwZsqXo5pN2rlJR+aF3PW77OD26SlU4tPVNI3a6Y1sY7XTWe+4WVQftwt2pN8UfJ20c5lga4dBOSh0UcnybKtvG8r5ZxK7ZlaY1gZ6A3mflkfVsBZg9mh6hIexYh1e8CAZke5P54Fk3GM1O1IoTVBo7XR/KwnrfCWNcM1ddigBnVi9NN9wLTljePFeFdJjglzNwe32AtQNcRNgNk6RAfQJfWNjYFfwf5Ooa76M70HolX5hCuJC4o2RmFsNJkpPAcnPxUPlMGfMMJwUYLT2/j0Bn/7GB5DFetOntVTshReD6pWBfJWKaMOUDxaIDBWPpRVVO69HVHhoBB9RLhXp1DWBqfYGb0eMzpk+uym6Jx+DbCFSLWVC/yaLexeP4CH0gXxXwy6Lz6/YR4Q04UuJJL2kKtXLRofsZgzSSpdxwbMC1TzwWo+/ETR56Gn9uW/87zi7pvKZFEjt9IcnEUUjNmI++lQZxL6nU30BVr8dGN8FDdxkGGieKCgfF9iD3onm+TwUuaX6+gkvOpRKRe+L45lme0oBk56Eaz2Dg0d/EaTP7FaB9skKN/Yw6+N8M+D/PEokv457YX7SU2WRdR7wUsYytS9MkiTbSifwMCi7y4a0p0CUH9RCLD1AiBC/OcXBRS+Q4kfVIvhCx5zK1CXWqWsNclPJToC8nDnFxGG46k+ldgOJNjWuFsoXA4Rvi8QNetTQZz6ckVyXQV3+ASEYkel9uAbGOPADN2ZF0fgSNkgZrg3BJiSGCZ3RsZIf0GUb5Pv62jpAKdsXLaX0F6ZIj+Q/FVSywnxohLsZXxNjo6gPxiWa72QmwUYUPzPIa1iOWpPGskXp6Ta1p1sTeNxIM5fnpi0fdF4hU5eQJdTSHtmjip5iKmqeqFCAs/tYBvXcL/4fH7GDsZkph9mRqDS7tsglpqDEip5uTlOxntvyUnrjhY0PNbES5h2W1NcUSG7q7i52IqiB59zCKMQ4qrMy4hdi24xcjJa2aYOOMKXpcT17LqJ1p8fU5cl0yKrQJvHxN1vQ/14WDZnezfPQ9VKjMysReXOkaHmGuCtQVLJ8L0l4hrye0BZkcdVM0awOxrKbxQKwlEesJ1iMCuTepypR+1upgGWomcAe+Fwy7ya6M9nYGEvhGrAK+quRkgztiyyKOjIk+7BZO9XMbpEJPlwRqgrJ4PbABqjGU4UQ8vR0C1+Yt+hEn1NP2JdZOKgAc4LSBC53wAEOz2a3PGhuHPxriEJotkyzMjlAurAmaKtuJ03O3tgCfywgvNO4tqeyccwQxdTcW74KQmMWPx7hwcQGyMrSxap4rFz2JfqoMxhiKsG0kFn7sgiQWbVIC6nzKTKh60ZB6qMEs6Em/LyYKaXvFyKZcIFbsRzF97vhuZR+0OzEJc7u7soAORFysRT+x+ksVajesBBXmhOBbXS7ixhugK/WKxpn4WCaEK4rgCjTnhXKOquCzkRgGGJ3XHre7hAIoE4lS0YMRM1r89J09nhpbY6zty4rJdcNrUSTcM43LF3YUVwOrh2Q6b81nU74XOaGcAJ4JjF90ppvYKRdiCUuH87hNX9qMSjopYogN44UF71Bv7uJY/J96bk1crlBdmUNdsx7Meiffk5LXTcEevRj982TzEcjbJlmVxneqniGBoZ99Xv/isQGA99OtVm4MLZOSJqLevSvGoyRhpEVzT28pskPkRNyQ/pEK2O1TRHL/B8uhyf3e3tD/nKWUtox14Vak33iWmbtTvjhtohkHAaasYQA05r2EzrwVdcyPlDzEh0MXSDrlHtnoXHroL9qElotDF8jZOsVQz5rzahwed7uwfogu5MrkYt3op4ngcxyaXxq9xfLFZ4M4FQ4hHCJbaU9GUMUajh0i8D1srq0X2R7L8NqGW6qGxyKEwuRR2yYvfnlAzIizzkeJyB4X6grqI/8yGTEjLNEbLGhKu6tOOnMaNis8HsPqzB2mFRG4L6XzHboCZqNSadoBS4noXd66ALLvmqr++oxO+APjTe8/BFbJKYhbqKl29lL02WY478UL9VkTa2dLX7izpQ3MtZLkuxVztkc5Uwtk/wi3GmrB2MWOmhgAP6bAuFgnCXBUwaPxLRCG8MJnCxcDGNeqjcHNDc/cgPp6Di1evzrj6AkG8G5lAJ3kkSZ6Iy3hFnaTOzV910FV+452fCNffTtfZQZXON39ipuxyJgHlnbvbdo2aLjSauFpgDZUlXCbwb9YolS0nlQ5y7zHJyrrHP7uE22Q0oL6arWcJj+lvu64pFR9HLyhOaOW7FUpzEk819Gf9T0HeTh2XmZ1as7mhbkdOp0OHnYVJJdHDRxCDpmh7ujcfwrYj5GtkYnf1WLsq/YGZ0sll0KS2CRpscwofiY/l0qtp2hHiZ9XClJPsAaEM60N4HP0uWttD2OPiR31cmWCR4ek+/U5y9YbdMXvTltCTySb7wT1Vcl/7qSOyaAIHrYxyhuAPSwXzgwyNGpm+c8ANH3wYYikzOGxEkhcFfMFJ1Mx3EISNS/tSjSYh+YdCtBlZDXsTRc42H2HJV/mlxUL1Fvy7VL0V/y5Xb8O/K1V+XXG1egf+PVaN77XWkgTy8UoTOWVCJ2CzsE0f4EnSnKoSexpLG8VlC/nny9V13xVt/ntl3Wm0UV5V4+dmry4Td005wL/Xlmlc11Xc9bbicT2gkt0yA3hUXee+b4DBo3g0r11vdPg6x2NggU21/B/r12315Y/HUarHI0lNPk+4G/88sVzh00+yi0WK+WRz+fIUjz0/1eMAnmYuc5/Ovy6A8hn841oonwlLRvEsX/9JrWdv6A8NY5miuMlXCrqZg7mFiFs5uNvMV3VvL6qP6t5RLHNm7vRban3dpUR4zpYqnttyS4Ee8PP8ZtsrEXq+W+d4XoBEA0f4wppdVH8j5kVuo6X+usGLi+0gUHqx9Q0aoCLlN/n/UrMVxJNXBqx16PDux8biBlxptgPNax2pRax4NZPVOmgoFv8kTK2sv3l0puas65vKDfogj2/QCS82t0QSWao6pQ0kMAFb/KiK+fNgOdxGURl5zjymhCMqxHDmmaUYx7dcyHo5EXwlFrGopmI1pjiGCzPkTjV2zXdsr1TVzI5nLyD599a0+Z70W24jkfiUzq0COh3YnLzLUGCOlK4vp7I0sysCz3EoGeArkTQoNjX+Ko4S5dXUukZdw0GgvJallus6JW08G9ejC5IDfBTZoryBpWH1aLvF65X4o1I3pov5MQtL6rHpynic0fPjsfm1641kqT6hzI9Lx9vKE8uwEwM/qezyPaOmctRPLqd/K+8pTr1VhYugKTy14qjEyNOwDLV9Ph1W4Hjqs+XPiIfzTHYH/w/wWdpon41LfAdSq56+zgz1JpZGgzcjEqHOb4lt7daGznjfhh2F5e2cOXXhicodcCjZz2zd6ak/33UXiliG5wCmGIrZc/3YGzwPKxT2oS9Un491ikRdXH0BZ4F9vRAiUKgXmUX/4gDxhZ43GE+T+yzAYtHmHxMDVML0t2oO9aX3uTIT+Ki5jQot0jFLtmLc1Tr8Lj80pYWves66hlxtrIDO2Mj9U6aNWpNi1+A77m4rw6jrO39A4F9X/TcVddm1NXErge6uH3nT05K9qFcahN2R+uaD/L/PAQAAhVI7TxRRFP6+Ow/YuLuSACaoyGjiAyIoGBMafAQbgxG0sJ+Y4ZGsAw6sjwTDPliFLQyNIcQCAoFQ0dFACDQ0vAqgoYKSX0BDw7nDspRMJnPP+e53vvnOuZdUMBCdz2SXo7E8pzZGsbYUf/288eu77uBp0BQ0v//R3tSW/OR96EY5KsBK3EI1TJOAgknrTe/n5BfPH4DN0iEAEZRhRQFEKI27MJXV4XZ5TuMlJaoXecIl5Jfr8Dq/60IVFt7ThW/9AS/w3YTT7id+Oq2u/83th42rZf5SDMywTEtRPMSsQVRmgZQjjh7lgDFV29Hb19fj9+Oj15VMuAEKef1FXsdBmGlgbRhwLBHMdnbOKQFWjZ7/ExOmhktEc8ySzuQV5yHFgCloStBfx6e1KI1EyIJ28V9Q4jRlVHCvav3ZScP0pLF4mD/cP2ipr2s2YU3ZiIZ6ogXEGB+i7ktaZYpMExlxQwwTOeI38YcYIUaJWSnaIDZpbBM7wlAYV7RZcjGza+lCQ+fDy/NoIZxfHq92Y+dDvKnzanUHNXhA0ZNMI4b+yIkTDzFO3EacVSIm9+E+HqOBOSHafAJm/rW+GLlxsKK2t7ZaikFNru2l0lvFQG8BZw==(/figma)--&gt;"></span><span>| 5 du couvercle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_56  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Sur la largeur de 20,9cm qui à le premier pli à 2cm du bord (attention l&rsquo;autre largeur à le premier pli à 2,5cm du bord) venir couper à 0,5 cm et 20,4cm jusqu&rsquo;au deuxième pli.<br />(Cf. photo)</p></div>
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				<div class="et_pb_column et_pb_column_1_2 et_pb_column_93  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-5.jpg" alt="" title="TUTO BOITE CHOCO 5" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-5.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-5-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-5-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76921" /></span>
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			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_94  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_63">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="595" height="842" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/COUVERCLE-min.jpg" alt="" title="COUVERCLE-min" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/COUVERCLE-min.jpg 595w, https://soniabenedetti.fr/wp-content/uploads/2023/03/COUVERCLE-min-480x679.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 595px, 100vw" class="wp-image-76960" /></span>
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			</div><div class="et_pb_row et_pb_row_76">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_95  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_57  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 4 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 5 du couvercle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_58  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Pour terminer le couvercle, couper les partie bleu comme sur le schéma.</p></div>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_77">
				<div class="et_pb_column et_pb_column_1_2 et_pb_column_96  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_64">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-6.jpg" alt="" title="TUTO BOITE CHOCO 6" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-6.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-6-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-6-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76920" /></span>
			</div>
			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_97  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_65">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-7.jpg" alt="" title="TUTO BOITE CHOCO 7" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-7.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-7-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-7-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76919" /></span>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_78">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_98  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_59  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 5 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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p/1ESMyxF+97qyraJdFbrPfC8fCsmKa6Nb2dECiSn+Ak22J0aTdeykyAkKuzCgU4rxov9sbn48AWvv9vX2kHPYR9yGS7IWzbn8AKB9iLBGDDESUB0hJhMj7AF6ahUOVKNRNywf9bZw9dwivqPy97tZcWwrr2P/fLncQMU27GNuqWN2ekucIPaN2TAkjrKvUBJwWcoeKQFhtjRlhzhiA5w76UX8b0ZYUeRTm2uWkKESIxCPRk0vgPYp2x9Oh2BXLfTUbD0qxoqBgH+HziKIDtdodAYlDhcsmYk5rDEI+RKSYtmVxGerZG4bLxbHpGGcQkECYtYgNAI7vKg2WKK+ZuFdKcWLC8VRUE7y0OBkOxy/tl8CnhQQvNLksTx0oU3iFFJcjGbvXH+Gcwh63+r3ZPvq/YgFbDaktoK/cYU8IU8XDOXEVQ9A6ZqQMExNW4Vx4KAZC7gJb64/ihzCHxJT7eyGky+GMgJoOXC+IPCtbmrCAbD1qYN7X47RyXVzaBt09dCwJNqgbWGu8PlROWHd+eme/y2A+nEagkElNdeSWOWQrItw8CKdITYZBF7MoHrRkbqDylSqfdT/mFhcqA0gfYcuRhb3B4WQ/wl4jl3rJpUiEnUYub+Nwd+5l8zGX35ukPK3ZbEIAkEDilV0MJtHOa6Rc3e0OBtvIZFXQEImBPLYPc5uis3PF8QVweb2Ua6gB+rwlj8+SJCfOnlNzNiuIEwYf9hL9nhyM95gQVyTBuBSPvbm7G4Uz+A+xKk9VM30JK7+NBGIvEvAgc+0BzJkvtx/TIaQtIF1o1CGsZaw3fSq5X8jzykwwtWw7CyBHIJEoz5od7eBMidrybn8azRKxoJsC1k+2vrROPQtraWc8HHYhWFE7rPQEer/Q0wep4Md2oUE1YejqYubd3oFZ8kvlZNLg9aY4U2PIcHsJJ3pRM4swtwNzs1CEfUMzCl3vTqEyo6ysDPrQriaXT7LSCGfnxyA3wo/gC7oDiNlTssZDuNgC6eaRK4cCJKchEvdJ6R8Ot8cDwz5SFfQL76/hmElEBhaO4nQ8PmQPK9ADnBemJGYLC1A7iGWpKZYT4BD24NgIj7AejuguoSHT1zjLWc6jsIK5XOcWhXEcjtSBW2Jb6e/uNkeDQw++BetRUefKOFQf0K8N5zOOTnkzzdda5IuKWSeWHcFKvXAXNPQgWL1xI8wStj9D7+P5xO2BgOrhELrxM++UpIFW3UduVgpzH7FdORwIC/X+OxR+OHtkIh8mSA2xM+BCJFRgg9bqbn8QbuhxRaoRLLB9mzFWu9iJkRchyxbmxcxVhJBT5uO9vTDoYxebHnJCg7E/32Y+ZRtkRIhvkVw2k/EIq013tDwf7Q5498KcepbjSj9qx01hD9O4qqUuxc/XuxEWkZ6x3E6M1VzlZL496Ef7YMZ+KW0wDsLusJZKx06so53kXMQ4XJFNDJom4M846tTUyKq565+HpDAeQ0wLxUa8IMKiEV2a7+Yt/0+cse67Az8zIfEjmrW+rRfWigoJrqQk2PhUSKC8KlZzboor7znjh3waGxRQJLHBUjSZht0eKJaj/fF56BpRTTGEBntceiBfCRg0KBfnjnYZmqn+AiF7c70q8bDVwtY/ZkM5POjvxHeAcTKTp111TylLyD+ojIylcMhvMg+GOhYmH/TiCAJL3zxcKm11VIQrj3SCPYIVBPuwW+O+MBoM3e1hPvq7fThbGC6e0jw/gsCoCR1iH2wZrx2QgVhJLpQEUtpx/lsSTlos1uIseA5JWIwjpsybakJcMIiYHtexjbY66S8bAYrYZffgNEaYc9gzPCKkQS/JqHnxg5Syvrthdt3c+suLGOgxJE8ik+GWO/E7KReT2zA0bEW0MsvaTtCKy8NQZYoqxQbV6CJ+VTpUVKLQsDeRSFO5QoEEv3mpRvpbKntnseQbboogZzL96tIs7yAons58xMJYpBGcTzTf3UUqGIu3zzhOdYD1gUg4PnV8k8hFB3tc8Sq6wiSiilMH7fPTsGfUmvMZ93MGW2iHs4FOEcHQ+6O+DIrKeLqD1cdXCOBBzkVAr2DnsLej8WA+C83+CXdjBNxcNz0Iy610Go5jMup2bcs+6wOQNRVN8RIZo5hR7DvgbxEDCgu+M1luudF86GOhQnmRQLhiFifOBJHG+jRdBAJ7c7ijqakt7xjdr0zopXBDfZdYXYcHxqSpmBOdyIRV7O5zLTgTEJzH8oV61St/KwKOYSFk0Xs8XApCBJ9gQOGZLNYGxFcuUCCz7DU3iLHMy3M5p1LR707kkYdreoQK5rJ8Ca4Dblrxy+wtui/tGuNN02wo8XZEAkwJBskphvQRMeaRCHMRr1XUrXSrMvcf8FUwTqgKCGVnnBsMAXe+na2qg/VTdWvlTrPS0c1IZeNCTb+/iBFibZ01LXzQsqc7iRQIaaFEe7QHLeLEB6eZqVp93OhOvdi/5rSfriEqxbPzaR8Syl4/mgy6h8pq1xiPqKoyUsjfGsxxfDG9TVQFmsRjiFVwdsAD5/RAW6rNCwddhNX7+oH8RCH1A0OcEbF0AGLZqKkGmOtH5XAQIgqHEeZLY4jLqKve5UEU8xXPtrnNprNDYRmPZhwcoHzswwoJD2fUm/CUBrlDA3KzgDCIOCbxbN2P+xzd2d9hFSQPA8AqHLT4FOwjQ64XDx4DiaalqnxAbMelkVsu4z4Ol4xwLcr4kL+NUfrmOL5o14/W+1o4dBMBSS7/BAeXLpuEGvMG5wCzQzdOrdjc0osdK8A2o5cmhKiPD0KzD44HvQ01QwhXYb6VxDStDG21j9P39NDFoR+PROM53JBSVo/K0vXSkRBiq9/bC2H2EB07mIUoPaZ3en0cs9i7nPUx7bPucOJG47vuQI4UcrAZQ1fL2So7fEkaoostXLM7xabtcVASa+2cJsnZtVaV6WHesGJlOICkeofRvEqrwm8cXEYwLutTsZdRJwB95r19so/Tl1gSlgI08o4J1nV8VYckTqaqCe6csftjQm3fGnXXqKsWSYGlRj2nH7V0OMfAFkb8bonQB2HlRM3kmnjIGqR6Vlr5VylenkUa5Yt/k/KHzWr6de2RYKvL4mYD6v7CfuSPd2dm0fhsQqfvkTjUj0ftSQ9RvhHkF4DDbA9imh9FXW8tMebHZUQowPiQoUNOVlXLC+L/euwPAf+MxCgv4Qy/IJF+zTSlnvXzEvnYI97xw3BK+zjfMK+ihcMw70MsadAZGVXD2+IGLpYU/VMx2myFScM7kwYVeqYNPx03cDdM0e+K0Rl5sA9rMdD+KzJSyB6QJMFYxSfM/BCnCeOW38u0UGDiPpnBaaGI/f0MlhIR96lMqNPqYmVFuAqQvyEvKWExIYWUH1Gzi9lfB2aCyf1LiB1XEZIiGTE73KTPbk57mFHxOUv+YzxpaldIZ+19UjwAbgq7aNzfCCh5IHsg+qZswyb467n+Fo1OXEfGaN4vkf2JFP2ixb1OzuNTD7hnO3k7UmJwRO1HaP5SfLCCmrhKPxvX1TT/MQMMLcWGWmOfg8ZKt2BQfxLThb1U8j+VOnFXWnzoKykXKrUc7kbig5Z8Nbe0FA1VRuJ9lvxuywyQA36rFC9Lq3o1cyp40PcTPA9N3wynwCMUzge6QQ3gexe7tqMI2dohapH4gCVfg0MF8qf2NCzOtzFZ3E9/ITmL+TzQ4d5C/ptcQOGM90Epv6x8pYrK3iLFOK5oESfxA7XwIByIgvgNlYY0EeBVMayJXXjR7t60O9mnI8WetiquPoLShGcSbPzuwaq45ihOk27MsIxspK6zr7s+VTz2Emj9QJC0bMLomYcSTxePuwipidvEl7AriKvF42NYN22ymkl8XSuesIjRZFsDbMsmY/dS8dS0ppvvo4Ya2C+Q0n1aDOumb1DsOOmvk+LpcUW3vYSkKl8ywt3GcDge1Xi4mePkiJn91oVWbMAXZvMu4rqU4uVYKwlJuY8FFlJkbDlZqm/LUul9iKrJkjyYJYHvYC4b6G/Pov0BbCns3RtOx2h6RbapYV4Q0S+njHANenGjmW4xQc794lbkvnRUNMWNaaa5xJdHZkjLZ3DJNnOAu1TskHA2MfOX4oZRUSZL/GFJvbWjcFpTh6S4ZRm3ZrPxHiLoXnPUDMx7H5F4QP5egkfOLtvwSZmke8W/WLjBUj1RJkoT4a5WvsJib8V+r5/284MKF+hENFHPFz/EO6Vqt+cFtQBtUOfbM8e0JQNqG3kuci/n1Epf1pBGPy+9bFkxoG54Pp5MciqrSUU3viDCKkZcu8ZSo16Eo21yE4M8uqnoxhf3MOdwE1DxCHnxE5mqJrCHCOEg22mWGlUm6EZNfQ5G2+ULCE1UIU7FJC+3xK9lNsSmHguGdcVFSP3oOlZm9ryDW5a0rkmqkdquzVXJqrg+W9ckDY1SzkI8Vjw6U9UEd2sMDFA8XtyYVHSjp+vqFwBPFI9Ja7rZ38Uenm7tT06ruv1e/YBGkeIpWYSm+fpQBRERLpnlMwysWzqpYkrmaH7LEZQm3GW/6+F4GM4QeX5OyluzCE2zp3uOkaS6bRGl6fZ5H4DoG2Y5ntTCXXikVOtQ8ffJLIFHRR+heH1KURzPZuPhJbh8/1GaSzF6Q0qUtvS58Uxg7Nh9YHM/cJQmGGOHRWtK8kbJzRRRJdZkBP+KUUP9aqX9IDP59vaRfMyD1vaYeznGV1X7NnA/ZnBa2gT9VoPmEBPkjxukGlOCfZvBYnIREMPQuWTeYZDoShsthv1TBqe7StDvNGh2lSB/2iBVVwn2XQbrq/nV6GhRKT9j7WN30BttopOZuFHccCm8No1WxDfO6WREUWB7MRXd+FJV57jon1fFuWxdkwwUqtXtYdshyTBb1yToEKiF9/gr4oJCnpnrN/Kr4lDVdWtZfEqqajUR2zBEB3+gm+CiVYyQNnxaN+DQiyjpjPhDXdUbPeqf0fXWFOnB6aHff4BPnRF/vYBW/fOMHUGkv9FNWcF1U1n8R9O03x/0zKPr0zFfXP1b3WLEUlMI7H9awGojAPrvNFqxUfz9cLAL5fy9xsd7JR4RNfE9OI0A6SHIm0bhvZz6C5j079Vo9ZuBhvhNXTMym5lCTx+1hv0RBh2KT+fEbyGhciGufMyCOZjEPI/pKpL9bi4vnSP3mb9KGl6TNhTRz17qteDIvkemrNQ5+iEpfjiDC/AUEv5vyqDKae7/R2TYTV7c3hRvzlC1sIeH04PQV6k6DPqXEGmrlAsaFX0Lp5UUxR8/rIlfTmU1if6PSkTYMP04Tx6gSXjiVzNdBUiHjOecsw9lKetdVPB/5WF+TaISt2RG8BATC8j1qTr2TEzUoMvE8YczHfj74/mg58NkZrZ6FYIu4/dTUd2UdST+xpJfTJvUVEBDKqMj/tES/1Pq9B2DUpir/ISpL+T4/lbKP4t1w7MweMDAxD+nOAfnU2D+W4qpYaTqGCv+ReK/BK+exkaKXfW/p1g8r3H/muJKWLaYLCVqJP5Ryv+dtjFsSnJq/yzF/5E4hB75qfJx8V81to2ZN4t4VfwPaFgdxy5x7/oOKb6qUlxH7nnfLpGt2wEeaeudczVsK3MmOT9tiW+3BggHYVwH/fC8ov2yJd5oqW5NyIfYUYo3xWm/EgYFVxsl/v9HEPn1wnEL07yN5SBeYYmf5QocThS7f7PEz1nnVRaO98k4RfLAL15jie/LoEv6p3vL4vUGWdZjxO3nbBrGv+x7tSW+37SXujuI5W0wjKBN8WUp3mBa3NFkPktS2R+3xI+aBu6gs/4Eq+ItBlMdwzz1HL/KEj+Bq8wthffhVs9RsxjeTxraejjr9jighy3xSoNzDqgJuA/5nQbTwo4Mr3xYD0dz7Sg/ZcnvstQ0eePzsTeLoE8cvRUanmM+HC20/JJuwQN61iNILN6vkZp8ix5eoX8ZiSqsFpx3nNF8WKFlRTPxGUv8L71C0VCG2HHDZy3xbUgDwDVC2ccUoHeoF3bVr/NGMCWM+mRa081Fzq12dc6IctAJnLoIqYlLocp2xaZiro4uuxiryZ0IS8rFwpiqVxpg49cuYjRZbdjHeGp9FCC5DoWp6eb6jOsGbuMc3AMIHpWta5LmNkxg4fesTxZPPIrTpPfAMmAF2WABQcSTLsZq8rNI7PaQblQ/AEV/4tnimUdQmvB+rQQfpz7gYB5SPmsRpemwRpAJUJMQcZd6rnj2IkaTbWPVwVUzMxdhe5dfl6lrih39sgptAPuJuCmt6vbeLr1HHacZnL/VHGKqoouQmhhrUfU9rmAOpOC5Mq5qggM9liK0ru0ifh7U55mygTP5rJSvltCcsk1aAdpeKyO1r6U/37lH/Bg8FiNffzgez3CLzkl9q6HD0TbCvcP98Hi6x4DKiXDVSAAMf94QYqIwTzsqCw2dinvFe8E2wUF6MPlFiWtTJAAZg0zDUblPj8b77vcZLok7+QuJVFTXXGx9UYrfjJ2xToERXVMzsIkAhcMoYMMd4VmkKlBVbv2TUvyWSnANjtydf0ziP9PA7WsGxjEBpPztuC3VrkstYiQk+LjEfxdR2OkN9Sek+B1FAONQtyv3iT9Suuhip5v68wn1aJLxjK9tbGlqAuj/P6/DsRJ4okvojfNxRvx5yiAyHB6BwRfkufAwmPb39qDZf7agyYMx4hGHLrS1P0U+C/r+K0lJ6dFxSN8vhrvjKeIWpEg4wPvkfzap2Bq2rEh8Scp/kDNMdw0xOzUv/tQS/wUTAkH3m0jUYp1CUGyPY/hF5H8AQ5DvwI4XzdKw8FVWONwOe4rBv1ritRa8ASNUyDoU14uPWMju7NfDXl+/2vfBnHidBSPBvHPWIa6xLOxoP2BF/eFkgGg+fvmk1R2FAw7/zdb+bKiyeZ/JiXdbTLp48Dvisznx81Z3B4NWKZNadxvpyzXxHuuAJMCoTh/OifcmmBJ8z3yI8TEkm0Aa8YtJG88txUMf2xVa3miJDyUtxKExEp/IyQ9ksYhp3yvFryQoL8SxERatTPKhHBLHcQtFUcn5SHwyJ37VQggx6nVjC2WPb7PEbxt0vF8S/U4L+/Cwj6wpCX2oC+fgz+XE72DHzdwTQU0PW1A0tnAEzl+R4netTZhqGlrguh7+b4IqSOUQpN3amL+Mw/UoDrpkkKsTa+slIVZb+m0K0bLbPm/hcDW7zl/iE9+JkVZd//I4124YKG/IWO0k2IL6/FGl6W3p678lVS/apQ2DWFYIdQe8gh0a8UAmwrCWdrEydIaEKRMsKC6SFJF9/bg7VXc1uhGThJHlgfMzj2hsoR819WO6vqT7LRuvtBA+4c6UZoa4nDd2WLlqLQO06nNGRtBriEvtCW5EsSinfczzay0pFxsdtByCFVYz7DS9YN/MGAnIMjxeDx5HWh00gUmOoWqlHw56EAKsUhpafGJ3muINlshtLmDENXXX9131gzpRanr8yIpnl902Xz+Q/PTOuscvSfEX7ZrKSpFuo+yon/LncDPd3HA6W/FHB/K4Ei9tZJ4qaETLLvN7A/GLSvwkUwar7/yXF5Hxff/KIjp5IWB10/XdYo3GdYwvhqivAqGytoWbVP7I7XjyKYQTyeeG2JUSonN0zCcXaVTvFxGdSom0HJfmdfoiskuzu6zY9MpAsMNEhZcbpHkywV9h8KrHBHulweoOEvRV6jf6jaDDH3k6XuA67O/q2AbozRJXl1rbD2WsLUvioB0mlxgVsFgG8HyJ3ZEaqPuEFbCK6FvH2lkHl/bzZvTziHQOiNgZ7ktxxz8xDVwmi49wSwJ5hu1bL2JraBwQpCwjIOEnLFv52pbpAGQiZfV2sLqo3UFjymZiGiiZJnVxaFGeX1jmMwoi/qiXYZZ17Gln70o6y7Q7aEw7IxJHw7inmA6OkccMiCBn7PgdoED0DyfWiCckN0NGAucB7ArvtkT+YDxDigCV91iiMJxH/R1Ve68lljTrICHX73YgtzjaQ0YMTkYTbMYcLEQhM+yo8IRpaz1hCY85Hu1BBggXQahZAG71CKQWrrvSa05cpQqrMIK82jOBVS/cxXMwpgfGw+1+WDG/BmjooeZ2so83kgffj+FlXzYqlC5NJ/Kp5xBZzyH5CqHnluHcOr76pFsHYmA23UbV8dygwzfSOj5/Za0bcgs9pPe1GHs8BKwQOvkPYWIWiMsc9Yqe3JEeFw6jMKjuYDN+IoeNJ73wWhN5XJ+mj7t8tqCm/SHMXnbky5Mpr/oRZClekfiwJVYWuld4bCI8wGkYi5nxoK7gtlK9ZaNrMKKFhwP2yZdN1W9VlQpRyPhVT6gLLrtRcjp8/xKIxadbR2SDnWAZjPZMdU3KvgkA+TKywX7EkpabQS8yAY8ZZfqoJRgpQ1VfgzggJWajWW81G3obE5AXwQo/GkZ5pY4DVHiNHUx/aMR8P0So92BRSg6745RhFvqdL8sOsFFVnTIsBCT8QIrf0Z+NZDO2yja2MfbUzuLzurPFzIvImS+2iMBrN0p24ACU6pt05v0o83JW6ggWXt3T8CZOD7AchTI5loY2tdyWqnE6cChPMi5aNct2ybwMLXyHm77+SmE6v/wOlFFHTiE7vlPDjqdaTfgHqABRqSkTVmU7Q54aR9XxlCcNmLaF8E0BEH0Gi0TIBNAMMfschcSymRiUGU32mT4o1DA+gfXT31E885o7Im9LFiLVNS54FQ6tWDmBvvPFGljGVdcukFgt2P4WEn7idHC25fglz1U//RalFidIml9EWyWfO2zujL1pJzT5alDnEimc8ZU+l1T4dDdRy62zQVUhV9YZ8676Cn3M33JVhLS20eSrcICOe22fmBNFW/22/yTib36uRy26Uy7DUOQCnEwCC46sRtOScWMZFhI3wqujUJ7QxgmbXwx6xHeIMDETg4ROtCvjCrUCeIoaToJkLKz8ACCsDNy25wM4ITUBX4DL6+OohyMuNR2/XKJ+/tSY49g4RS2vOY104GqtDACqp/8CS/kST1u9OMnRHSBuF1/ELC+iOGYs2y9hM+iNz49wbuKbMDhEwF8WRAEWEUHacLRzmGKXOAAoYjozuZGCWOarddNIydbcraEd1rFSTIcn8irwUmtYtBtpRSbRMaKATk1/MCBHPvq5gpo/4IR5JqaRCZcYY6nw4e52U63/XNWx0QwoX14YMghr6uf0wlNfpZCLzUYj8Il1/VEpkAjnngROf89AyjglYuX73GAkFI+H/xaTqRsi8feWXHypN3neUbTWcj/lEwCNKxLMZYJauAuBiSQNmauQHNx4kCY8ELZclO8oIA+FueQDjCyQN8JzS0MeYatIqQGF+nIi26aJVAMVHmEZYHjvwaaXENhKBmFdnfJlzAC7hhZSXABSXEJZKSYr9sIVVD6loThawozYl7zK4Y8GeM2BdsWmxXfwY4y+mFrhwRhnykvkuVYvzpcdSzvERojbkMw92JqWt4K7CraLVXkc63Ha1QRmMdwvTsyU0mIVKpWcXMRt0jeID+fEKTUDRpmvtMRpsDPde+h9prMSscTIbMO/jNpT3M83wvOI3oG6fJG1+DtLXLGIUt4Cx9wrVWf+uf4kGFPF0O9VCap4aA9VcLoqrk5m2Qcjpopb6vIIp2izhSC7k3lDMX0dHHulscMyrnl2QqzfDeds/BIzFv5GAzshTnYNnIRrNbU85T3F5j0dBBeArZZ/G4oc/HpQqvI4hlp+I7VulQ3gbhOJgoSdKazp65+w6qoQWr92ZFlz9QNU9S4fZsBy4ER17s06bpqi6U5bQdasP4PqIP4s/kG1bsif5/UHdFLYV/cjgJZCMgrQEdqXE3p3iG2v2o34I4mVXdgV7DCLW51MxweYTSZ7jyFNv9eHv6E/R30N48no8zjUbu60MArYoNsDlucHTIVvEitEWTWMFGaa3KhZK3MltozHwx0p7jW32Ev+kqIXLiH60iLlllHJ0bHHClrZhDjMz8Ir7nRHB92IKdD45RCY7AQp8IERGwZsqXo5pN2rlJR+aF3PW77OD26SlU4tPVNI3a6Y1sY7XTWe+4WVQftwt2pN8UfJ20c5lga4dBOSh0UcnybKtvG8r5ZxK7ZlaY1gZ6A3mflkfVsBZg9mh6hIexYh1e8CAZke5P54Fk3GM1O1IoTVBo7XR/KwnrfCWNcM1ddigBnVi9NN9wLTljePFeFdJjglzNwe32AtQNcRNgNk6RAfQJfWNjYFfwf5Ooa76M70HolX5hCuJC4o2RmFsNJkpPAcnPxUPlMGfMMJwUYLT2/j0Bn/7GB5DFetOntVTshReD6pWBfJWKaMOUDxaIDBWPpRVVO69HVHhoBB9RLhXp1DWBqfYGb0eMzpk+uym6Jx+DbCFSLWVC/yaLexeP4CH0gXxXwy6Lz6/YR4Q04UuJJL2kKtXLRofsZgzSSpdxwbMC1TzwWo+/ETR56Gn9uW/87zi7pvKZFEjt9IcnEUUjNmI++lQZxL6nU30BVr8dGN8FDdxkGGieKCgfF9iD3onm+TwUuaX6+gkvOpRKRe+L45lme0oBk56Eaz2Dg0d/EaTP7FaB9skKN/Yw6+N8M+D/PEokv457YX7SU2WRdR7wUsYytS9MkiTbSifwMCi7y4a0p0CUH9RCLD1AiBC/OcXBRS+Q4kfVIvhCx5zK1CXWqWsNclPJToC8nDnFxGG46k+ldgOJNjWuFsoXA4Rvi8QNetTQZz6ckVyXQV3+ASEYkel9uAbGOPADN2ZF0fgSNkgZrg3BJiSGCZ3RsZIf0GUb5Pv62jpAKdsXLaX0F6ZIj+Q/FVSywnxohLsZXxNjo6gPxiWa72QmwUYUPzPIa1iOWpPGskXp6Ta1p1sTeNxIM5fnpi0fdF4hU5eQJdTSHtmjip5iKmqeqFCAs/tYBvXcL/4fH7GDsZkph9mRqDS7tsglpqDEip5uTlOxntvyUnrjhY0PNbES5h2W1NcUSG7q7i52IqiB59zCKMQ4qrMy4hdi24xcjJa2aYOOMKXpcT17LqJ1p8fU5cl0yKrQJvHxN1vQ/14WDZnezfPQ9VKjMysReXOkaHmGuCtQVLJ8L0l4hrye0BZkcdVM0awOxrKbxQKwlEesJ1iMCuTepypR+1upgGWomcAe+Fwy7ya6M9nYGEvhGrAK+quRkgztiyyKOjIk+7BZO9XMbpEJPlwRqgrJ4PbABqjGU4UQ8vR0C1+Yt+hEn1NP2JdZOKgAc4LSBC53wAEOz2a3PGhuHPxriEJotkyzMjlAurAmaKtuJ03O3tgCfywgvNO4tqeyccwQxdTcW74KQmMWPx7hwcQGyMrSxap4rFz2JfqoMxhiKsG0kFn7sgiQWbVIC6nzKTKh60ZB6qMEs6Em/LyYKaXvFyKZcIFbsRzF97vhuZR+0OzEJc7u7soAORFysRT+x+ksVajesBBXmhOBbXS7ixhugK/WKxpn4WCaEK4rgCjTnhXKOquCzkRgGGJ3XHre7hAIoE4lS0YMRM1r89J09nhpbY6zty4rJdcNrUSTcM43LF3YUVwOrh2Q6b81nU74XOaGcAJ4JjF90ppvYKRdiCUuH87hNX9qMSjopYogN44UF71Bv7uJY/J96bk1crlBdmUNdsx7Meiffk5LXTcEevRj982TzEcjbJlmVxneqniGBoZ99Xv/isQGA99OtVm4MLZOSJqLevSvGoyRhpEVzT28pskPkRNyQ/pEK2O1TRHL/B8uhyf3e3tD/nKWUtox14Vak33iWmbtTvjhtohkHAaasYQA05r2EzrwVdcyPlDzEh0MXSDrlHtnoXHroL9qElotDF8jZOsVQz5rzahwed7uwfogu5MrkYt3op4ngcxyaXxq9xfLFZ4M4FQ4hHCJbaU9GUMUajh0i8D1srq0X2R7L8NqGW6qGxyKEwuRR2yYvfnlAzIizzkeJyB4X6grqI/8yGTEjLNEbLGhKu6tOOnMaNis8HsPqzB2mFRG4L6XzHboCZqNSadoBS4noXd66ALLvmqr++oxO+APjTe8/BFbJKYhbqKl29lL02WY478UL9VkTa2dLX7izpQ3MtZLkuxVztkc5Uwtk/wi3GmrB2MWOmhgAP6bAuFgnCXBUwaPxLRCG8MJnCxcDGNeqjcHNDc/cgPp6Di1evzrj6AkG8G5lAJ3kkSZ6Iy3hFnaTOzV910FV+452fCNffTtfZQZXON39ipuxyJgHlnbvbdo2aLjSauFpgDZUlXCbwb9YolS0nlQ5y7zHJyrrHP7uE22Q0oL6arWcJj+lvu64pFR9HLyhOaOW7FUpzEk819Gf9T0HeTh2XmZ1as7mhbkdOp0OHnYVJJdHDRxCDpmh7ujcfwrYj5GtkYnf1WLsq/YGZ0sll0KS2CRpscwofiY/l0qtp2hHiZ9XClJPsAaEM60N4HP0uWttD2OPiR31cmWCR4ek+/U5y9YbdMXvTltCTySb7wT1Vcl/7qSOyaAIHrYxyhuAPSwXzgwyNGpm+c8ANH3wYYikzOGxEkhcFfMFJ1Mx3EISNS/tSjSYh+YdCtBlZDXsTRc42H2HJV/mlxUL1Fvy7VL0V/y5Xb8O/K1V+XXG1egf+PVaN77XWkgTy8UoTOWVCJ2CzsE0f4EnSnKoSexpLG8VlC/nny9V13xVt/ntl3Wm0UV5V4+dmry4Td005wL/Xlmlc11Xc9bbicT2gkt0yA3hUXee+b4DBo3g0r11vdPg6x2NggU21/B/r12315Y/HUarHI0lNPk+4G/88sVzh00+yi0WK+WRz+fIUjz0/1eMAnmYuc5/Ovy6A8hn841oonwlLRvEsX/9JrWdv6A8NY5miuMlXCrqZg7mFiFs5uNvMV3VvL6qP6t5RLHNm7vRban3dpUR4zpYqnttyS4Ee8PP8ZtsrEXq+W+d4XoBEA0f4wppdVH8j5kVuo6X+usGLi+0gUHqx9Q0aoCLlN/n/UrMVxJNXBqx16PDux8biBlxptgPNax2pRax4NZPVOmgoFv8kTK2sv3l0puas65vKDfogj2/QCS82t0QSWao6pQ0kMAFb/KiK+fNgOdxGURl5zjymhCMqxHDmmaUYx7dcyHo5EXwlFrGopmI1pjiGCzPkTjV2zXdsr1TVzI5nLyD599a0+Z70W24jkfiUzq0COh3YnLzLUGCOlK4vp7I0sysCz3EoGeArkTQoNjX+Ko4S5dXUukZdw0GgvJallus6JW08G9ejC5IDfBTZoryBpWH1aLvF65X4o1I3pov5MQtL6rHpynic0fPjsfm1641kqT6hzI9Lx9vKE8uwEwM/qezyPaOmctRPLqd/K+8pTr1VhYugKTy14qjEyNOwDLV9Ph1W4Hjqs+XPiIfzTHYH/w/wWdpon41LfAdSq56+zgz1JpZGgzcjEqHOb4lt7daGznjfhh2F5e2cOXXhicodcCjZz2zd6ak/33UXiliG5wCmGIrZc/3YGzwPKxT2oS9Un491ikRdXH0BZ4F9vRAiUKgXmUX/4gDxhZ43GE+T+yzAYtHmHxMDVML0t2oO9aX3uTIT+Ki5jQot0jFLtmLc1Tr8Lj80pYWves66hlxtrIDO2Mj9U6aNWpNi1+A77m4rw6jrO39A4F9X/TcVddm1NXErge6uH3nT05K9qFcahN2R+uaD/L/PAQAAhVI7TxRRFP6+Ow/YuLuSACaoyGjiAyIoGBMafAQbgxG0sJ+Y4ZGsAw6sjwTDPliFLQyNIcQCAoFQ0dFACDQ0vAqgoYKSX0BDw7nDspRMJnPP+e53vvnOuZdUMBCdz2SXo7E8pzZGsbYUf/288eu77uBp0BQ0v//R3tSW/OR96EY5KsBK3EI1TJOAgknrTe/n5BfPH4DN0iEAEZRhRQFEKI27MJXV4XZ5TuMlJaoXecIl5Jfr8Dq/60IVFt7ThW/9AS/w3YTT7id+Oq2u/83th42rZf5SDMywTEtRPMSsQVRmgZQjjh7lgDFV29Hb19fj9+Oj15VMuAEKef1FXsdBmGlgbRhwLBHMdnbOKQFWjZ7/ExOmhktEc8ySzuQV5yHFgCloStBfx6e1KI1EyIJ28V9Q4jRlVHCvav3ZScP0pLF4mD/cP2ipr2s2YU3ZiIZ6ogXEGB+i7ktaZYpMExlxQwwTOeI38YcYIUaJWSnaIDZpbBM7wlAYV7RZcjGza+lCQ+fDy/NoIZxfHq92Y+dDvKnzanUHNXhA0ZNMI4b+yIkTDzFO3EacVSIm9+E+HqOBOSHafAJm/rW+GLlxsKK2t7ZaikFNru2l0lvFQG8BZw==(/figma)--&gt;"></span><span>| 5 du couvercle</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_60  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Coller dans la base et décorer selon vos envies</p></div>
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				<div class="et_pb_column et_pb_column_1_2 et_pb_column_99  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_66">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-8.jpg" alt="" title="TUTO BOITE CHOCO 8" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-8.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-8-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-8-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76918" /></span>
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			</div><div class="et_pb_column et_pb_column_1_2 et_pb_column_100  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_67">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-9.jpg" alt="" title="TUTO BOITE CHOCO 9" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-9.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-9-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-9-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76917" /></span>
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				<div class="et_pb_column et_pb_column_1_2 et_pb_column_101  et_pb_css_mix_blend_mode_passthrough">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_68">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1169" height="1169" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-14.jpg" alt="" title="TUTO BOITE CHOCO 14" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-14.jpg 1169w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-14-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-14-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1169px, 100vw" class="wp-image-76912" /></span>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1170" height="1170" src="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-12.jpg" alt="" title="TUTO BOITE CHOCO 12" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-12.jpg 1170w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-12-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/03/TUTO-BOITE-CHOCO-12-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) 1170px, 100vw" class="wp-image-76914" /></span>
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				<div class="et_pb_text_inner"><p><span>Et voilà, vous avez maintenant votre propre boîte à surprises qui émerveillera tous ceux qui la recevront! 🤩</p>
<p>J&rsquo;espère que vous avez aimé ce tutoriel et que vous vous amuserez à créer votre propre version de cette boîte polyvalente.</p>
<p>N&rsquo;oubliez pas de partager vos créations avec moi sur les réseaux sociaux en m&rsquo;identifiant! 📱</p>
<p>Merci d&rsquo;avoir suivi ce tutoriel et à bientôt pour plus d&rsquo;idées créatives sur mon blog !</span></p></div>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span></b><span>Retrouvez ci-dessous le matériel que j’ai utilisé pour mon tutoriel</span></p></div>
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<p>L’article <a href="https://soniabenedetti.fr/boite-a-surprise-%f0%9f%8d%ab/">Boîte à surprise 🍫</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<title>Tutoriel : Boîte à gourmandises facile 🍬</title>
		<link>https://soniabenedetti.fr/tutoriel-boite-a-gourmandises-facile-%f0%9f%8d%ac/</link>
					<comments>https://soniabenedetti.fr/tutoriel-boite-a-gourmandises-facile-%f0%9f%8d%ac/#respond</comments>
		
		<dc:creator><![CDATA[Sonia]]></dc:creator>
		<pubDate>Fri, 24 Feb 2023 17:00:00 +0000</pubDate>
				<category><![CDATA[Créations]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/?p=76731</guid>

					<description><![CDATA[<p>L’article <a href="https://soniabenedetti.fr/tutoriel-boite-a-gourmandises-facile-%f0%9f%8d%ac/">Tutoriel : Boîte à gourmandises facile 🍬</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<div class="et_pb_section et_pb_section_12 et_section_regular" >
				
				
				
				
				
				
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				<div class="et_pb_text_inner"><p>Tutoriel : Boîte à gourmandises facile 🍬</p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_64  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Degré de difficulté    ★☆☆☆☆</p>
<p>Temps nécessaire    ★☆☆☆☆</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1818" height="1818" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle.jpg" alt="" title="Tuto triangle" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle.jpg 1818w, https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-1280x1280.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1818px, 100vw" class="wp-image-76741" /></span>
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				<div class="et_pb_text_inner"><p>Vous cherchez une idée originale pour ajouter une touche personnalisée à votre décoration de mariage, d&rsquo;anniversaire, de baptême ou de tout autre événement ? 🎉</p>
<p>Ne cherchez plus ! 👀</p>
<p>En tant que <strong>démonstratrice indépendante pour la marque Stampin&rsquo;up</strong>, je suis ravie de vous présenter mon tout nouveau tutoriel pour réaliser facilement une boîte à gourmandises personnalisée. 🍬</p>
<p>Avec des matériaux de qualité supérieure et des instructions simples à suivre, vous pourrez créer une boîte à gourmandises unique et élégante qui impressionnera vos invités!</p>
<p>Que vous cherchiez à offrir un cadeau de remerciement à vos invités ou à ajouter une touche de douceur à votre événement, cette boîte est l&rsquo;option idéale.</p>
<p>Alors, laissez-vous inspirer&#8230;</p>
<p>Pour ce tutoriel j&rsquo;ai utilisé les produits Stampin&rsquo;Up!  et plus particulièrement <strong>le lot de tampons « Émotions effeuillées  » réf.153088 et les poinçons « Feuillage florissant » réf. 152714</strong> que vous pouvez retrouver sur ma <strong><span style="text-decoration: underline;"><a href="https://soniabenedetti.stampinup.net/" target="_blank" rel="noopener">boutique en ligne</a></span></strong>, ce qui garantit une qualité supérieure et une grande variété de couleurs et de motifs pour personnaliser vos créations.</p>
<p>En suivant mes instructions étape par étape, vous pourrez créer cette boîte personnalisable en un rien de temps. ✅</p>
<p>Alors, si vous cherchez une idée de décoration simple et efficace, n&rsquo;hésitez pas à suivre ce tutoriel et à partager votre création avec vos proches !</p></div>
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				<div class="et_pb_text_inner"><b><span style="color: #a9dcd6;"> / </span> </b>  Voir le tuto en vidéo</div>
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				<div class="et_pb_code_inner"><iframe loading="lazy" width="560" height="315" src="https://www.youtube.com/embed/-wpk9dBNEB8" title="YouTube video player" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" allowfullscreen></iframe></div>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span> </b> Liste de matériel</p></div>
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				<h5 class="et_pb_toggle_title">Le matériel de base nécessaire</h5>
				<div class="et_pb_toggle_content clearfix"><p>&nbsp;</p>
<ul>
<li>Coupe papier</li>
<li>Plioir en os</li>
<li>Papier</li>
<li>Col </li>
<li>Ruban</li>
</ul></div>
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				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span> </b> Le pas à pas</p></div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="900" height="900" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-3.png" alt="Tutoriel boite à dragées avec les produits Stampin&#039;Up" title="tuto triangle 3" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-3.png 900w, https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-3-480x480.png 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 900px, 100vw" class="wp-image-76753" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_69  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 1 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 6</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_70  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Pour commencer, vous allez découper la structure de votre boîte.<br />A l&rsquo;aide d&rsquo;un coupe papier coupez:</p>
<ul>
<li>1 morceau de papier « brune dune » de 29.7 cm x 10.5 cm (ref.<span>121685</span>)</li>
<li>Pliez la feuille en deux en traçant le plis à 14.8 cm</li>
</ul></div>
			</div>
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="900" height="900" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-4.png" alt="Tutoriel boite à dragées avec les produits Stampin&#039;Up" title="tuto triangle 4" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-4.png 900w, https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-4-480x480.png 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 900px, 100vw" class="wp-image-76754" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_71  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 2 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 6</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_72  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Marquez le centre de votre bordure supérieure ( à 5.2 cm) à l&rsquo;aide d&rsquo;un crayon à papier.</p></div>
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				<div class="et_pb_column et_pb_column_4_4 et_pb_column_112  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
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				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="900" height="900" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-5.png" alt="Tutoriel boite à dragées avec les produits Stampin&#039;Up" title="tuto triangle 5" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-5.png 900w, https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-5-480x480.png 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 900px, 100vw" class="wp-image-76755" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_73  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 3 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 6</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_74  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Marquez les 4 plis de la boîte en joignant le centre de la partie supérieure à l&rsquo;extrémité du pli central (cf. photo suivante).</p></div>
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				<div class="et_pb_column et_pb_column_4_4 et_pb_column_113  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_74">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="900" height="900" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-6.png" alt="Tutoriel boite à dragées avec les produits Stampin&#039;Up" title="tuto triangle 6" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-6.png 900w, https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-6-480x480.png 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 900px, 100vw" class="wp-image-76756" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_75  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 4 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 6</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_76  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Marquez bien les plis avec un plioir ou à la main.</p></div>
			</div>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_92">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_114  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_75">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="900" height="900" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-7.png" alt="Tutoriel boite à dragées avec les produits Stampin&#039;Up" title="tuto triangle 7" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-7.png 900w, https://soniabenedetti.fr/wp-content/uploads/2023/02/tuto-triangle-7-480x480.png 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) 900px, 100vw" class="wp-image-76757" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_77  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 5 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 6</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_78  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Pour la décoration libre à vous de personnaliser la boîte selon votre évènement.</p></div>
			</div>
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			</div><div class="et_pb_row et_pb_row_93">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_115  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_image et_pb_image_76">
				
				
				
				
				<span class="et_pb_image_wrap "><img loading="lazy" decoding="async" width="1818" height="1818" src="https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-1.jpg" alt="Tutoriel boite à dragées avec les produits Stampin&#039;Up" title="Tuto triangle 1" srcset="https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-1.jpg 1818w, https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-1-1280x1280.jpg 1280w, https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-1-980x980.jpg 980w, https://soniabenedetti.fr/wp-content/uploads/2023/02/Tuto-triangle-1-480x480.jpg 480w" sizes="(min-width: 0px) and (max-width: 480px) 480px, (min-width: 481px) and (max-width: 980px) 980px, (min-width: 981px) and (max-width: 1280px) 1280px, (min-width: 1281px) 1818px, 100vw" class="wp-image-76740" /></span>
			</div><div class="et_pb_module et_pb_text et_pb_text_79  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Step 6 <span data-metadata="&lt;!--(figmeta)eyJmaWxlS2V5IjoiQTUxcUxocjByMnI4TnhPMkt1VmVRaCIsInBhc3RlSUQiOjE2NzI1MDM0NDQsImRhdGFUeXBlIjoic2NlbmUifQo=(/figmeta)--&gt;"></span><span 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(/figma)--&gt;"></span><span>| 6</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_80  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Pour ma part j&rsquo;ai personnalisé la boîte en embossant le papier avec le le plioir « Mots usés » (ref.<span>156505</span>) et en utilisant les poinçons « Feuillage florissant » (ref.152714) et le lot de tampon « Émotions effeuillées » (ref.153088)</p>
<p>J&rsquo;espère que ce tuto vous aura plu!</p>
<p>N&rsquo;hésitez pas à me suivre sur mes réseaux sociaux pour connaître mon actualité et à vous inscrire à <strong><a href="https://soniabenedetti.fr/newsletter/" target="_blank" rel="noopener">ma newsletter </a></strong>pour être avertie à la sortie du prochain tutoriel !</p></div>
			</div><ul class="et_pb_module et_pb_social_media_follow et_pb_social_media_follow_4 clearfix  et_pb_bg_layout_light">
				
				
				
				
				<li
            class='et_pb_social_media_follow_network_16 et_pb_social_icon et_pb_social_network_link  et-social-facebook'><a
              href='https://www.facebook.com/soniastampinup'
              class='icon et_pb_with_border'
              title='Suivez sur Facebook'
               target="_blank"><span
                class='et_pb_social_media_follow_network_name'
                aria-hidden='true'
                >Suivre</span></a></li><li
            class='et_pb_social_media_follow_network_17 et_pb_social_icon et_pb_social_network_link  et-social-instagram'><a
              href='https://www.instagram.com/sonia._benedetti/'
              class='icon et_pb_with_border'
              title='Suivez sur Instagram'
               target="_blank"><span
                class='et_pb_social_media_follow_network_name'
                aria-hidden='true'
                >Suivre</span></a></li><li
            class='et_pb_social_media_follow_network_18 et_pb_social_icon et_pb_social_network_link  et-social-pinterest'><a
              href='https://www.pinterest.fr/creersoimeme/'
              class='icon et_pb_with_border'
              title='Suivez sur Pinterest'
               target="_blank"><span
                class='et_pb_social_media_follow_network_name'
                aria-hidden='true'
                >Suivre</span></a></li><li
            class='et_pb_social_media_follow_network_19 et_pb_social_icon et_pb_social_network_link  et-social-youtube'><a
              href='https://www.youtube.com/c/SoniaBENEDETTI'
              class='icon et_pb_with_border'
              title='Suivez sur Youtube'
               target="_blank"><span
                class='et_pb_social_media_follow_network_name'
                aria-hidden='true'
                >Suivre</span></a></li>
			</ul>
			</div>
				
				
				
				
			</div><div class="et_pb_row et_pb_row_94">
				<div class="et_pb_column et_pb_column_4_4 et_pb_column_116  et_pb_css_mix_blend_mode_passthrough et-last-child">
				
				
				
				
				<div class="et_pb_module et_pb_text et_pb_text_81  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p><b><span style="color: #a9dcd6;"> / </span></b><span>Retrouvez ci-dessous le matériel que j’ai utilisé pour mon tutoriel</span></p></div>
			</div><div class="et_pb_module et_pb_text et_pb_text_82  et_pb_text_align_left et_pb_bg_layout_light">
				
				
				
				
				<div class="et_pb_text_inner"><p>Les offres Sale A Bration sont toujours en cours jusqu’à fin février et de nouveaux cadeaux ont été ajoutés !</p>
<p>Découvrez les détails de l’offre dans mon article<span> </span><strong><a href="https://soniabenedetti.fr/encore-plus-de-raisons-de-celebrer-pendant-sale-a-bration/">« Encore plus de raison de célébrer pendant Sale-A-Bration »</a></strong></p>
<p><strong></strong></p>
<p>Ci-dessous les références exactes des produits utilisés dans mon tutoriels. Vous trouverez votre bonheur sur<span> </span><span><strong><a href="https://soniabenedetti.stampinup.net/" target="_blank" rel="noopener">ma boutique</a></strong></span><span> </span>ou en cliquant directement sur les produits.</p></div>
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<p>L’article <a href="https://soniabenedetti.fr/tutoriel-boite-a-gourmandises-facile-%f0%9f%8d%ac/">Tutoriel : Boîte à gourmandises facile 🍬</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">76731</post-id>	</item>
		<item>
		<title>No&#xEB;l, c&#8217;est dans 61 jours!</title>
		<link>https://soniabenedetti.fr/2022-10-noel-c-est-dans-61-jours-html/</link>
					<comments>https://soniabenedetti.fr/2022-10-noel-c-est-dans-61-jours-html/#respond</comments>
		
		<dc:creator><![CDATA[Sonia BENEDETTI]]></dc:creator>
		<pubDate>Tue, 25 Oct 2022 14:00:00 +0000</pubDate>
				<category><![CDATA[Créations]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<category><![CDATA[Tutoriels Décorations]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/2022-10-noel-c-est-dans-61-jours-html/</guid>

					<description><![CDATA[<p>Boule de Noël faite maison Dans 61 jours, c&#8217;est Noël! Avez vous commencé à réfléchir à votre décoration? Non, voici une idée  pour faire des boules de Noël en papier que vous pourrez  assortir à vos nappes, vos envies&#8230;. J&#8217;aime beaucoup le lot feuilles de houx qui peut être utilisé sur une carte, que un [&#8230;]</p>
<p>L’article <a href="https://soniabenedetti.fr/2022-10-noel-c-est-dans-61-jours-html/">No&#xEB;l, c&rsquo;est dans 61 jours!</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="ob-sections">
<div class="ob-section ob-section-html ">
<h1>Boule de Noël faite maison</h1>
<p>Dans 61 jours, c&rsquo;est Noël!</p>
<p>Avez vous commencé à réfléchir à votre décoration?<br />
Non, voici une idée  pour faire des boules de Noël en papier que vous pourrez  assortir à vos nappes, vos envies&#8230;.</p>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><img loading="lazy" decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202210242Fob_c1265f_img-9087.jpg" alt="" width="400" height="400" data-amp-height="400" data-amp-width="400" /></figure>
<p>J&rsquo;aime beaucoup le lot feuilles de houx qui peut être utilisé sur une carte, que un paquet cadeau&#8230;</p>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><img loading="lazy" decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202210242Fob_77f7df_img-9088.jpg" alt="" width="400" height="400" data-amp-height="400" data-amp-width="400" /></figure>
<p>Cette boule sera proposée en atelier par Sophie au <strong>salon Créativa de Nantes</strong> qui se déroulera du 3 au 6 Novembre 2022 de e 10h à 18h30.</p>
<p>Vous avez envie de tester cette idée, je vous offre les tutoriels:</p>
<ul>
<li><a href="https://soniabenedetti.fr/2019-10-tuto-boite-ou-couronne-de-noel-html/">boule ci dessus que vous pouvez transformer en couronne en assemblant 8 boules</a></li>
<li><a href="https://soniabenedetti.fr/tutoriel-gratuit-boule-de-noel-facile.html" target="_blank" rel="noopener">boule ronde</a></li>
</ul>
<p>Voici les produits que j&rsquo;ai utilisé:</p>
<table style="width: 500px;" border="0" cellspacing="1" cellpadding="1" align="center">
<tbody>
<tr>
<td>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/assortiment-de-collection-branches-de-houx-fran-ais?demoid=5000131" target="_blank" rel="noreferrer noopener"><img loading="lazy" decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202210242Fob_40afd0_159613-stampin-up.jpg" alt="159613 assortiment de collection Branches de houx" width="200" height="200" data-amp-height="200" data-amp-width="200" /></a><figcaption>159613 assortiment de collection Branches de houx 97,25€</figcaption></figure>
</td>
<td>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/lot-feuilles-de-houx-fran-ais?demoid=5000131" target="_blank" rel="noreferrer noopener"><img loading="lazy" decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202210242Fob_507a84_159609-stampin-up.jpg" alt="159609 lot Feuilles de houx" width="200" height="200" data-amp-height="200" data-amp-width="200" /></a><figcaption>159609 lot Feuilles de houx 63€</figcaption></figure>
</td>
</tr>
<tr>
<td></td>
<td></td>
</tr>
<tr>
<td>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/machine-de-decoupe-et-de-gaufrage?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_98e8d3_149653-machine-decoupe-gaufrage-stampi.jpg" alt="149653 machine de découpe et gaufrage stampin up équivalente a la big shot en compact pliante" data-amp-height="200" data-amp-width="200" /></a><figcaption>149653 Machine de découpe et gaufrage 152€</figcaption></figure>
</td>
<td>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/mini-stampin-dimensionals?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_123e39_144108-mini-stampin-dimensionals-stamp.jpg" alt="144108 Mini Stampin'dimensionals Stampin'up Points en mousse adhésive double face pour donner relief et profondeur. Excellents pour les ornements plus lourds également. Fixation immédiate. Sans acide scrapbooking carterie loisirs créatifs" data-amp-height="200" data-amp-width="200" /></a><figcaption>144108 Mini Stampin&rsquo;dimensionals 5€</figcaption></figure>
</td>
</tr>
<tr>
<td>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/coupe-papier?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_652f6a_152392-coupe-papier-stampinup.jpg" alt="152392 Coupe papier stampin up massicot papier plier découper scrapbooking carterie origami faire part de naissance demo normandie eure bourg achard" width="undefined" height="undefined" data-amp-height="undefined" data-amp-width="undefined" /></a><figcaption>152392 Coupe papier 31€</figcaption></figure>
</td>
<td>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/feuilles-métallissées-or?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202108232Fob_69ce1f_132622-feuillesmetallisees-or-stampin.jpg" alt="132622 Feuilles métallisées or papier stampin up décoration loisirs créatifs scrap carterie diy deco" data-amp-height="200" data-amp-width="200" /></a><figcaption>132622 Feuilles métallisées or 6,25€</figcaption></figure>
</td>
</tr>
</tbody>
</table>
<p><strong>Pour découvrir les produits utilisés ou les commander, n&rsquo;hésitez pas à me contacter, à venir à un de mes rendez-vous créatifs ou à commander directement sur </strong><strong><a href="https://www.stampinup.fr/?demoid=5000131" target="_blank" rel="noopener">ma boutique en ligne.</a></strong></p>
<p style="text-align: center;">Pour la <a href="http://www.stampinup.be/fr/?demoid=5000131" target="_blank" rel="noopener">Belgique , voici le lien vers ma boutique</a></p>
</div>
</div>
<p>L’article <a href="https://soniabenedetti.fr/2022-10-noel-c-est-dans-61-jours-html/">No&#xEB;l, c&rsquo;est dans 61 jours!</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">53114</post-id>	</item>
		<item>
		<title>Une id&#xE9;e rapide pour vos tables</title>
		<link>https://soniabenedetti.fr/2021-11-une-idee-rapide-pour-vos-tables-html/</link>
					<comments>https://soniabenedetti.fr/2021-11-une-idee-rapide-pour-vos-tables-html/#respond</comments>
		
		<dc:creator><![CDATA[Sonia BENEDETTI]]></dc:creator>
		<pubDate>Fri, 26 Nov 2021 15:30:00 +0000</pubDate>
				<category><![CDATA[Créations]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/2021-11-une-idee-rapide-pour-vos-tables-html/</guid>

					<description><![CDATA[<p>Tutoriel Boîte triangle Sur mon compte Instagram, je viens de publier une petite vidéo pour expliquer comment faire une boîte rapidement et facilement avec simplement un coupe-papier: Voir cette publication sur Instagram Une publication partagée par Inspiratrice &#124; DIY &#124; Voyage (@sonia._benedetti) Voici les produits que j&#8217;ai utilisé pour confectionner cette décoration de table: 152392 [&#8230;]</p>
<p>L’article <a href="https://soniabenedetti.fr/2021-11-une-idee-rapide-pour-vos-tables-html/">Une id&#xE9;e rapide pour vos tables</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="ob-sections">
<div class="ob-section ob-section-html ">
<h1>Tutoriel Boîte triangle</h1>
<p>Sur mon compte Instagram, je viens de publier une petite vidéo pour expliquer comment faire une boîte rapidement et facilement avec simplement un coupe-papier:</p>
<blockquote class="instagram-media" style="background: #FFF; border: 0; border-radius: 3px; box-shadow: 0 0 1px 0 rgba(0,0,0,0.5),0 1px 10px 0 rgba(0,0,0,0.15); margin: 1px; max-width: 540px; min-width: 326px; padding: 0; width: calc(100% - 2px);" data-instgrm-captioned="" data-instgrm-permalink="https://www.instagram.com/reel/CWvU0UAIWRq/?utm_source=ig_embed&amp;utm_campaign=loading" data-instgrm-version="14">
<div style="padding: 16px;">
<div style="display: flex; flex-direction: row; align-items: center;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 40px; margin-right: 14px; width: 40px;"></div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 100px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 60px;"></div>
</div>
</div>
<div style="padding: 19% 0;"></div>
<div style="display: block; height: 50px; margin: 0 auto 12px; width: 50px;"></div>
<div style="padding-top: 8px;">
<div style="color: #3897f0; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: 550; line-height: 18px;"><a style="background: #FFFFFF; line-height: 0; padding: 0 0; text-align: center; text-decoration: none; width: 100%;" href="https://www.instagram.com/reel/CWvU0UAIWRq/?utm_source=ig_embed&amp;utm_campaign=loading" target="_blank" rel="noopener">Voir cette publication sur Instagram</a></div>
</div>
<div style="padding: 12.5% 0;"></div>
<div style="display: flex; flex-direction: row; margin-bottom: 14px; align-items: center;">
<div>
<div style="background-color: #f4f4f4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(0px) translateY(7px);"></div>
<div style="background-color: #f4f4f4; height: 12.5px; transform: rotate(-45deg) translateX(3px) translateY(1px); width: 12.5px; flex-grow: 0; margin-right: 14px; margin-left: 2px;"></div>
<div style="background-color: #f4f4f4; border-radius: 50%; height: 12.5px; width: 12.5px; transform: translateX(9px) translateY(-18px);"></div>
</div>
<div style="margin-left: 8px;">
<div style="background-color: #f4f4f4; border-radius: 50%; flex-grow: 0; height: 20px; width: 20px;"></div>
<div style="width: 0; height: 0; border-top: 2px solid transparent; border-left: 6px solid #f4f4f4; border-bottom: 2px solid transparent; transform: translateX(16px) translateY(-4px) rotate(30deg);"></div>
</div>
<div style="margin-left: auto;">
<div style="width: 0px; border-top: 8px solid #F4F4F4; border-right: 8px solid transparent; transform: translateY(16px);"></div>
<div style="background-color: #f4f4f4; flex-grow: 0; height: 12px; width: 16px; transform: translateY(-4px);"></div>
<div style="width: 0; height: 0; border-top: 8px solid #F4F4F4; border-left: 8px solid transparent; transform: translateY(-4px) translateX(8px);"></div>
</div>
</div>
<div style="display: flex; flex-direction: column; flex-grow: 1; justify-content: center; margin-bottom: 24px;">
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; margin-bottom: 6px; width: 224px;"></div>
<div style="background-color: #f4f4f4; border-radius: 4px; flex-grow: 0; height: 14px; width: 144px;"></div>
</div>
<p style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; line-height: 17px; margin-bottom: 0; margin-top: 8px; overflow: hidden; padding: 8px 0 7px; text-align: center; text-overflow: ellipsis; white-space: nowrap;"><a style="color: #c9c8cd; font-family: Arial,sans-serif; font-size: 14px; font-style: normal; font-weight: normal; line-height: 17px; text-decoration: none;" href="https://www.instagram.com/reel/CWvU0UAIWRq/?utm_source=ig_embed&amp;utm_campaign=loading" target="_blank" rel="noopener">Une publication partagée par Inspiratrice | DIY | Voyage (@sonia._benedetti)</a></p>
</div>
</blockquote>
<p><script async="" src="//www.instagram.com/embed.js"></script></p>
<p><strong>Voici les produits que j&rsquo;ai utilisé pour confectionner cette décoration de table:</strong></p>
<table style="width: 599px;" border="0" cellspacing="1" cellpadding="1" align="center">
<tbody>
<tr>
<td style="width: 185px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/coupe-papier?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_652f6a_152392-coupe-papier-stampinup.jpg" alt="152392 Coupe papier stampin up massicot papier plier découper scrapbooking carterie origami faire part de naissance demo normandie eure bourg achard" width="undefined" height="undefined" data-amp-height="undefined" data-amp-width="undefined" /></a><figcaption>152392 Coupe papier 30€</figcaption></figure>
</td>
<td style="text-align: center; width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/lot-cerf-paisible-fran-ais?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202108032Fob_76388b_158605-lot-cerf-paisible-stampin-up.jpg" alt="158605 Lot Cerf paisible stampin up perforatrice chevreuil animaux sauvages scrap scrapbooking creation diy" data-amp-height="200" data-amp-width="200" /></a><figcaption>158605 Lot Cerf paisible 44 €</figcaption></figure>
</td>
<td style="text-align: center; width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/colle-liquide-multi-usage?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_a19cea_154974-colle-liquide-multiusage-stampi.jpg" alt="154974 colle multi usages stampinup scrapbooking carterie cartonnage Fixation forte ; transparente une fois sèche.  Sans acide. " data-amp-height="200" data-amp-width="200" /></a><figcaption>154974 colle multi usages 6€</figcaption></figure>
</td>
</tr>
<tr>
<td style="width: 185px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/perforatrice-deux-ovales?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202109152Fob_3fb693_154242-perforatrice-deux-ovales-stampi.jpg" alt="154242 Perforatrices deux ovales stampin up punch étiquette onglet création carterie album" data-amp-height="200" data-amp-width="200" /></a><figcaption>154242 Perforatrices deux ovales 22€</figcaption></figure>
</td>
<td style="width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/papier-cartonné-a4-cerise-carmin?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202111052Fob_6ade62_121681-papier-cartonne-a4-cerise-carm.jpg" alt="121681 papier cartonné A4 Cerise carmin stampinup nantes carquefou la beaujoir" data-amp-height="200" data-amp-width="200" /></a><figcaption>121681 papier cartonné A4 Cerise carmin 10,50€</figcaption></figure>
</td>
<td style="width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/papier-de-la-s%C3%A9rie-design-6-x-6-(15-2-x-15-2-cm)-les-plus-belles-f%C3%AAtes?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202106282Fob_2467e6_155718-papier-les-plus-belles-fetes-s.jpg" alt="155718 papier de la série Design Les plus belles Fêtes noel stampin up france normandie caen argences" data-amp-height="200" data-amp-width="200" /></a><figcaption>155718 papier de la série Design Les plus belles Fêtes 14€</figcaption></figure>
</td>
</tr>
</tbody>
</table>
<p>N&rsquo;oubliez pas que j&rsquo;ai mis en place un <a style="font-weight: bold;" href="https://soniabenedetti.fr/programme-de-fidelite.html" target="_blank" rel="noopener">programme de fidélité</a><b> </b>et la possibilités de vous procurer les produits Stampin&rsquo;Up! en <strong><a href="https://soniabenedetti.fr/2021/05/mes-kits-et-clubs.html" target="_blank" rel="noopener">kit ou par abonnement</a></strong> sur plusieurs mois</p>
<p>Vous avez envie de découvrir tous les produits Stampin&rsquo;Up!, voici les liens vers les catalogues:</p>
<ul>
<li><a href="https://soniabenedetti.fr/2021/05/catalogue-stampin-up-2021/2022.html" target="_blank" rel="noopener">Catalogue annuel 2021/2022</a></li>
<li><a href="https://soniabenedetti.fr/2021/07/catalogue-stampinup-france.html" target="_blank" rel="noopener">Mini-catalogne saisonnier juillet-décembre 2021</a></li>
</ul>
<p><strong>Pour commander ces produits, n&rsquo;hésitez pas à me contacter, à venir à un de mes rendez-vous créatifs ou à commander directement sur </strong><strong><a href="https://www.stampinup.fr/?demoid=5000131" target="_blank" rel="noopener">ma boutique en ligne</a></strong></p>
</div>
</div>
<p>L’article <a href="https://soniabenedetti.fr/2021-11-une-idee-rapide-pour-vos-tables-html/">Une id&#xE9;e rapide pour vos tables</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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		<title>Porte nom avec chocolat Ferrero</title>
		<link>https://soniabenedetti.fr/2021-11-porte-nom-avec-chocolat-ferrero-html/</link>
					<comments>https://soniabenedetti.fr/2021-11-porte-nom-avec-chocolat-ferrero-html/#respond</comments>
		
		<dc:creator><![CDATA[Sonia BENEDETTI]]></dc:creator>
		<pubDate>Tue, 16 Nov 2021 14:43:42 +0000</pubDate>
				<category><![CDATA[Créations]]></category>
		<category><![CDATA[Tutoriels boîtes en papier scrapbooking]]></category>
		<category><![CDATA[Tutoriels Décorations]]></category>
		<guid isPermaLink="false">https://soniabenedetti.fr/2021-11-porte-nom-avec-chocolat-ferrero-html/</guid>

					<description><![CDATA[<p>Idée de décoration de table Hier soir, Chrystèle, qui a rejoint mon équipe il y a une semaine, a animé son premier rendez-vous créatif et nous a proposé de faire un support à chocolat pour décorer les tables de fêtes. Pour un premier atelier, elle a « assuré comme dirait mes enfants&#8230;. De mon côté, j&#8217;ai refait [&#8230;]</p>
<p>L’article <a href="https://soniabenedetti.fr/2021-11-porte-nom-avec-chocolat-ferrero-html/">Porte nom avec chocolat Ferrero</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div class="ob-sections">
<div class="ob-section ob-section-html ">
<h1>Idée de décoration de table</h1>
<p>Hier soir, Chrystèle, qui a rejoint mon équipe il y a une semaine, a animé son premier rendez-vous créatif et nous a proposé de faire un support à chocolat pour décorer les tables de fêtes.</p>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><img loading="lazy" decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202111162Fob_4bfe5a_atelier-chrystele-ferrero.jpg" alt="porte chocolat présentoir des de table tuto Ferrero rocher table chic stampinup" width="400" height="283" data-amp-height="283" data-amp-width="400" /></figure>
<p>Pour un premier atelier, elle a « assuré comme dirait mes enfants&#8230;.</p>
<p>De mon côté, j&rsquo;ai refait le projet dans des dimensions différentes et voici le résultat:</p>
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><img loading="lazy" decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202111162Fob_1fe2ea_supprot-a-ferrero.jpg" alt="marque place avec poinçons jardin d'édentées et chocolat ferrero rocher décoration de table diy france Stampin'Up !" width="400" height="400" data-amp-height="400" data-amp-width="400" /></figure>
<p>J&rsquo;ai utilisé une bande de <a href="http://www.stampinup.fr/products/papier-cartonn%C3%A9-%C3%A9pais-a4-blanc-simple?demoid=5000131" target="_blank" rel="noopener">papier cartonné épais blanc simple</a> de 5 x 21 cm sur laquelle j&rsquo;ai marqué des plis à 1,5 / 6,5 / 8 et 13 cm. Puis, j&rsquo;ai décoré avec des morceaux de papier design de la série « <a href="https://www.stampinup.fr/products/papier-de-la-s%C3%A9rie-design-6-x-6-(15-2-x-15-2-cm)-les-plus-belles-f%C3%AAtes?demoid=5000131" target="_blank" rel="noopener">Les plus belles fêtes</a> » en enlevant 0,5 cm soir:</p>
<ul>
<li>2 bandes de 1 x 4,5 cm</li>
<li>2 carrés de 4,5 x 4,5 cm</li>
<li>1 rectangles de 6 x 4,5 cm</li>
<li>1 rectangles de 7,5 x 4,5 cm</li>
</ul>
<p>Dans le premier carré, j&rsquo;ai découpé un rond d&rsquo;environ 3 cm de diamètre pour déposer un chocolat Ferrero.</p>
<p>Avec les <a href="https://www.stampinup.fr/products/poin-ons-den?demoid=5000131" target="_blank" rel="noopener">poinçons d&rsquo;Eden</a>, j&rsquo;ai utilisé les branchages pour apportés un côté festif et nature au projet.</p>
<p>Le projet a fait le bonheur des participants et Chrystèle a pu bénéficier de <strong>48€ de primes créatives </strong>sur sa commande <strong>en plus des 20% de remise</strong> dont elle bénéfice sur ses commandes.</p>
<p>Comme Chrystèle, vous aimeriez devenir démonstratrice ou démonstrateur Stampin&rsquo;Up! et rejoindre mon équipe,<strong><a href="https://soniabenedetti.fr/2021/11/lancez-vous-pour-100.html" target="_blank" rel="noopener"> vous économisez 29€ jusqu&rsquo;à la fin du mois sur votre lot de fourniture qui vous coutera 100€ et dans lequel vous pourrez choisir 175€</a></strong> de produits selon vos envies.<br />
En plus de cette offre de démarrage, vous pouvez bénéficier également des remise de la <a href="https://soniabenedetti.fr/2021/11/scoop-promotion-saisonniere-du-16-au-18-novembre.html" target="_blank" rel="noopener">promotion saisonnière</a> pour composer votre lot produits:</p>
<ul>
<li><strong>10 % sur du papier cartonné</strong></li>
<li><strong>15 % sur des tampons encreurs</strong></li>
<li><strong>20 % sur des poinçons.</strong></li>
</ul>
<p>Complétez votre collection de fournitures créatives essentielles et préparez-vous à une autre année de projets créatifs remarquables en profitant d’incroyables réductions sur nos produits !</p>
<p style="text-align: center;"><strong><a href="https://su-media.s3.amazonaws.com/media/Promotions/2021/11_Seasonal-Sale/11.16.21_FLYER_SEASONALSALE_FR.pdf" target="_blank" rel="noopener">Retrouver le flyer des produits remisés ici</a></strong></p>
<p>Vous avez envie d&rsquo;en savoir plus <strong><a href="mailto:sonia.benedetti27@gmail.com?subject=Devenir%20d%C3%A9monstratrice%20Stampin'Up!">contactez moi par mail</a></strong> ou par téléphone 06.83.32.51.48</p>
<p>Retrouvez de nombreuses informations sur mon blog dans l&rsquo;onglet <strong><a href="https://soniabenedetti.fr/tag/devenir%20demonstratrice%20su/" target="_blank" rel="noopener">devenir démonstratrice</a></strong>.</p>
<p style="text-align: center;">Vous avez déjà pris votre décision et vous souhaitez vous lancer maintenant, la démarche se fait en ligne:<br />
<strong><a href="https://ida.stampinup.com/?demoid=5000131" target="_blank" rel="noopener">https://ida.stampinup.com/?demoid=5000131</a></strong></p>
<p>Si les termes que j&rsquo;utilise ressemble à du chinois, je vous invite à découvrir mon <strong><a href="https://soniabenedetti.fr/dictionnaire-du-scrap.html" target="_blank" rel="noopener">dico scrap</a></strong>.</p>
<p><strong>Voici les produits que j&rsquo;ai utilisé pour confectionner cette décoration de table:</strong></p>
<table style="width: 599px;" border="0" cellspacing="1" cellpadding="1" align="center">
<tbody>
<tr>
<td style="width: 185px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/coupe-papier?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_652f6a_152392-coupe-papier-stampinup.jpg" alt="152392 Coupe papier stampin up massicot papier plier découper scrapbooking carterie origami faire part de naissance demo normandie eure bourg achard" width="undefined" height="undefined" data-amp-height="undefined" data-amp-width="undefined" /></a><figcaption>152392 Coupe papier 30€</figcaption></figure>
</td>
<td style="text-align: center; width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/perforatrice-trio-détaillé?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_6b9464_146320-perforatrice-trio-detaille-stam.jpg" alt="146320 Perforatrice trio détaillé stampin up Stampin'up angle arrondi une fenêtre, un coin arrondi ou un trou pour ruban carterie scrapbooking" data-amp-height="200" data-amp-width="200" /></a><figcaption>146320 Perforatrice trio détaillé</figcaption></figure>
</td>
<td style="text-align: center; width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/papier-de-la-s%C3%A9rie-design-6-x-6-(15-2-x-15-2-cm)-les-plus-belles-f%C3%AAtes?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202106282Fob_2467e6_155718-papier-les-plus-belles-fetes-s.jpg" alt="155718 papier de la série Design Les plus belles Fêtes noel stampin up france normandie caen argences" data-amp-height="200" data-amp-width="200" /></a><figcaption>155718 papier de la série Design Les plus belles Fêtes 14€</figcaption></figure>
</td>
</tr>
<tr>
<td style="width: 185px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/poin-ons-den?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202111162Fob_458ffa_157831-poinsons-eden-stampinup.jpg" alt="157831 poinçons Éden dies cadres, étiquettes et bordures florissants stampinup loisirs créatifs mariage nature" data-amp-height="200" data-amp-width="200" /></a><figcaption>157831 poinçons Éden 42€</figcaption></figure>
</td>
<td style="width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/machine-de-decoupe-et-de-gaufrage?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_98e8d3_149653-machine-decoupe-gaufrage-stampi.jpg" alt="149653 machine de découpe et gaufrage stampin up équivalente a la big shot en compact pliante" data-amp-height="200" data-amp-width="200" /></a><figcaption>149653 Machine de découpe et gaufrage 145€</figcaption></figure>
</td>
<td style="width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/poinçons-pyramide-de-cercles?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202110212Fob_2333f3_151770-poincons-pyramide-de-cercles-s.jpg" alt="151770  poinçons Pyramide de cercles stampinup cercle festonné carterie décoration loisirs créatifs diy fourniture" data-amp-height="200" data-amp-width="200" /></a><figcaption>151770 poinçons Pyramide de cercles 42€</figcaption></figure>
</td>
</tr>
<tr>
<td style="width: 185px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="www.stampinup.fr/products/papier-cartonn%C3%A9-%C3%A9pais-a4-blanc-simple?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202101082Fob_30d45e_159230-papier-cartonn-epais-a4-blanc-s.jpg" alt="159230 Papier cartonné épais A4 blanc simple A4 épais blanc simple stampin up carterie scrap scrapbooking loisirs creatifs album photo fourniture" data-amp-height="200" data-amp-width="200" /></a><figcaption>159230 Papier cartonné épais A4 blanc simple 10€</figcaption></figure>
</td>
<td style="width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/colle-liquide-multi-usage?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202009222Fob_a19cea_154974-colle-liquide-multiusage-stampi.jpg" alt="154974 colle multi usages stampinup scrapbooking carterie cartonnage Fixation forte ; transparente une fois sèche.  Sans acide. " data-amp-height="200" data-amp-width="200" /></a><figcaption>154974 colle multi usages 6€</figcaption></figure>
</td>
<td style="width: 197px;">
<figure class="image-align-center" style="margin: 10px 0px 10px 0px;"><a href="https://www.stampinup.fr/products/feuilles-métallissées-or?demoid=5000131" target="_blank" rel="noreferrer noopener"><img decoding="async" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/image2F09326672F202108232Fob_69ce1f_132622-feuillesmetallisees-or-stampin.jpg" alt="132622 Feuilles métallisées or papier stampin up décoration loisirs créatifs scrap carterie diy deco" data-amp-height="200" data-amp-width="200" /></a><figcaption>132622 Feuilles métallisées or 6€</figcaption></figure>
</td>
</tr>
</tbody>
</table>
<p>N&rsquo;oubliez pas que j&rsquo;ai mis en place un <a style="font-weight: bold;" href="https://soniabenedetti.fr/programme-de-fidelite.html" target="_blank" rel="noopener">programme de fidélité</a><b> </b>et la possibilités de vous procurer les produits Stampin&rsquo;Up! en <strong><a href="https://soniabenedetti.fr/2021/05/mes-kits-et-clubs.html" target="_blank" rel="noopener">kit ou par abonnement</a></strong> sur plusieurs mois</p>
<p>Vous avez envie de découvrir tous les produits Stampin&rsquo;Up!, voici les liens vers les catalogues:</p>
<ul>
<li><a href="https://soniabenedetti.fr/2021/05/catalogue-stampin-up-2021/2022.html" target="_blank" rel="noopener">Catalogue annuel 2021/2022</a></li>
<li><a href="https://soniabenedetti.fr/2021/07/catalogue-stampinup-france.html" target="_blank" rel="noopener">Mini-catalogne saisonnier juillet-décembre 2021</a></li>
</ul>
<p><strong>Pour commander ces produits, n&rsquo;hésitez pas à me contacter, à venir à un de mes rendez-vous créatifs ou à commander directement sur </strong><strong><a href="https://www.stampinup.fr/?demoid=5000131" target="_blank" rel="noopener">ma boutique en ligne</a></strong>:</p>
<p style="text-align: center;"><a style="font-style: normal; font-variant-caps: normal; font-weight: normal; letter-spacing: normal; orphans: auto; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px; -webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; box-sizing: border-box; color: #00e7f1; text-decoration: none; font-family: Poppins, sans-serif; font-size: 15px; text-align: center;" href="https://soniabenedetti.stampinup.net" target="_blank" rel="noreferrer noopener"><img decoding="async" class="image-size-medium" style="box-sizing: border-box; max-width: 100%; vertical-align: middle; border: 0px; width: 200px; height: 161px;" src="https://soniabenedetti.fr/wp-content/uploads/2023/01/ob_d0aab8_boutique-en-ligne-su-14c3cb.png" alt="boutique en ligne Stampin'Up! Sonia Benedetti démonstratrice indépendante en France Europe" data-amp-height="321" data-amp-width="400" /></a></p>
</div>
</div>
<p>L’article <a href="https://soniabenedetti.fr/2021-11-porte-nom-avec-chocolat-ferrero-html/">Porte nom avec chocolat Ferrero</a> est apparu en premier sur <a href="https://soniabenedetti.fr">Sonia Benedetti</a>.</p>
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