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<title>Apprendre le calcul mental aux enfants à travers les contes en milieu rural</title>
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<h1>Apprendre le calcul mental aux enfants à travers les contes en milieu rural</h1>
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"/></div><figcaption class="wp-caption-text">Les enfants apprenant des contes autour du feu </figcaption></figure>
<p style="text-align: justify;"><strong>Au-delà de son rôle d’intégration social de l’enfant, de sa formation sur les pratiques socioculturelles, de sa préparation face aux différents obstacles de la vie, le conte sert également à développer l’intelligence de l’enfant.</strong></p>
<p style="text-align: justify;">Un pragmatisme surprenant de la hyène lors d’une situation d’urgence pour avoir à manger, un animal considérée comme le plus idiot dans presque tous les contes, qui a surpris tous les animaux de la forêt, en est un exemple d’illustration.</p>
<p style="text-align: justify;">Un jour, tous les animaux de la forêt avait faim. Ils avaient faim à tel point que certains pouvaient encore à peine soulever les pattes pour marcher. Soudain, le lion, roi de la forêt, a pu faire une belle prise et il s’est bien régalé. N’ayant pas pu finir de tout manger, il convoqua les autres animaux de la forêt. Chacun, avec le ventre creux, s’est débrouillé à venir répondre à l’appel du roi.</p>
<p style="text-align: justify;">Il leur déclara:</p>
<blockquote>
<p style="text-align: justify;">« je sais que vous avez tous faim, mais sachez que mon appel n’est en aucun cas une occasion pour que les uns profitent des autres ».</p>
</blockquote>
<p style="text-align: justify;">Il ajouta:</p>
<blockquote>
<p style="text-align: justify;"> » la chance a fait que j’ai pu faire une belle prise et j’ai bien mangé, mais je n’ai pas pu tout finir. Il y a le reste ici. Je ne veux pas le laisser pourrir alors que c’est très insignifiant pour vous tous. Donc, on va établir une règle: Celui qui arrive à être le premier à pouvoir compter quarante (40) avant les autres va manger le reste du repas que voici »</p>
</blockquote>
<p style="text-align: justify;">Alors, tous les animaux, très affamés se sont mis à compter:</p>
<blockquote>
<p style="text-align: justify;">« 1, 2,3,… »</p>
</blockquote>
<p style="text-align: justify;">chacun se faisant une idée sur celui qui peut le devancer, mais personne ne pensait à la hyène.</p>
<p style="text-align: justify;">Soudain, à très haute voix, la hyène crie:</p>
<blockquote>
<p style="text-align: justify;">« trois <strong>(9),</strong> un gros <strong>(3)</strong> et deux <strong>(5)</strong> ajoutés font <strong>40″</strong>.</p>
</blockquote>
<p style="text-align: justify;">Tous les autres animaux ont été surpris et déçu à la fois! Le reste du repas a été remis à la hyène qui s’est bien rempli le ventre.</p>
<p style="text-align: justify;">Là où j’ai pris ce conte, je le dépose là-bas.</p></body></html>