tag:blogger.com,1999:blog-91802922294278877012024-02-20T07:04:58.875-08:00Concours croissance cristaux 2014 - Académie GrenobleCe blog est créé dans le cadre des 100 ans de la cristallographie 2014.
Il est destiné aux différents établissements scolaires qui participent au concours de croissance des cristaux pour l'académie de Grenoble.
- Il se veut être un espace d'échange entre les élèves souhaitant partager leurs expériences et les avancées de leur projet
- Les informations, photos, commentaires etc. pourront être réutilisées (avec accord) lors de la remise des prix qui aura lieu en avril 2014.Anonymoushttp://www.blogger.com/profile/12936873217764656398noreply@blogger.comBlogger41125tag:blogger.com,1999:blog-9180292229427887701.post-55790391529971660362014-03-28T16:02:00.003-07:002014-04-07T02:15:11.259-07:00Cristaux dans les artsBRES...Ou comment les cristaux prennent part à une petite mise en scène "arBRtistique" chez les CP (Ecole de Modane)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQgR0y5530hArdzZZUUgki4ShaZMueWeoOxZebYWDDADsy6RpgmM5zCb8UhOX9qwtnI6tm1B2nGuy1MdZP9YhTZW2zeo2JKw6pDjLEffI7QbGE79frysohpY6K6-L1NCwv10CePpqgpg/s1600/Arbres+%25C3%25A0+cristaux+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQgR0y5530hArdzZZUUgki4ShaZMueWeoOxZebYWDDADsy6RpgmM5zCb8UhOX9qwtnI6tm1B2nGuy1MdZP9YhTZW2zeo2JKw6pDjLEffI7QbGE79frysohpY6K6-L1NCwv10CePpqgpg/s1600/Arbres+%25C3%25A0+cristaux+3.jpg" height="221" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzG0LDtGct7s_tHGPkxW8K8iSZvWqAee-IOteO5-xxRRZcs8n4yGYDw2_qlQSm3CCWDZ9NHWYL6yGdWy3BImmuTpo4RNOXAVZ9H897I0g60A3njYedF1doLns6yTYOr_qPudJSuw6s3w/s1600/Arbres+%C3%A0+cristaux+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzG0LDtGct7s_tHGPkxW8K8iSZvWqAee-IOteO5-xxRRZcs8n4yGYDw2_qlQSm3CCWDZ9NHWYL6yGdWy3BImmuTpo4RNOXAVZ9H897I0g60A3njYedF1doLns6yTYOr_qPudJSuw6s3w/s1600/Arbres+%C3%A0+cristaux+2.jpg" height="201" width="320" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-50466792326623072652014-03-28T03:01:00.004-07:002014-03-28T03:04:57.220-07:00RESULTATS du concours niveau primaire<!--[if gte mso 9]><xml>
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</xml><![endif]--><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Le concours se termine, après les résultats des secondaires, voici les résultats du concours de croissance d'arbres à cristaux dédié aux écoles primaires.<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">56 classes sur les 100 inscrites ont renvoyé des documents pour participer à la phase finale du concours arbres à cristaux.<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Les documents étaient vraiment très intéressants et de haut niveau. Il a été difficile pour le jury de départager certaines écoles et décider du palmarès.<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Le retour des enseignants est très positif. Ils sont vraiment tous très contents d'avoir participé à ce concours très riche et qui leur a permis de travailler sur différents domaines, en plus des sciences.<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Après une après midi de réflexion intense, le jury primaire a finalement décidé du palmarès :<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #b45f06;"><b>1er Prix :</b></span> Ecole de Meythet (Haute Savoie)<br /><b><span style="color: #b45f06;">2ème Prix</span> :</b> Ecole de Montagny (Savoie)<br /><span style="color: #b45f06;"><b>3ème Prix :</b></span> Ecole des Genêts de Grenoble (Isère)<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Prix du Jury :</b><br /><span style="color: #0b5394;"><b>Prix de l'inventivité </b></span>: Ecole de St Martin d'arc (Savoie)<br /><b><span style="color: #0b5394;">Prix de la créativité photographique </span></b>: Ecole de Vernosc les Annonay (Ardèche)<br /><span style="color: #0b5394;"><b>Prix de la démarche scientifique</b></span> : Ecole de Vernaz (Haute Savoie)<br /><b><span style="color: #0b5394;">Prix du numérique</span></b> : St Clair de Galaure (Isère)<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Merci et bravo à toutes les écoles pour leur participation.<br /> </span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">La cérémonie de remise des prix aura lieu mardi 15 avril, sur le campus CNRS de Grenoble. Les classes concernées recevront une invitation pour assister à cette cérémonie à laquelle leur sera remis les diplômes et les trophées. </span></span>Anonymoushttp://www.blogger.com/profile/12936873217764656398noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-58635434094825825702014-03-24T09:40:00.002-07:002014-03-28T03:05:08.576-07:00RESULTATS du concours niveau Collège - Lycée - Prépa<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Tadam !!!</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Ca y est, les résultats sont maintenant
officiels, voici la liste des gagnants du concours de croissance des
cristaux, catégorie Collège - Lycée - Prépa pour l'Académie de Grenoble :</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #0b5394;"><b>Lycée :</b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #b45f06;">1er prix</span></b> attribué au Lycée Camille Vernet de Valence (26) - <span style="font-size: x-small;">Professeur : Marilyne Le Meur</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #b45f06;">Prix du jur</span><span style="color: #b45f06;">y</span></b> attribué au Lycée Beghin de Moirans (38) - <span style="font-size: x-small;">Professeur : Françoise Janvier</span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #0b5394;"><b>Collège :</b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #b45f06;">1er prix</span></b> attribué au Collège Gérard Philippe de Fontaine (38) - <span style="font-size: x-small;">Professeur : Sandrine Pierre</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #b45f06;">Prix du jur</span><span style="color: #b45f06;">y</span></b> attribué au Collège Do Mistrau de la Suze-la-Rousse (26) - <span style="font-size: x-small;">Professeur : Guillaume Chatelan</span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="color: #0b5394;"><b>Prix spécial du jury</b> pour l'ensemble des 2 catégories lycée et collège</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Prix attribué au Collège François de Mugnier à Bons en Chablais (74) - <span style="font-size: x-small;">Professeur Céline Treboux et Alain Lombard</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><b>Les
cristaux ayant gagné le concours </b>(1er prix Lycée et 1er prix Collège)
ont été envoyés à Lilles pour participer au concours national. </span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">Les résultats du concours national sont également connus et l'académie de Grenoble a obtenu de très bons résultats avec :</span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">- le <b>Lycée Camille Vernet de Valence</b> qui termine <span style="color: #351c75;">2ème du concours national </span></span></span><br />
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">- le <b>Collège Gérard Philippe de Fontaine</b> qui termine <span style="color: #351c75;">4ème du concours national</span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Félicitations à tous pour votre participation et vos résultats.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><br />
<a href="http://cristaux.udppclille.free.fr/" target="_blank"><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">En savoir plus sur les résultats</span></span></a><br />
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<span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">La cérémonie de remise des prix aura lieu mardi 15 avril, sur le campus CNRS de Grenoble. Les classes concernées recevront une invitation pour assister à cette cérémonie à laquelle leur sera remis les</span></span></span><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> diplômes et les</span></span></span><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> trophées.</span></span></span>Anonymoushttp://www.blogger.com/profile/12936873217764656398noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-33792928894660622212014-03-21T16:40:00.000-07:002014-03-24T00:53:51.109-07:00Les arbres de la classe de CM1 de l'école Coteau à La Tronche<div style="text-align: justify;">
Pour commencer, la maîtresse nous a fait observer du papier buvard. Nous avons mis une bande dans un bouchon d'eau et nous avons remarqué que l'eau "montait" dans le papier.</div>
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Que se passe-t-il si on laisse le papier sur le radiateur ??? Nous avons vu que le papier était tout sec. Où est donc l'eau ?</div>
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Après quelques propositions, nous en avons conclu que l'eau n'avait pas disparu mais qu'elle était "partie" dans l'air. Elle s'est <u>évaporée</u> : comme l'eau des flaques dans la cour quand il fait chaud.</div>
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Puis, la maîtresse nous a expliqué que nous allions travailler sur les cristaux. Elle nous a demandé ce que c'était : nous avons parlé des diamants. Puis la maîtresse nous a dit que dans la vie de tous les jours nous utilisions des cristaux, par exemple en cuisine. Nous avons vite pensé au sel et au sucre. On a même parlé du sucre candi et que ce sucre avait une forme presque géométrique.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj78wCSWmIYUPQkZ0NwT3gAne_5FDqrZ46KqKLn7UO1I26v6ocmh9Hz3Bq2N_KTleJvpZq4zwHcTsdrLpUu3cCDJrx2oR86X_jZCExxr3A6PlhjZ7gyN-bXHprr1TAzv_K5EWupPcuntg/s1600/tableau.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj78wCSWmIYUPQkZ0NwT3gAne_5FDqrZ46KqKLn7UO1I26v6ocmh9Hz3Bq2N_KTleJvpZq4zwHcTsdrLpUu3cCDJrx2oR86X_jZCExxr3A6PlhjZ7gyN-bXHprr1TAzv_K5EWupPcuntg/s1600/tableau.JPG" height="240" width="320" /></a></div>
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Après nous avons fabriqué nos arbres à l'aide du papier buvard et des feuilles de plastique. Nous nous sommes appliqués pour tracer les formes à l'aide des gabarits. La maîtresse a agrafé les feuilles en mettant une feuille de buvard entre deux feuilles plastiques. Puis on a fait des fentes et nous avons trouvé que nos arbres étaient super beaux quand ils tenaient tout seuls.</div>
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La maîtresse nous a donné les sachets de phosphate de potassium et nous avons vu qu'il y avait plein de petits cristaux. Nous avons mesuré 25 ml d'eau tiède. Puis dans un gobelet nous avons ajouté doucement la poudre à cristaux en mélangeant avec une cuillère. Ça faisait un peu comme du sucre dans un café ! </div>
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Nous avons ensuite versé le mélange dans nos coupelles. La maîtresse nous a demandé de regarder l'heure : 9h53. Nous avons ajouté 6h pour savoir à quelle heure nous aurions le résultat de l'expérience.</div>
En début d'après-midi il y avait déjà quelques cristaux : <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQEs9Gnkcow1WLSHA65EweCCzCk5kDk1Oy2VABbASdnKg-osLAyDqpmItdlksZpDX0_pxlagY4abJBM_c9kAcFIgxsgtsnze-AkrAKe_9taetOKp0CzsN63KDU9fT6cCck_t3ngvSDfQ/s1600/photo+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQEs9Gnkcow1WLSHA65EweCCzCk5kDk1Oy2VABbASdnKg-osLAyDqpmItdlksZpDX0_pxlagY4abJBM_c9kAcFIgxsgtsnze-AkrAKe_9taetOKp0CzsN63KDU9fT6cCck_t3ngvSDfQ/s1600/photo+2.JPG" height="200" width="150" /></a>, cela faisait comme des petits fils blancs.<br />
Avant de partir en récréation, on a observé plus de cristaux : <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNGdw0oB8OmdVIFOmAOeKfmv6shFYRIm_fzZBfyx5xO4dRSvZ0BwiHfmKK9KKNpJu-eSCp49riXSweSoY03hyQod39OkiooALhArxB4peSpXmzT78Ma5t1sdxX_grOiQF9CcKYAdJ0WQ/s1600/givre1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNGdw0oB8OmdVIFOmAOeKfmv6shFYRIm_fzZBfyx5xO4dRSvZ0BwiHfmKK9KKNpJu-eSCp49riXSweSoY03hyQod39OkiooALhArxB4peSpXmzT78Ma5t1sdxX_grOiQF9CcKYAdJ0WQ/s1600/givre1.JPG" height="200" width="150" /></a>. Cela nous a fait penser au gel en hiver sur les vitres des voitures.<br />
A 16h00, nous avons vu que l'arbre de Quentin, Sacha, Eliott, Bernard, Valentin et Sébastien était celui où il y avait le plus de cristaux.<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyDgxOtZHkRHCoem-wfFb8h1Cc9SUDc1RBSQybNrnj7N4O7_W0it1nPSPIKDCNG3CsPoZJgGSpSGD3QjNxvyXNoD8NRyI2lwjLIKbQkidqorbLVp33ijKPmEWuu6QORSPE_5G-XSK7eA/s1600/photo+2+(2).JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyDgxOtZHkRHCoem-wfFb8h1Cc9SUDc1RBSQybNrnj7N4O7_W0it1nPSPIKDCNG3CsPoZJgGSpSGD3QjNxvyXNoD8NRyI2lwjLIKbQkidqorbLVp33ijKPmEWuu6QORSPE_5G-XSK7eA/s1600/photo+2+(2).JPG" height="640" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Notre plus bel arbre</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQzBuDbJRHtHHbd30h_KgyO2Ok0EjIOATZMAVro07iUVouU9C5vXNHcTIlSXO5lL5q4YI-d_p-LhGrfsK7CsClLD7ubaEfOqJpRoHxtgVLuKlS-ETPxKApTcLQIt6IQdxbt5PP489GVA/s1600/photo+3+(1).JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQzBuDbJRHtHHbd30h_KgyO2Ok0EjIOATZMAVro07iUVouU9C5vXNHcTIlSXO5lL5q4YI-d_p-LhGrfsK7CsClLD7ubaEfOqJpRoHxtgVLuKlS-ETPxKApTcLQIt6IQdxbt5PP489GVA/s1600/photo+3+(1).JPG" height="320" width="240" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1YXy1L1vvXbSrikhy7nNCSg-TNX4n-siTvCynpeC2jUKue24xvvApiapDwjr14btwqGOF8KSRmhcyZnNIAebyeW7Pc1v_is9pyzWImfLM8yM0P_BaMftu8ce3wA7VEmpXXufkGuhswQ/s1600/arbre1.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1YXy1L1vvXbSrikhy7nNCSg-TNX4n-siTvCynpeC2jUKue24xvvApiapDwjr14btwqGOF8KSRmhcyZnNIAebyeW7Pc1v_is9pyzWImfLM8yM0P_BaMftu8ce3wA7VEmpXXufkGuhswQ/s1600/arbre1.JPG" height="320" width="240" /></a> </div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhreMCzPZ3DKeLv5kWR29CjX61tohZdvHBqdgK4_XpQl5GhbFMfvUY9Gke5_69O_qI7lyyZR9HurWSf77LLIfXHmotI8YRpJrYguc_SlFWTY34m8wx0zbuaVE3ozYxaeB4FlI_87kgt0A/s1600/photo+3.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhreMCzPZ3DKeLv5kWR29CjX61tohZdvHBqdgK4_XpQl5GhbFMfvUY9Gke5_69O_qI7lyyZR9HurWSf77LLIfXHmotI8YRpJrYguc_SlFWTY34m8wx0zbuaVE3ozYxaeB4FlI_87kgt0A/s1600/photo+3.JPG" height="640" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Un gros plan sur les cristaux</td></tr>
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Il n'y avait plus de mélange dans leur coupelle. L'eau s'est évaporée comme sur le buvard et il ne reste plus que le phosphate de potassium !</div>
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Voici nos 4 arbres :</div>
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Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-42712821534650257332014-03-21T03:35:00.004-07:002014-03-24T00:53:57.377-07:00Comment les cristaux traversent le plastique ? Rémy B CM1 SARRAS<br />
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Pourqoi les cristaux tombent'ils ? Rémy B CM1 SarrasAnonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-40363947929974878752014-03-20T15:23:00.001-07:002014-03-21T00:48:39.034-07:00Arbres à cristaux des CM1/CM2 de l’école Jules Philippe d’Annecy<!--[if !mso]>
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CM1/CM2</span></b></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b><span style="color: #1f497d; font-size: 22pt;"> de l’école Jules
Philippe d’Annecy</span></b></span></div>
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<i><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT; mso-bidi-font-weight: bold;"> Le
plus beau de nos arbres !</span></span></i></div>
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</div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT; mso-bidi-font-weight: bold;">Avant
de réaliser les arbres à cristaux, nous avons d’abord fait quelques expériences
en classe :</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT; mso-bidi-font-weight: bold;">Lors
de la première séance :</span></span></div>
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<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><i><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT;"><span style="mso-spacerun: yes;"> </span></span></i><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;">2 bouteilles en apparence identiques
sont distribuées aux élèves, l’une contient de l’eau, l’autre de l’eau salée. </span><b><span style="color: #000081; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;">Comment
savoir quelle bouteille contient l'eau salée <span style="mso-spacerun: yes;"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #1f497d; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic; mso-themecolor: text2;">sans la goûter </span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #1f497d; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-themecolor: text2;">?</span></b><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">Plusieurs hypothèses et expériences ont été proposées, en voici
quelques unes :</span></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7uw8nIOZ3kpOoylE1GjV5KpegaCpXQ5Q1SrGZjfgMQYO4v147bh53hyphenhyphenCj_p9ajDnGxcZUq_Bei_Xc-TNc66WDT1QiS8KdfGczPkWz1Lnf0ejkC_3S_GcGJ63ZkSdQ82onughygjJ6Q/s1600/P1080789.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7uw8nIOZ3kpOoylE1GjV5KpegaCpXQ5Q1SrGZjfgMQYO4v147bh53hyphenhyphenCj_p9ajDnGxcZUq_Bei_Xc-TNc66WDT1QiS8KdfGczPkWz1Lnf0ejkC_3S_GcGJ63ZkSdQ82onughygjJ6Q/s1600/P1080789.JPG" height="180" width="320" /></a></div>
<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<i><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;"> La bouteille d’eau salée pèse plus lourd que la bouteille d’eau.</span></span></i><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicIaBmbjYGxcbKMVdPSc8x1DOOJXJoBkKXm6AsGQjLm4gaeJgzAHr5ZZWGdvjwam74oDnVK-FM6yHk6bfmOioehdzpvRXfiZ42E3D06WpislY6RtE6lF_lO61HabxqDQugz7fAvshf1g/s1600/P1080792.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicIaBmbjYGxcbKMVdPSc8x1DOOJXJoBkKXm6AsGQjLm4gaeJgzAHr5ZZWGdvjwam74oDnVK-FM6yHk6bfmOioehdzpvRXfiZ42E3D06WpislY6RtE6lF_lO61HabxqDQugz7fAvshf1g/s1600/P1080792.JPG" height="320" width="316" /></a></div>
</div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<i><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;"> On observe au microscope pour essayer de voir le sel, pas très
concluant.</span></span></i><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8k4HC8jkanR7rqamS3lhPUL6WPWqZGpTzFQWTVHjY-hfATYmkc8LpXSty5aBexx8Uw3Qn-t0BGo7kGZab3sCJ0yrAec5OMai-FKkeU0KivhtAZaLl7uk6Pn2USp8y_-knorEnIiQ2dA/s1600/P1080793.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8k4HC8jkanR7rqamS3lhPUL6WPWqZGpTzFQWTVHjY-hfATYmkc8LpXSty5aBexx8Uw3Qn-t0BGo7kGZab3sCJ0yrAec5OMai-FKkeU0KivhtAZaLl7uk6Pn2USp8y_-knorEnIiQ2dA/s1600/P1080793.JPG" height="320" width="275" /></a></div>
</div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;"></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><i><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT;"> On filtre l’eau, pas très concluant.</span></i></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ozt86ELbdfMxWSCUWpvLdn7cfLCJqQusyoTYOovOJ4-obUqMwWnzAMX5O4OuCAD2Fk8nNOOGrJzhaKDucYOCLSuruipMhTan2ns834IO6CyxpoYNQd0QrciGSfRISqnr7zy2TgZelg/s1600/P1080801.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5ozt86ELbdfMxWSCUWpvLdn7cfLCJqQusyoTYOovOJ4-obUqMwWnzAMX5O4OuCAD2Fk8nNOOGrJzhaKDucYOCLSuruipMhTan2ns834IO6CyxpoYNQd0QrciGSfRISqnr7zy2TgZelg/s1600/P1080801.JPG" height="148" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZk5YEqtQSos6Y9FBmxqla5-0idThSPfS7Y6L2hiUinEHoox1lCetTMLeuZMT64M38Bv9SZeGSNcB4bm8Rn__vje2XUn7qL7-JTDfDbxiMo42zwxUh1LNfFQnJQ6w-q1NSx41yc0OMjw/s1600/P1080798.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZk5YEqtQSos6Y9FBmxqla5-0idThSPfS7Y6L2hiUinEHoox1lCetTMLeuZMT64M38Bv9SZeGSNcB4bm8Rn__vje2XUn7qL7-JTDfDbxiMo42zwxUh1LNfFQnJQ6w-q1NSx41yc0OMjw/s1600/P1080798.JPG" height="200" width="178" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKjoTb484p_erMd6mlEVShV9CohkZ15kI7V07OefOJaPZbRI8deAvpY8vQF-frFBbMW4nJjyVKDx9egYSTR-eso9UW4ol3u4o2ah73qOt012BL7XDR782b4p5FhwKK8djCq8EFujfnqg/s1600/P1080795.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKjoTb484p_erMd6mlEVShV9CohkZ15kI7V07OefOJaPZbRI8deAvpY8vQF-frFBbMW4nJjyVKDx9egYSTR-eso9UW4ol3u4o2ah73qOt012BL7XDR782b4p5FhwKK8djCq8EFujfnqg/s1600/P1080795.JPG" height="198" width="200" /></a></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><i style="mso-bidi-font-style: normal;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-fareast-language: FR; mso-no-proof: yes;"></span></i><i><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></i><i style="mso-bidi-font-style: normal;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-fareast-language: FR; mso-no-proof: yes;"><br /></span></i></span></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<i><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;">On fait chauffer l’eau, après évaporation on observe des cristaux de
sel dans le fond du becher contenant l’eau salée.</span></span></i></div>
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<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;">Lors de la deuxième séance</span></b><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT; mso-bidi-font-style: italic;">, nous avons fait plusieurs expériences
sur la dissolution du sel dans l’eau</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b><span style="color: #000081; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;">Comment
savoir si le sel peut se dissoudre indéfiniment dans l'eau ?</span></b></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b><span style="color: #000081; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;">Quelle
quantité de sel peut-on dissoudre dans l'eau ?</span></b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">Le
travail se fait par groupe de 4 avec les contraintes suivantes :</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">-
chaque groupe recevra 100 ml d'eau et du sel en quantité suffisante (50 g) ;</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">-
chaque groupe n'aura le droit qu'à 2 pesées (avec une balance électronique,)</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">-
2 cuillères : une pour mesurer le sel, l'autre pour mélanger</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">Les
<span style="mso-spacerun: yes;"> </span>différents groupes détermineront ainsi différentes
valeurs de saturation</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b><span style="color: #000081; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;"><span style="mso-spacerun: yes;"> </span></span></b><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: UnPilgi;">À partir de 350 grammes par litre
environ , le sel ne se dissout plus dans l'eau : on dit qu'il y a </span><b><span style="color: magenta; font-size: 12.0pt; mso-bidi-font-family: UnPilgi-Bold;">saturation</span></b><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: UnPilgi;">.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: UnPilgi;">D’autres questions sont alors
apparues et ont donné naissance à une séance d’expérimentation par groupe:<b style="mso-bidi-font-weight: normal;"> </b></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="color: #1f497d; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-themecolor: text2;">Peut-on
mélanger n'importe quoi avec de l'eau ? Avec un autre liquide ? </span></b></span></div>
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<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b style="mso-bidi-font-weight: normal;"><span style="color: #1f497d; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-themecolor: text2;">Peut-on
faire la même expérience de mesure de saturation avec du sucre dans l’eau ?</span></b><b style="mso-bidi-font-weight: normal;"><span style="color: #1f497d; font-size: 12.0pt; mso-bidi-font-family: UnPilgi; mso-themecolor: text2;"></span></b></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><i><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-ItalicMT;">Retour sur la saturation du sucre dans l'eau :</span></i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">– est-il possible de voir nettement la saturation comme avec le
sel ? (non, ça devient visqueux)</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">– est-il possible de récupérer le sucre ? (pas en chauffant :
caramel !)</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">→ Tous les solides ne se dissolvent pas de la même façon dans
l'eau. De même, quand ils</span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">recristallisent ils ne le font pas tous de la même manière
(couleurs, formes...)</span></span></div>
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<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">des exemples de cristaux avec des images ont été observés sur
Internet.</span></span></div>
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<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">Et enfin la question qui nous a amenés aux arbres à cristaux</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;">Peut-on
créer nous-mêmes nos propres cristaux ?</span></b></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">On peut essayer avec du sel, pas tout à fait du sel de cuisine,
mais avec du sel de potassium (à ne pas mettre à la bouche!)</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><b><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPS-BoldMT;">Fabrication</span></b></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">1. Distribution des papiers buvards et plastiques.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">2. Dessin des formes d'arbres.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">3. Découpage.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">4. Construction des arbres.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">5. Mélange du sel avec l'eau.</span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">6. On place les arbres dans la classe. Un groupe a choisi de mélanger
des colorants, pour voir s'ils « remontent » aussi. <span style="mso-spacerun: yes;"> </span>Comme lorsqu’on trempe un sucre dans un
liquide coloré.</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimBV_NC5iOo-F-W_h_06Fcen-yVU2sgWhCcHbseUtpTkNdz_FpIFKFieuPX4C2Rv0luSSBtkKmohTDhxj5vmDGvdVoswKoYBE8LDycDyIoZhQOFyKzsWm-XOrynvf9q8irIvB650uodA/s1600/P1080833.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimBV_NC5iOo-F-W_h_06Fcen-yVU2sgWhCcHbseUtpTkNdz_FpIFKFieuPX4C2Rv0luSSBtkKmohTDhxj5vmDGvdVoswKoYBE8LDycDyIoZhQOFyKzsWm-XOrynvf9q8irIvB650uodA/s1600/P1080833.JPG" height="200" width="135" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWIZ5EtdSmlEEkBG-5yucjjI92reXBNJ0lclXvmqWHPt1Xgqdm5Z2whkUfXDQZXeudv297yzmXSJXgoFAExD_beFn0B2px7KYguqsE9-ENUZ4G7TZCHdFr4iJsV434Nxrd4u48NiDWFA/s1600/P1080827.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWIZ5EtdSmlEEkBG-5yucjjI92reXBNJ0lclXvmqWHPt1Xgqdm5Z2whkUfXDQZXeudv297yzmXSJXgoFAExD_beFn0B2px7KYguqsE9-ENUZ4G7TZCHdFr4iJsV434Nxrd4u48NiDWFA/s1600/P1080827.JPG" height="91" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO6VgFQiYMaUrGOAUGAUHFCVMKKnC43dHGh27dkYlK9JP_0WsrRMvqQnBGMZygqBj7U-EoNYIWcFXaq9KaieXOFbopaeyROF0fJxofqaxqv-yLH7gtqMYGbOJh4iolSlbe5HLvD9oUCA/s1600/P1080828.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO6VgFQiYMaUrGOAUGAUHFCVMKKnC43dHGh27dkYlK9JP_0WsrRMvqQnBGMZygqBj7U-EoNYIWcFXaq9KaieXOFbopaeyROF0fJxofqaxqv-yLH7gtqMYGbOJh4iolSlbe5HLvD9oUCA/s1600/P1080828.JPG" height="200" width="162" /></a></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"><span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQhs7LuwYMd5rgJ9bhcywLfIl6lPYK4d9zKL84imQifj5UULHKayqw1sKh_nnqKv1QSZ_jXmpIpGzNVR158he59CWMnhnIHu3zasrXl8_uSKMR56mzVsFPOTviKlVPgBJ9hOedaHu9Bg/s1600/P1080822.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQhs7LuwYMd5rgJ9bhcywLfIl6lPYK4d9zKL84imQifj5UULHKayqw1sKh_nnqKv1QSZ_jXmpIpGzNVR158he59CWMnhnIHu3zasrXl8_uSKMR56mzVsFPOTviKlVPgBJ9hOedaHu9Bg/s1600/P1080822.JPG" height="320" width="278" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ip9ifpQY2laBrF3q48bdaEdfk5ZEVxeXPp2EFVqZtuoloFi9kJK9fY2Wf96FXhT82thyXy3GJZMql0pd_ZyZCrXL6JetiLUzB4scm4F2Qq-O1MxDLSGq3Esfbivab4xPrSyoGLZwBQ/s1600/P1080823.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6ip9ifpQY2laBrF3q48bdaEdfk5ZEVxeXPp2EFVqZtuoloFi9kJK9fY2Wf96FXhT82thyXy3GJZMql0pd_ZyZCrXL6JetiLUzB4scm4F2Qq-O1MxDLSGq3Esfbivab4xPrSyoGLZwBQ/s1600/P1080823.JPG" height="302" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg6COuja1CQrzP2O5iKyRX81bMrjlKwLR0Qa3vj2v2Z-HBNp1otKjoFkZrpid3D1IQnUpfeehq0cpm4v4RsyqzSsDkaJMN3Ec-lzLPQD-Eb32rfbcP_jQ4CaUQgYlETNH5EiAMhsoceA/s1600/P1080825.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjg6COuja1CQrzP2O5iKyRX81bMrjlKwLR0Qa3vj2v2Z-HBNp1otKjoFkZrpid3D1IQnUpfeehq0cpm4v4RsyqzSsDkaJMN3Ec-lzLPQD-Eb32rfbcP_jQ4CaUQgYlETNH5EiAMhsoceA/s1600/P1080825.JPG" height="320" width="313" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6-QUvbUrudyJhFcY-IDbxer1kfkoiRmu2XfM98G5aqHGyRZUIZ_HMP-GLyHAViMKQ2zYTXrfINvXKba08buFBTS8lX1OkbyCw_nUpmFKcfGbdQetrOWK4lnGsMIMGW8nMuY6iRJYVqg/s1600/P1080835.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6-QUvbUrudyJhFcY-IDbxer1kfkoiRmu2XfM98G5aqHGyRZUIZ_HMP-GLyHAViMKQ2zYTXrfINvXKba08buFBTS8lX1OkbyCw_nUpmFKcfGbdQetrOWK4lnGsMIMGW8nMuY6iRJYVqg/s1600/P1080835.JPG" height="320" width="293" /></a><br />
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;"></span><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;"></span></span></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">L’explication de la capillarité, de la cristallisation... un jeu d’enfant !</span></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=9180292229427887701" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT;">D’autres groupes ont choisi de faire des photos en notant le temps
pour observer le temps d’apparition des cristaux.</span></span></div>
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<br /></div>
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<span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"><span style="color: black; font-size: 12.0pt; mso-bidi-font-family: TimesNewRomanPSMT; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: FR; mso-no-proof: yes;">Au final voici tous nos
arbres :</span></span><br />
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<br /></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">En
premier nous avons tracé les arbres sur un gabarit. Nous l’avons reporté sur le
papier buvard et sur le plastique puis nous les avons assemblés en les
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<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Pour
peser 25 ml d’eau nous avons pris une balance de cuisine. nous avons mis la
poudre dans l’eau. Ensuite nous avons posés les arbres dans l’eau et on a attendu. Le
problème, c’est que les arbres tombaient parce qu’ils n’étaient pas stables.</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8BkXA0_j9P9yXXIGol3Gg2qMNOCu0P6cyyDTmsNKyX3kXxcqxakXVylRbtB01WgjK7MNYzyEr_ghRKGot4oiywPRrtH7FpMVyO7hVRdFNxbpyF53lW1VutFWNgxyC7chJn2u_DbDuA/s1600/100_0436.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM8BkXA0_j9P9yXXIGol3Gg2qMNOCu0P6cyyDTmsNKyX3kXxcqxakXVylRbtB01WgjK7MNYzyEr_ghRKGot4oiywPRrtH7FpMVyO7hVRdFNxbpyF53lW1VutFWNgxyC7chJn2u_DbDuA/s1600/100_0436.jpg" height="240" width="320" /></a></span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Pendant
ce temps nous avons observé les cristaux de Quentin. Ils étaient durs parce que
c’était de la pierre. Il y avait du quartz, de la calcite, de l’améthyste. Les
cristaux ont comme des piques et ils ont plusieurs couleurs.</span></span></div>
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</div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Les
cristaux ont poussé ! Nous les avons préparés le matin et les cristaux
sont apparus au bout de 7 heures, vers 16h.</span></span></div>
<br />
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: center;">
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
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<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
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<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
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<w:DontGrowAutofit/>
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<w:EnableOpenTypeKerning/>
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<style>
/* Style Definitions */
table.MsoNormalTable
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mso-tstyle-rowband-size:0;
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</div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Le
lendemain, il y avait plus de cristaux et trois jours après<span style="mso-spacerun: yes;"> </span>ils étaient recouverts de cristaux.<span style="mso-spacerun: yes;"> </span>Certains arbres ont plus de cristaux que
d’autres. Ils étaient beaux.</span></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Nous avons constaté que des cristaux poussaient sur les premiers cristaux.</span></span></div>
<div class="MsoNormal" style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtMcs2XTlt8oUGGydqGDVVR18dVSZ7NtNd1N_NEEVfNYy7gsVqLxvfK9P9FUV8AxxxwwT9PagzLgdSU2sey2YjBxbGM0XTAp20orqOsfe-wq1WWjhqtRhOtrj5kDfFPY4t4-LfflNmgg/s1600/Img_5121.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtMcs2XTlt8oUGGydqGDVVR18dVSZ7NtNd1N_NEEVfNYy7gsVqLxvfK9P9FUV8AxxxwwT9PagzLgdSU2sey2YjBxbGM0XTAp20orqOsfe-wq1WWjhqtRhOtrj5kDfFPY4t4-LfflNmgg/s1600/Img_5121.jpg" /></a></span></div>
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<br /></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Au
bout de plusieurs jours, des cristaux tombaient, peut-être parce qu’ils étaient
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</div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Ça
nous a donné envie de travailler aussi sur la capillarité. La capillarité c’est quand
l’eau monte. On a fait des fleurs en papier, on a plié ou roulé les pétales et
on les a mises dans l’eau. Les pétales s’ouvraient.</span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Nous avons aussi fait des arbres en papier buvard et nous avons fait des points avec des feutres.
Puis nous avons mis le bas du tronc ou des branches dans l’eau.</span></span></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Nous avons constaté que l’eau montait et les couleurs
se dispersaient. Nous avons vu toutes les couleurs qui constituent une couleur. Par
exemple le noir a donné du bleu, du rouge, du jaune…</span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTGQ-PVaFj6-wGm5qgitST4CeKvfV-mcpsV_lUTH_hDglVivziWroxoNbZBcXbHdNQTX0jYQv3ul7S-SpNFifA57pjxlXXvTUqnVN0JZkCzmnjhRvHzteiQp9ySxBX7SwwJdBwzSAFPw/s1600/100_0455.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTGQ-PVaFj6-wGm5qgitST4CeKvfV-mcpsV_lUTH_hDglVivziWroxoNbZBcXbHdNQTX0jYQv3ul7S-SpNFifA57pjxlXXvTUqnVN0JZkCzmnjhRvHzteiQp9ySxBX7SwwJdBwzSAFPw/s1600/100_0455.jpg" height="240" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-w2_Z7OhHCteV_l6OUihTK1a2vVRBXCpmwo5jqDl3vne6nHo5MMdN007Q9946JWrdqylL26rHi3A6pt9iV_h9cLzjxmDREeENz4vT1KUumIEaunoqsMFtAVsDcNzE1ElvXoXpQMn6xQ/s1600/100_0454.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-w2_Z7OhHCteV_l6OUihTK1a2vVRBXCpmwo5jqDl3vne6nHo5MMdN007Q9946JWrdqylL26rHi3A6pt9iV_h9cLzjxmDREeENz4vT1KUumIEaunoqsMFtAVsDcNzE1ElvXoXpQMn6xQ/s1600/100_0454.jpg" height="240" width="320" /></a></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Nous avons maintenant l'intention de mélanger les deux expériences pour essayer de teinter les arbres à cristaux.</span></span></div>
<br />
<div class="MsoNormal" style="text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"></span></span></div>
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
</div>
Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-1494599623034527552014-03-18T08:12:00.000-07:002014-03-18T09:00:55.203-07:00Arbres à cristaux d'Avignonet (suite)<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgeAbnnmbU6ahWV36XPcA8No9n7-e1mO_ylNI8-sy5ZkRAVGvxkUMrmjWS84e7ybrAn29GJ5I69hdWagP_zBfHAN8z_OouRFETTDmmsMUe_WtddPDiicUikXWPj3v9SpezW9DEGNHFcw/s1600/avignonet+005.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgeAbnnmbU6ahWV36XPcA8No9n7-e1mO_ylNI8-sy5ZkRAVGvxkUMrmjWS84e7ybrAn29GJ5I69hdWagP_zBfHAN8z_OouRFETTDmmsMUe_WtddPDiicUikXWPj3v9SpezW9DEGNHFcw/s1600/avignonet+005.jpg" height="214" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;"><i>sapin Isérois</i></span></td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDGl9S3yD8p2s7srXzEISxuPueJZRtcHr2MHO9T4L-yme0fGGwjzKhsQNlMiINWxsK63Zmj-kjwqyk4ov3GY0kfNf7MPoSB42u8JJ1ocdfw858x5yC26DTXLJ5KGB9TgPrgA8W2u1Cjw/s1600/avignonet+007.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDGl9S3yD8p2s7srXzEISxuPueJZRtcHr2MHO9T4L-yme0fGGwjzKhsQNlMiINWxsK63Zmj-kjwqyk4ov3GY0kfNf7MPoSB42u8JJ1ocdfw858x5yC26DTXLJ5KGB9TgPrgA8W2u1Cjw/s1600/avignonet+007.jpg" height="320" width="214" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">On dirait un baobab !</span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMNwsnpB4R4cVobqfn70wIFzKbbsXyDP1u6-dtpL8ClwDdj7GmrT9tFOo5G8Lbkx8raV9tdn85fOITRvUTg9XpwBvmEOtxgfp1nQeWk7VkMClNXmsSkyLHbkT7GK7gM1zkwui_Ex5ZDg/s1600/avignonet+010.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMNwsnpB4R4cVobqfn70wIFzKbbsXyDP1u6-dtpL8ClwDdj7GmrT9tFOo5G8Lbkx8raV9tdn85fOITRvUTg9XpwBvmEOtxgfp1nQeWk7VkMClNXmsSkyLHbkT7GK7gM1zkwui_Ex5ZDg/s1600/avignonet+010.jpg" height="428" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: blue;"><i>avec une encre bleue</i></span><br />
<br />
<div style="text-align: left;">
<span style="font-size: large;"><i>Quelques observations:</i></span></div>
<div style="text-align: left;">
<ul><span style="font-size: large;">
</span>
<li><span style="font-size: large;"><i>Dans l'eau tiède, la poudre à cristalliser se dissout.</i></span></li>
<span style="font-size: large;">
</span>
<li><span style="font-size: large;"><i>Le papier buvard absorbe la solution qui monte aux branches. C'est la capillarité</i></span></li>
<span style="font-size: large;">
</span>
<li><span style="color: blue;"><i><span style="color: black;"><span style="font-size: large;">L'encre à dessiner a permis de colorer les cristaux mais certains colorants ont donné peu de résultats. </span></span> </i></span></li>
</ul>
</div>
</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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<tr><td class="tr-caption" style="text-align: center;"><i>Bonsaï</i></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV6T6rayucRetgXLofO_ZLnyvxrMul8ux923UZ930B34xJYn6TslPJ4iydMfE8823jmJhOxhv147xtJ7j4dRBukWAgtxLQJ53tX8CvRlG2xvvsmg_WUAajO_loVuyj1SjL9HbFNOb4Zg/s1600/avignonet+001.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV6T6rayucRetgXLofO_ZLnyvxrMul8ux923UZ930B34xJYn6TslPJ4iydMfE8823jmJhOxhv147xtJ7j4dRBukWAgtxLQJ53tX8CvRlG2xvvsmg_WUAajO_loVuyj1SjL9HbFNOb4Zg/s1600/avignonet+001.jpg" height="428" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><i><span style="font-size: large;">Nos arbres...</span></i></td></tr>
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<br />Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-86782003412543492942014-03-17T06:41:00.004-07:002014-03-18T08:26:42.483-07:00Les arbres à cristaux des CM2 de l'école du Tartaix de Montbonnot<div style="color: #222222; font-family: Arial, Verdana, sans-serif; font-size: 12px;">
<u>Nous avons réalisé 3 expériences</u><br />
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<u>Expérience 1</u></div>
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1. Nous avons découpé 6 formes identiques d'arbre ( 4 avec des feuilles plastifiées et 2 en papier buvard) et nous les avons assemblées.</div>
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2. Nous avons mélangé 25 ml d'eau tiède avec un sachet de poudre à cristalliser(sel de potassium) et nous avons mis l'arbre dedans.</div>
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3. Nous observons ce qu'il va se passer...<br />
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Le lendemain à 8 h 30:</div>
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-il y a de très nombreux cristaux sur les branches de l ' arbre.</div>
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-il reste de la poudre au fond de la barquette,mais il n' y a plus d ' eau, on voit aussi quelques cristaux.<br />
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<u>Expérience 2</u></div>
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Nous avons essayé de rendre l'arbre plus beau.</div>
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Pour cela, nous avons recommencé l'expérience mais cette fois ci, nous avons ajouté de l'encre dans la solution à cristalliser.</div>
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Le lendemain l'arbre a des cristaux bleus et vert turquoise en bas et blanc en haut</div>
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Il y a des cristaux bleus verts roses blancs dans la soucoupe.</div>
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<u>Expérience 3</u></div>
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<u><br /></u></div>
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<span style="background-color: white;">Cette fois ci, nous avons mis directement de l'encre sur les branches car nous avons vu qu'en mélangeant l'encre à la solution à cristalliser, cela ne colorait pas beaucoup les cristaux et on avait l'impression que la cristallisation s'était moins bien faite.</span></div>
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Nous observons que l'encre sur les branches a donné des couleurs aux cristaux :</div>
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-rose</div>
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-bleu</div>
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-vert</div>
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-jaune</div>
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Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-59537559360328563202014-03-15T15:37:00.003-07:002014-03-18T08:07:59.878-07:00Les arbres à cristaux des CM1 - CM2 de l'école d'AVIGNONET<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfNqZnP8piW1u85dhlxH9yiPudejlZ3Wg4zR4cZ6ZXg9UzQMxcyjxMSypgOKJdqFHIxItokmA8heWjcx1Ud7MsXwgXs4bc7QThVl8P5hRV89vNTzofs-xs12j8mn9TX_9F4z2kuDtcpQ/s1600/vendredi+7+040.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfNqZnP8piW1u85dhlxH9yiPudejlZ3Wg4zR4cZ6ZXg9UzQMxcyjxMSypgOKJdqFHIxItokmA8heWjcx1Ud7MsXwgXs4bc7QThVl8P5hRV89vNTzofs-xs12j8mn9TX_9F4z2kuDtcpQ/s1600/vendredi+7+040.jpg" height="214" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;"><i>11 heures: début de l'expérience. La croissance est très rapide...Au bout d'une demi heure, les cristaux se forment.</i></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimny34QaE1ivuHBrLw5YNvQ2YVJ5JFdeNxaku75yKTUa6R7k_nIGO641nJqG_kYZ-T7OcEfve4fp8CM_Lcxkx_KLIl1-yH-l72XXUbAYZ77GSBQGaeA5MyOyxXShXFtYJNsrb8vZdg0w/s1600/vendredi+7+047.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimny34QaE1ivuHBrLw5YNvQ2YVJ5JFdeNxaku75yKTUa6R7k_nIGO641nJqG_kYZ-T7OcEfve4fp8CM_Lcxkx_KLIl1-yH-l72XXUbAYZ77GSBQGaeA5MyOyxXShXFtYJNsrb8vZdg0w/s1600/vendredi+7+047.jpg" height="320" width="214" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-large;"><i><span style="font-size: large;">Les cristaux apparaissent sur les bords des troncs et "sortent " par les trous des agrafes !</span></i></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisS-Hpj1KkwV-a9LXgsSSUwY70VykFep-PTlMaOA3mbyb-Zb93oXLSuNyks7Lx-mKx7wxLjSuRfdEIt1IaM8fMkkXyprQBPgGGrySbqu0D06kTNfh9In689s8HuGUNfMNUcRJ2h6Rw_A/s1600/vendredi+7+057.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisS-Hpj1KkwV-a9LXgsSSUwY70VykFep-PTlMaOA3mbyb-Zb93oXLSuNyks7Lx-mKx7wxLjSuRfdEIt1IaM8fMkkXyprQBPgGGrySbqu0D06kTNfh9In689s8HuGUNfMNUcRJ2h6Rw_A/s1600/vendredi+7+057.jpg" height="214" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;"><i>On prend le temps d'observer les cristaux du kit fourni.</i></span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHwYPPMrQrBMq9CkK0WEvFCKCL2UJX-AMmZ2xtmAc2lAbswuFh45RwYYW8EpF_MMJA99dnvuQI9P2JyR-Oi9aa1nAyB_ch0y2TBGZpmSCdBj4_LuLuvMO9q1fbVvuB-5vmpGaQ7KO1-A/s1600/vendredi+7+072.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHwYPPMrQrBMq9CkK0WEvFCKCL2UJX-AMmZ2xtmAc2lAbswuFh45RwYYW8EpF_MMJA99dnvuQI9P2JyR-Oi9aa1nAyB_ch0y2TBGZpmSCdBj4_LuLuvMO9q1fbVvuB-5vmpGaQ7KO1-A/s1600/vendredi+7+072.jpg" height="214" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">Quelques heures plus tard, tous les arbres ont des cristaux !</span></td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyDVkxaOSpvXINxbvuuM0QgUAxt7hdBi_flo4JwICIAgKSkZrmeVLM55gtG7NFLCPwYKL4pncyJojBusZKYu1jW7hH5jdYlirS8fb-9B3m0z-kFNiuU0zh_tYfHSijP_ICLy0MLIY0Pg/s1600/vendredi+7+074.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyDVkxaOSpvXINxbvuuM0QgUAxt7hdBi_flo4JwICIAgKSkZrmeVLM55gtG7NFLCPwYKL4pncyJojBusZKYu1jW7hH5jdYlirS8fb-9B3m0z-kFNiuU0zh_tYfHSijP_ICLy0MLIY0Pg/s1600/vendredi+7+074.jpg" height="427" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><i>photo macro des cristaux</i></span><br />
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<div style="text-align: left;">
<span style="font-size: x-large;"><i>Quelques observations:</i></span></div>
<div style="text-align: left;">
<ul>
<li><span style="font-size: x-large;"><i>Ils ont une forme en aiguille.</i></span></li>
<li><span style="font-size: x-large;"><i>Ils sont doux.</i></span></li>
<li><span style="font-size: x-large;"><i>Ils sont très fragiles.</i></span></li>
<li><i><span style="font-size: x-large;">Il est possible de les teinter. </span></i></li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmp4LPHpthOdbbCR8f76_QHqQKeyN0lIpfxtP5YWCAGZoXfcXMslLCD2fvA4hEEiE3WxRw1kYqvezbiiNslfdshGuAfcqtCwGP6Qv5f_tPc-mYzPXW7Iq5GnW50Gar_yzztFk9ySpKBg/s1600/vendredi+7+053.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmp4LPHpthOdbbCR8f76_QHqQKeyN0lIpfxtP5YWCAGZoXfcXMslLCD2fvA4hEEiE3WxRw1kYqvezbiiNslfdshGuAfcqtCwGP6Qv5f_tPc-mYzPXW7Iq5GnW50Gar_yzztFk9ySpKBg/s1600/vendredi+7+053.jpg" height="214" width="320" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-5651532371880956692014-03-15T10:39:00.003-07:002014-03-17T00:54:50.577-07:00Les arbres à cristaux dans la classe 5 des CM1/CM2 de l'école des Fauvettes à L'Isle d'Abeau<br />
<div style="border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-element: para-border-div; padding: 1pt 4pt;">
<div align="center" class="MsoNormal" style="border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 18pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Les arbres à cristaux dans la classe 5 de CM1/CM2 <o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="border: currentColor; margin: 0cm 0cm 10pt; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm; text-align: center;">
<span style="font-family: "Arial","sans-serif"; font-size: 18pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">de l’école des Fauvettes à L’Isle d’Abeau.<o:p></o:p></span></div>
</div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Nous avons d’abord fait la
liste du matériel nécessaire pour réaliser le support de cristallisation :<o:p></o:p></span></div>
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">4 pochettes
plastifiées<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">2 feuilles de papier
buvard<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Papier pour le modèle<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Agrafeuse et agrafes<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Règle, crayon,
ciseaux<o:p></o:p></span><br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Puis pour préparer la
solution de croissance :<o:p></o:p></span></div>
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Saladier, cuillère<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">25 ml (25g) d’eau
chaude<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Poudre à cristalliser<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Barquette en
plastique<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Verre mesureur ou
balance<o:p></o:p></span><br />
<span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Thermomètre<o:p></o:p></span><br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Nous avons préparé les
supports de cristallisation. Comme il manquait des feuilles de buvard et des
feuilles plastifiées, le maître nous a donné des feuilles plastiques jaunes et
du papier.<o:p></o:p></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Nous avons découpé et
assemblé les arbres, par groupes.<o:p></o:p></span><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWHrVSPRoXmGo0Uz5Sy1C9774vfR1W8Jb-UF1Y8TZdXaF1Zy26nxR3dcKrAZMwe8FQyAtFbG1WYNDB7IOHsx3uaoX2hZrOzKQpW-86mDBkjPkYHb3FmKoXXDNsOLrUW1U6PBa0tthApQ/s1600/IMG_1530.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWHrVSPRoXmGo0Uz5Sy1C9774vfR1W8Jb-UF1Y8TZdXaF1Zy26nxR3dcKrAZMwe8FQyAtFbG1WYNDB7IOHsx3uaoX2hZrOzKQpW-86mDBkjPkYHb3FmKoXXDNsOLrUW1U6PBa0tthApQ/s1600/IMG_1530.JPG" height="240" width="320" /></a></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">La
préparation de la solution s’est faite à 8h30 le 18 février :<o:p></o:p></span></div>
<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-fareast-language: FR; mso-no-proof: yes;"><v:shape alt="IMG_1546.JPG" id="Image_x0020_4" o:spid="_x0000_i1043" style="height: 198.75pt; mso-wrap-style: square; visibility: visible; width: 148.5pt;" type="#_x0000_t75">
<v:imagedata o:title="IMG_1546" src="file:///C:\Users\UTILIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image003.jpg">
</v:imagedata></v:shape></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="mso-tab-count: 2;"> </span></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt; mso-fareast-language: FR; mso-no-proof: yes;"><v:shape alt="IMG_1554.JPG" id="Image_x0020_6" o:spid="_x0000_i1042" style="height: 198.75pt; mso-wrap-style: square; visibility: visible; width: 148.5pt;" type="#_x0000_t75">
<v:imagedata o:title="IMG_1554" src="file:///C:\Users\UTILIS~1\AppData\Local\Temp\msohtmlclip1\01\clip_image004.jpg">
</v:imagedata></v:shape></span><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Pendant la matinée, nous
avons fait des observations régulières :<o:p></o:p></span><br />
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<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Nous avons, enfin, tiré des
conclusions de l’expérience :<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">La mise en place de la
solution s’est faite le mardi 18 février à 9h00. 52 heures plus tard, on
observe :<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0pt 36pt; mso-list: l1 level1 lfo3; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Sur les bords des
silhouettes des arbres gris, des cristaux ont poussé. Ils sont blancs, en forme
de fines aiguilles. On dirait des flocons de neige. Ils ont recouvert
pratiquement toutes les branches.<o:p></o:p></span></div>
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<br />
<div class="MsoListParagraphCxSpMiddle" style="margin: 0cm 0cm 0pt 36pt; mso-list: l1 level1 lfo3; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Sur les arbres
jaunes, il y a peu de cristaux, ils sont en bas des troncs. <o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 10pt 36pt; mso-list: l1 level1 lfo3; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Il reste de la solution
dans les coupelles des arbres jaunes, pas dans celles des arbres gris.<o:p></o:p></span></div>
<br />
<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Conclusion de l’expérience :<o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpFirst" style="margin: 0cm 0cm 0pt 36pt; mso-list: l2 level1 lfo4; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">La différence de
cristallisation ne vient pas de la solution, c’est la même pour tous les
arbres. <!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">La solution utilisée ici est une dissolution de dihydrogénophosphate de potassium et alun.<o:p></o:p></span><o:p></o:p></span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="margin: 0cm 0cm 10pt 36pt; mso-list: l2 level1 lfo4; text-indent: -18pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12pt; line-height: 115%; mso-bidi-font-family: Symbol; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";">
</span></span></span><!--[endif]--><span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Ce qui change entre
les arbres gris et les arbres jaunes est la qualité du papier : le papier
buvard facilite la cristallisation, pas le papier ordinaire utilisé parce qu’il
n’y avait pas assez de papier buvard.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Pour la classe 5 de CM1/CM2, le maître.</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p> </o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><o:p> </o:p></span></div>
<br />
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<![endif]--><span style="font-size: small;"><b><b>LA CHRONIQUE N<sup>o</sup>4 de
GB </b></b></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;"><b><b> </b>La cristallographie, l'art
et la science</b></span></div>
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<span style="font-size: small;"></span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;">La cristallographie est à la fois art et science</span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;">Quand l'art et la sciences se rencontrent</span></div>
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<span style="font-size: small;">Ils parlent à l'émotion et à la raison des êtres</span></div>
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<span style="font-size: small;">ils révèlent la vérité et la beauté des oeuvres</span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;">ils nous fournissent de merveilleuses images</span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;">ils engendrent
l'émerveillement des enfants</span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;">ils portent des mystères à élucider</span></div>
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: small;">ils mettent en résonance l'imaginaire et le réel</span></div>
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<span style="font-size: small;"></span></div>
<div class="MsoNormal" style="text-align: center;">
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<div class="MsoNormal">
<span style="font-size: small;">Pour illustrer ces quelques
phrases voici des images d'arbres à cristaux très récents:</span></div>
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<br /></div>
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<tbody>
<tr>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxyu1nLXEfsRwl1phnhRILnHw3ntbnvzTORl9NOVcCEnOzdsu30TQnG4OlBQkNQulEr9C0ceuk0bN3rgRNibNB1dtfeIAxXgNCW0OtJMV-folCz1o1HmzFgFQF76_VWCLiw3M7SpXYbGZy/s1600/photo+Gilles+10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxyu1nLXEfsRwl1phnhRILnHw3ntbnvzTORl9NOVcCEnOzdsu30TQnG4OlBQkNQulEr9C0ceuk0bN3rgRNibNB1dtfeIAxXgNCW0OtJMV-folCz1o1HmzFgFQF76_VWCLiw3M7SpXYbGZy/s1600/photo+Gilles+10.jpg" height="240" width="320" /></a></div>
<div class="Contenudetableau">
<span style="font-size: 14.0pt;"></span></div>
<div class="Contenudetableau">
<span style="font-size: small;">Qu'ils sont beaux
c'est cristaux bleus...!!!</span></div>
<div class="Contenudetableau">
<br /></div>
<div class="Contenudetableau">
<br /></div>
</td>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .25pt; padding: 2.75pt 2.75pt 2.75pt 2.75pt; width: 240.95pt;" valign="top" width="321"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWwn2bq1RwW8v-qmy869GFSvQfeL0EeZfZmtemWjbv5R_bAuqnjRVn7B4cVj6fAUk4qbb8Uga-7smO-nQ_izSAWPBE8BflUURQNGjhNCcu83oo5PcI6JuZ8XmhN1J_Kms2aBWAOQlRdXmr/s1600/photo+Gilles+11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWwn2bq1RwW8v-qmy869GFSvQfeL0EeZfZmtemWjbv5R_bAuqnjRVn7B4cVj6fAUk4qbb8Uga-7smO-nQ_izSAWPBE8BflUURQNGjhNCcu83oo5PcI6JuZ8XmhN1J_Kms2aBWAOQlRdXmr/s1600/photo+Gilles+11.jpg" height="240" width="320" /></a></div>
<div class="Contenudetableau">
<span style="font-size: 14.0pt;"></span></div>
<div class="Contenudetableau">
<span style="font-size: small;">A travers un
microscope... ils ressemblent</span></div>
<div class="Contenudetableau">
<span style="font-size: small;">aux fleurs des
bleuets</span></div>
<div class="Contenudetableau">
<br /></div>
</td>
</tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4KiWJAq8p9hIMu1ThxFRcUa5_Uck3lof2EyE_J95hP0HF2VqVrvWbkIp0Me6LIT2rutrPe0C1cYzc1ZRWloaWAFeCyu98erBco6dMb4gSjcexCXYhLH6yje2aGiVc6yLnbNf92-01SDxv/s1600/photo+Gilles+12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4KiWJAq8p9hIMu1ThxFRcUa5_Uck3lof2EyE_J95hP0HF2VqVrvWbkIp0Me6LIT2rutrPe0C1cYzc1ZRWloaWAFeCyu98erBco6dMb4gSjcexCXYhLH6yje2aGiVc6yLnbNf92-01SDxv/s1600/photo+Gilles+12.jpg" height="240" width="320" /></a></div>
<div class="Contenudetableau">
<span style="font-size: small;">Un autre type d'arbre en fin d'expérience</span></div>
<div class="Contenudetableau">
<span style="font-size: small;">….. les cristaux
« chutent »!!!</span></div>
</td>
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<div class="Contenudetableau">
<span style="font-size: small;">De près.... une vraie balayette????</span></div>
</td>
</tr>
</tbody></table>
<div style="text-align: right;">
<span style="font-size: small;">Gilles Baudrant</span></div>
<span style="font-size: 14.0pt;"></span><br />
<div class="MsoNormal" style="text-align: center;">
<span style="font-size: 14.0pt;">
</span></div>
Anonymoushttp://www.blogger.com/profile/12936873217764656398noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-68580455079844094312014-03-06T05:44:00.000-08:002014-03-10T02:23:49.728-07:00<b>Les arbres à cristaux des CE2 de l'école Marcel Pagnol de Charvieu Chavagneux</b><br />
<br />
Juste avant de partir en vacances, nous nous sommes nous aussi lancés dans l'aventure des cristaux et les résultats ont été bien différents d'un groupe à l'autre...<br />
<br />
Cinq modèles identiques (ou presque!) ont été réalisés par l'ensemble des élèves de la classe. Nous avons ensuite constitués cinq groupes qui ont choisi de réaliser leur mélange en faisant varier les proportions d'eau.<br />
<br />
Ensuite, il nous a fallu attendre...et attendre encore!<br />
Après deux heures, les premiers cristaux sont apparus sur un seul des arbres, celui du groupe 5.<br />
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Pour les autres groupes, c'était la déception...<br />
<br />
Heureusement, tout vient à point à qui sait attendre car dès le lendemain, le chauffage de la classe avait fait sa part du travail : tout le mélange liquide avait disparu et à sa place, de jolis cristaux étaient apparus:<br />
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Le groupe 5 reste celui qui a réussi à faire pousser le maximum de
cristaux, il a donc été félicité par l'ensemble des autres groupes!<br />
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<br />
Toute la classe a apprécié ces moments de questionnement et de manipulation propres aux expérimentations scientifiques, et les autres élèves de l'école ont été assez surpris de découvrir le travail réalisé par les CE2.<br />
<br />
Nous découvrirons après les vacances ce que sont devenus nos arbres à cristaux!<br />
<br />
Pour la classe de CE2, le maître Guillaume Berard.<br />
<br />Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-50128965945644662212014-02-19T05:45:00.003-08:002014-02-24T23:13:39.357-08:00Choisir !!
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<!--StartFragment-->
<br />
<div class="MsoNormal">
<span lang="FR">Nous avons décidé de faire un premier test
avec 3 formes.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR"><br /></span></div>
<div class="MsoNormal">
<span lang="FR">Nous avons choisi notre forme en faisant un
vote. Il y avait beaucoup de formes. Au départ il y avait comme forme : l’arbre
à piquant, arbre à boule et l’arbre étoile. Ensuite on a changé pour les formes
arbre à piquant, cactus et arbre étoile.<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR">Ce sont les 3 formes que nous allons mettre en
solution jeudi prochain. On espère de jolis cristaux !<o:p></o:p></span></div>
<div class="MsoNormal">
<span lang="FR"><br /></span></div>
<div class="MsoNormal">
<span lang="FR"><i>Marion et Enzo, pour les CE2/CM1 de l'école Libération de Villard-Bonnot.</i></span></div>
<div class="MsoNormal">
<span lang="FR"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVrhyICQfouzdqnbYgd8nY3tA03cAZ2x4-CjiVbWfZKCgmLmI21xIb8liaXjNgv7DhG_34je48-9XopN6-stpJwH-qzlycQzp4MefOuGP29NEjJwlAjwDjewo7mkSfMaLjZ0l4sq22wg/s1600/DSC_3185.jpeg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVrhyICQfouzdqnbYgd8nY3tA03cAZ2x4-CjiVbWfZKCgmLmI21xIb8liaXjNgv7DhG_34je48-9XopN6-stpJwH-qzlycQzp4MefOuGP29NEjJwlAjwDjewo7mkSfMaLjZ0l4sq22wg/s1600/DSC_3185.jpeg" height="212" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Prêts pour les tests<span class="Apple-style-span" style="font-size: small;"> </span></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQzEs6AoNMBmg3ueYaM3mquFo29vEIJMituVp1v81LkNiITa1TNI49k89Nt_fl2Kj-kO99wHr2kQTPh8emoByN7WBAk9jSwNz3NQ3X4V27moQmDMZttaK4LHqI0Z8ap-NF9kR0GFGq0w/s1600/DSC_3184.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQzEs6AoNMBmg3ueYaM3mquFo29vEIJMituVp1v81LkNiITa1TNI49k89Nt_fl2Kj-kO99wHr2kQTPh8emoByN7WBAk9jSwNz3NQ3X4V27moQmDMZttaK4LHqI0Z8ap-NF9kR0GFGq0w/s1600/DSC_3184.jpeg" height="212" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Beaucoup d'idées proposées, il faut choisir</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA7x1-cVJJQis9vfz2hdaIHttV5g5uLG9BZDR-7yciwVqHnQhxF90sCNn4si4PwAhDMKLnV4dJvImoO76Wwszz8yTwq7PrMc7snck6UpW81B2bNbbVFYhyphenhyphenDZwolfcMsmgLTj1J83RGFg/s1600/DSC_3179.jpeg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA7x1-cVJJQis9vfz2hdaIHttV5g5uLG9BZDR-7yciwVqHnQhxF90sCNn4si4PwAhDMKLnV4dJvImoO76Wwszz8yTwq7PrMc7snck6UpW81B2bNbbVFYhyphenhyphenDZwolfcMsmgLTj1J83RGFg/s1600/DSC_3179.jpeg" height="282" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On vote..<br /><br /><br /><div style="text-align: left;">
<br /></div>
</td></tr>
</tbody></table>
<br />
<div>
<br /></div>
<br />
<!--EndFragment-->Anonymoushttp://www.blogger.com/profile/09476263684182209542noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-29247117326940579212014-02-14T00:37:00.002-08:002014-02-14T02:19:20.820-08:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCJR_rjsV6P9mRPwJ7vrXgqdif_q-HdhQriBNJLT1FM-qph3dpng5T9MHwLmTpmKclrVWGd04TyfVV5BgEM80AwOnWG0K0zEykPtDaWnL5NzKrprGZBn56LX13Asv2eg6j-AYoiRZZQA/s1600/pompon.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div style="background-color: white; color: magenta; text-align: center;">
<span style="font-size: large;">Lycée Louise Michel</span></div>
<div style="text-align: center;">
<span style="background-color: white; color: magenta; font-size: large;">Chloé et Fanny (1ère STLB): nous avons imaginé une expérience, c'est de faire croitre le cristal à partir d'un pompon. On s'est bien amusé.Bon voilà le résultat! </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsccxaqVpdeWltm3a47DDrs7kFuKoze3nwPuODz0EVHZwKtdo06weQdxk2RUuUso7wMY7x-B_oFYgnMcVGVMqBAj4lP8QG3Rzsl2Kp7Xd9CParGx2U0u9YlEWJTAcqWRnmjbVgn6xYpQ/s1600/pompon.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsccxaqVpdeWltm3a47DDrs7kFuKoze3nwPuODz0EVHZwKtdo06weQdxk2RUuUso7wMY7x-B_oFYgnMcVGVMqBAj4lP8QG3Rzsl2Kp7Xd9CParGx2U0u9YlEWJTAcqWRnmjbVgn6xYpQ/s1600/pompon.PNG" /></a></div>
<div style="text-align: center;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/01612227021490926651noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-52511477162140369672014-02-13T11:43:00.001-08:002014-02-14T02:19:28.156-08:00Le concours du plus beau cristal pour quelques élèves de seconde du lycée Emile Loubet de VALENCE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWADyM73L75suvmSp2K0-xLuVLOpSuE2itQwqx6o3dJB4iwELrJA7yke5SrC-p69dNH6AN3Zgb9_jwNYUd2YF54ioXtM8KoPw13erXBGZpXPdyK6PoAou1AfjnY6L727VCp6YzO2JVyA/s1600/20140123_134501.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWADyM73L75suvmSp2K0-xLuVLOpSuE2itQwqx6o3dJB4iwELrJA7yke5SrC-p69dNH6AN3Zgb9_jwNYUd2YF54ioXtM8KoPw13erXBGZpXPdyK6PoAou1AfjnY6L727VCp6YzO2JVyA/s1600/20140123_134501.jpg" height="320" width="240" /></a></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3sxuBoPQW57MSEyxv6ma10QSgqsQO_3SCVfclRXqh1fAaYfk8R4ZQBPeElVZ4xU7B7jS-XIQnZIQOGlyfxy2c4Qzc4TbiClp_0W4IJGbeqntJVBsZa57rRCA4OVbyOlcu1tEoRj_TOg/s1600/20140123_130316.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3sxuBoPQW57MSEyxv6ma10QSgqsQO_3SCVfclRXqh1fAaYfk8R4ZQBPeElVZ4xU7B7jS-XIQnZIQOGlyfxy2c4Qzc4TbiClp_0W4IJGbeqntJVBsZa57rRCA4OVbyOlcu1tEoRj_TOg/s1600/20140123_130316.jpg" height="320" width="240" /></a></div>
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" 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<span style="color: #ff6600; font-size: 20.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> La biographie de Mister Gilou</span>
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<span style="color: blue;"><span style="font-size: 14pt; line-height: 115%;">Au commencement, il n’était que poudre
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<span style="color: blue;"><span style="font-size: 14pt; line-height: 115%;">Sa puissance grandit grâce à ses rivaux
meurtris.</span></span></div>
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<span style="color: blue;"><span style="font-size: 14pt; line-height: 115%;">Mais le roi Gilou Ier, sage de ses deux
semaines finies,</span></span></div>
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<span style="color: blue;"><span style="font-size: 14pt; line-height: 115%;">Laissa son trône au futur cristal
choisi.</span></span></div>
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Anonymoushttp://www.blogger.com/profile/01612227021490926651noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-11487257856895561532014-02-12T08:37:00.000-08:002014-02-16T00:19:10.692-08:00Première participation Bonjour ici le collège de Bons en Chablais.<br />
C'est la première année que nous participons à ce concours .<br />
Nous souhaitons bonne chance à tous nos collègues et élèves de tous les établissements.<br />
Que la pousse du cristal soit avec nous!!!!<br />
Un groupe de 5 élèves de cinquième a bien voulu participer à ce merveilleux concours.<br />
Voici leurs têtes masquées devant le matériel avant le début la première expérience.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjShwWYmc6rmDPOrsvTo0LEXvJctJqxtvyq3HXxXNkrPDlmRZ6ulEMtEUzCJi4zK91CFrwXhTvNkH6ptUodDJ4OOSc1JmLoqPjMtP8SPxh0m5oR3FDBaPaxcTUp-m4sTRWuARPrY4xcjpA/s1600/equipe+de+choc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjShwWYmc6rmDPOrsvTo0LEXvJctJqxtvyq3HXxXNkrPDlmRZ6ulEMtEUzCJi4zK91CFrwXhTvNkH6ptUodDJ4OOSc1JmLoqPjMtP8SPxh0m5oR3FDBaPaxcTUp-m4sTRWuARPrY4xcjpA/s1600/equipe+de+choc.jpg" height="240" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
L'équipe de choc</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: justify;">
Bien évidemment blouse paire lunettes et gants de rigueur après la photo .</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
Anonymoushttp://www.blogger.com/profile/11550733075696009995noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-12949019289940884682014-02-11T05:32:00.001-08:002014-02-11T05:35:36.148-08:00Les cristaux poussent partout ...<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 16.0pt;"><span style="mso-spacerun: yes;"></span>LA CHRONIQUE N<sup>o</sup>3 de
GB </span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="font-size: 16.0pt;"><span style="mso-spacerun: yes;"> </span></span></b>Voici des essais de croissance cristalline sur différents
supports, avec différents modes opératoires</div>
<div class="MsoNormal">
et des résultats plus ou moins probants....... Bien entendu
je ne donne pas d'indications concernant<span style="mso-spacerun: yes;">
</span>la nature des supports et<span style="mso-spacerun: yes;"> </span>la
fabrication de l'arbre...... C'est un concours convivial !!!!</div>
<div class="MsoNormal">
Vous trouverez ci-dessous quelques photos des cristaux sur
les arbres ou d'autres supports....</div>
<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: 2.75pt; mso-padding-alt: 2.75pt 2.75pt 2.75pt 2.75pt; mso-table-layout-alt: fixed;">
<tbody>
<tr>
<td style="border-right: none; border: solid black 1.0pt; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; mso-border-top-alt: solid black .25pt; padding: 2.75pt 2.75pt 2.75pt 2.75pt; width: 240.9pt;" valign="top" width="321"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2uZmMLythleahfSsHPtcJX75zOXVrY5p2sHIuWUPcSDy4llxjis64vlV67h3tl11UCJbPMJe-UB0PsZ3M7tBlTDm91r5D0DJqhppQzywvW0DS1pcTv2I4nr2wI98rAvjDkvpApj8byErJ/s1600/photo+Gilles+6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2uZmMLythleahfSsHPtcJX75zOXVrY5p2sHIuWUPcSDy4llxjis64vlV67h3tl11UCJbPMJe-UB0PsZ3M7tBlTDm91r5D0DJqhppQzywvW0DS1pcTv2I4nr2wI98rAvjDkvpApj8byErJ/s1600/photo+Gilles+6.jpg" height="240" width="320" /></a></div>
<div class="Contenudetableau">
</div>
<div class="Contenudetableau">
Un support comportant plusieurs matériaux</div>
<div class="Contenudetableau">
<br /></div>
</td>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .25pt; padding: 2.75pt 2.75pt 2.75pt 2.75pt; width: 240.95pt;" valign="top" width="321"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxj5PqfEsgrmK7IWgizguUExJMImsxWx24zzZ4D0wUzbw2GpyDUk6Cq8Tn9vE5k_bVf-xn2NuFujeoOh7XPoOmBHuclutkjhkZ5fuP03gj4uLwa6p2qxfv9jHa1wlpaaAgMfM5VItbEwX3/s1600/photo+Gilles+7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxj5PqfEsgrmK7IWgizguUExJMImsxWx24zzZ4D0wUzbw2GpyDUk6Cq8Tn9vE5k_bVf-xn2NuFujeoOh7XPoOmBHuclutkjhkZ5fuP03gj4uLwa6p2qxfv9jHa1wlpaaAgMfM5VItbEwX3/s1600/photo+Gilles+7.jpg" height="240" width="320" /></a></div>
</td>
</tr>
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<td style="border-bottom: solid black 1.0pt; border-left: solid black 1.0pt; border-right: none; border-top: none; mso-border-bottom-alt: solid black .25pt; mso-border-left-alt: solid black .25pt; padding: 2.75pt 2.75pt 2.75pt 2.75pt; width: 240.9pt;" valign="top" width="321"><div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmZah_y2UqbcwU7DCTxIHULtCNU5rAmw7OqCtY5rRQ1wQONtDBt7PXdvCpjEVZcT3oYwTzQUJ6HpOfG7imDjzA_fgcgreGrGlSxNBjrRJbyhvO1lyS2opNZtgimKU5-W3t3em8m-D1mHW1/s1600/photo+Gilles+8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmZah_y2UqbcwU7DCTxIHULtCNU5rAmw7OqCtY5rRQ1wQONtDBt7PXdvCpjEVZcT3oYwTzQUJ6HpOfG7imDjzA_fgcgreGrGlSxNBjrRJbyhvO1lyS2opNZtgimKU5-W3t3em8m-D1mHW1/s1600/photo+Gilles+8.jpg" height="240" width="320" /></a></div>
<div class="Contenudetableau">
</div>
<div class="Contenudetableau">
Quelle belle photo.... en toute modestie</div>
<div class="Contenudetableau">
Les cristaux poussent vraiment partout sur </div>
<div class="Contenudetableau">
tous les supports,,,,!!!</div>
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La même manipulation...... sous un autre angle et
avec une plus grande proximité</div>
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Bon courage à tous........
nous attendons avec impatience vos belles productions....</div>
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et vos magnifiques
photos. </div>
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Gilles Baudrant</div>
Anonymoushttp://www.blogger.com/profile/12936873217764656398noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-56776761525167698092014-02-10T02:06:00.000-08:002014-02-10T02:07:32.461-08:00Concours des cristaux, collège de Boëge.<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;">Aujourd'hui, dernière étape pour les cristaux. La plupart sont jolis et assez gros, mis à part quelques uns dont l'expérience a échoué. Parmi tous ces cristaux, il y en a un en particulier qui s'est bien démarqué des autres. Je parle de celui de <b>Manon</b>, <b>Gaëlle</b>, <b>Elia </b>et <b>Damien</b>. Comme vous pouvez le constater sur les photos qui suivent, il est vraiment grand et très joli. Le voici donc:</span></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZqWekKW_ECN3bzga0iP8tuejLMmTma8YWll_67bzbefAIsEKogn1fCSysjQAiS4M5vD-QjH3SaxOTc3EgqC7l8ZS1PQqnXPJ6zbQ6OIKs7QsYjnEl28kkKP4a1VGx6Q8mkKl3BFGMdY/s1600/P1010217.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTZqWekKW_ECN3bzga0iP8tuejLMmTma8YWll_67bzbefAIsEKogn1fCSysjQAiS4M5vD-QjH3SaxOTc3EgqC7l8ZS1PQqnXPJ6zbQ6OIKs7QsYjnEl28kkKP4a1VGx6Q8mkKl3BFGMdY/s1600/P1010217.JPG" height="150" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTj6MtmNTJ2RlF949l-8OPVyxX234KAuQd1q2SDM0zMINokbd_a6qITBURpT_Hv2y5kiDlYUw-XtqLiFctB3Dfem42WeGrXZddruqjo-Ek7xcAZOWGfw8741dHYWZTCzG7ZFcqI8L81A0/s1600/P1010215.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTj6MtmNTJ2RlF949l-8OPVyxX234KAuQd1q2SDM0zMINokbd_a6qITBURpT_Hv2y5kiDlYUw-XtqLiFctB3Dfem42WeGrXZddruqjo-Ek7xcAZOWGfw8741dHYWZTCzG7ZFcqI8L81A0/s1600/P1010215.JPG" height="150" width="200" /></a> <br />
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<span style="color: #444444;"><u><span style="font-size: xx-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Article écrit par Olivia et Morgane, photos prises par Evodie et Morgane.</span></span></u></span><br />
<br />Anonymoushttp://www.blogger.com/profile/11550733075696009995noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-76761401399136339842014-02-10T00:43:00.000-08:002014-02-10T00:43:53.896-08:00Diamants Bleus au Collège Marlioz d'Aix les Bains...<span style="font-size: 12pt; line-height: 18.399999618530273px; text-align: justify;">Nous avons reçu des sachets contenant du </span><i style="font-size: 12pt; line-height: 18.399999618530273px; text-align: justify;"><span style="font-family: Calibri, sans-serif;">sulfate de cuivre</span></i><span style="font-size: 12pt; line-height: 18.399999618530273px; text-align: justify;"> que nous avons mélangé avec de l'eau distillée, et nous avons chauffé la solution sur une plaque chauffante.</span><br />
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<span style="font-size: 12pt; line-height: 18.399999618530273px;">(N<i>DLR:</i> Il a fallu utiliser une balance pour mesurer la masse de soluté bleu à dissoudre et calculer le volume d’eau (solvant) en utilisant le produit en croix. Nous avons aussi calculé une moyenne des températures mesurées par tous les groupes de la classe.)</span></div>
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<span style="font-size: 12pt; line-height: 18.399999618530273px;">Une personne tournait le liquide chimique jusqu'à ce qu'on obtienne une solution homogène.</span></div>
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<span style="font-size: 12pt; line-height: 18.399999618530273px;"><span style="font-size: 12pt;">Ensuite, par groupes de deux, nous avons versé un fond de la solution dans un petit récipient en verre (pas très haut) que nous avons emprunté au cours de </span><i style="font-size: 12pt;"><span style="font-family: Calibri, sans-serif;">sciences de la vie et de la terre(= des boites de Pétri,NDLR). </span></i></span></div>
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<span style="font-size: 12pt; line-height: 18.399999618530273px;"><span style="font-size: 12pt;">Une semaine plus tard, des cristaux de tailles différentes s'étaient formés. Nous en avons choisi un par groupe et l'avons attaché à un fil de pèche lui même tenu à un tuyau en plastique posé sur les rebords d'un bécher. Le cristal se trouvait à la limite de la solution complètement dissoute.</span></span></div>
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<span style="font-size: 12pt; line-height: 18.399999618530273px;"><span style="font-size: 12pt;">Une semaine plus tard, les cristaux de départ avaient grossi. Et d'autres cristaux recouvraient les bords du bécher. Nous les avons sortis et enlevé le fil de pêche. Nous avons enfin choisi le plus beau, le plus pur et le plus gros des 9 cristaux. Nous étions tous d'accord.</span></span></div>
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<span style="font-size: 12pt; line-height: 18.399999618530273px;"><span style="font-size: 12pt;"> Voila </span></span></div>
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<span style="font-size: 12pt;"> </span><span style="font-size: 12pt;"> de Juliette F, 5°C, collège Marlioz</span></div>
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</span>Anonymoushttp://www.blogger.com/profile/11550733075696009995noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-71429496876428309102014-02-08T07:40:00.001-08:002014-02-15T23:41:45.055-08:00Les aventures de 4 lycéens du lycée Champollion -suite-<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVizEPZvLqX0fH9NV6wSEuQmx5hid9k1a0CRqFcUSnWX13FYL-yEZikpzicIvx4KHMpRNQOUGFHyMiUTmiMe5YBxRTnhGV4rvQiqvdavR1d348aljsozMw5gPy4O5NwsL9If1YZ91D7g/s1600/1781654_10201701163386000_771794_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVizEPZvLqX0fH9NV6wSEuQmx5hid9k1a0CRqFcUSnWX13FYL-yEZikpzicIvx4KHMpRNQOUGFHyMiUTmiMe5YBxRTnhGV4rvQiqvdavR1d348aljsozMw5gPy4O5NwsL9If1YZ91D7g/s1600/1781654_10201701163386000_771794_n.jpg" height="240" width="320" /></a>Émile gratte les excroissances. Nous décidons de mener deux expériences en parallèle: Une amorce sera mis dans une solution sursaturée, pendant qu'une autre amorce restera dans le pot de confiture saturé et grandira naturellement.</div>
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Malheureusement, les deux amorces ont <span style="font-size: large;">disparues le lendemain</span>. Pour la solution sursaturée, eh ben.... elle ne devait pas l'être; pour la deuxième, le fait que nous ayons retiré le gros morceaux a dû <span style="font-size: large;">rompre l'équilibre</span> de la solution.</div>
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Jeudi 30 janvier, nous décidons de purifier notre solution pour éviter la cristallisation en dehors de l'amorce. Au programme, <span style="font-size: large;">nettoyage du pot de confiture</span> à l'eau distillée et <span style="font-size: large;">filtration à chaud</span>. La filtration n'allant pas assez vite, nous décidons d'utiliser un <span style="font-size: large;">filtre Büchner monté sur fiole à vide</span> qui trempe dans un bain-marie légèrement moins chauffé pour s'assurer de ne pas désaturer la solution. Nous versons la solution finale dans le pot de confiture préalablement chauffé, et une fois l'amorce déposée <span style="font-size: x-small;">(en essayant de piquer l'idée aux prépas)</span> et le pot <span style="font-size: large;">fermé hermétiquement</span> avec du parafilm, nous laissons le tout refroidir dans le bain-marie.<br />
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Malheureusement, le lendemain, <span style="font-size: large;">pas de monocristal</span> en vue, mais seulement un amas de cristaux, mais nous ne nous décourageons pas, nous réchauffons le tout et cette fois, Nicolas nettoie le pot <span style="font-size: large;">à l'eau distillée et à l'acide</span>, pendant qu’Émile filtre le reste de la solution. Ça se déroulait bien jusqu'à ce que, n'ayant pas fait attention au volume versé par rapport au à celui que pouvait contenir la fiole, il y a eu un <span style="font-size: large;">retour d'eau</span>. Nous gardons la solution au cas où il nous en manquerait, mais sinon, nous éviterons de l'utiliser car elle contient de l'eau non distillée et donc <span style="font-size: large;">d'autres ions</span> (calcium par exemple) qui pourraient nuire à la qualité du cristal. Nous filtrons la fin de la solution, et nous la versons dans notre pot où une amorce y est suspendue avec un fil. Nous couvrons notre bain-marie de papier et de parafilm.<br />
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Jeudi 6 février, je me rends en H107 pour voir notre cristal. Il n'a pas grossi et des cristaux se sont formés au fond du pot, malgré notre soin apporté pour enlever toutes les impuretés. Je décide de saturer la solution et de la <span style="font-size: large;">laisser refroidir</span> <span style="font-size: x-small;">(sans cristaux au fond)</span>. Anouk viendra glisser l'amorce dans le pot <i><span style="font-size: x-small;">(mis sous la hotte dans un bain-marie sur sa plaque toujours chaude, pour un refroidissement plus lente, sans perturbations et donc sans cristallisation)</span></i> avant de le ranger. D'autre part, j'essaie de piquer une astuce aux prépas ( qui vont voir leurs cristaux plusieurs fois par jour!) pour faire <span style="font-size: large;">pousser une amorce</span>, ce qui consiste à mettre juste assez de solution sursaturée pour recouvrir l'amorce.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKNIHr_I4O39FWrPPABAqjQQLV05Uspez8Ig0kmd5BcE6M_2D1xf5dLucdS_uzGH98gGUwy8RrcrTjPMc9pVzQw2yAqKJ-vKbbLvNPbW7sqsJdO2YEeZeXOHSquEXPD1nuY5s-4rsqCw/s1600/P1480133.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKNIHr_I4O39FWrPPABAqjQQLV05Uspez8Ig0kmd5BcE6M_2D1xf5dLucdS_uzGH98gGUwy8RrcrTjPMc9pVzQw2yAqKJ-vKbbLvNPbW7sqsJdO2YEeZeXOHSquEXPD1nuY5s-4rsqCw/s1600/P1480133.JPG" height="240" width="320" /></a><br />
Hier, Anouk est allée relever l'état des cristaux. L'essai dans le verre n'a rien donné, mais le cristal ajouté <span style="font-size: large;">a plus que doublé de volume</span>. Mais il a cependant développé des petites excroissances. Après avoir enlevé les dépôts dans le fond du pot, Anouk, l'a remit, <span style="font-size: large;">en compagnie d'une charmante petite amorce</span>, pour qu'il continue de pousser naturellement <span style="font-size: x-small;">(on a surtout pas eu le temps de refaire chauffer la solution!)</span><br />
<br />
Nous essaierons de revenir pendant la semaine prochaine.<br />
<br />
Ce concours de croissance cristalline fut très intéressant, autant du point de vue des connaissances acquises sur les cristaux que sur le travail scientifique qui nécessite <i>(plus ou moins</i>) de la rigueur, de l'implication <span style="font-size: small;"><i>(nous ne penserions pas passer autant de temps dans cette salle durant ce mois!) </i></span>et du travail en équipe <i>(les idées de chacun sont rassemblées pour élaborer une nouvelle méthode)</i>!<br />
<br />
<div style="text-align: right;">
rédigé par Agathe</div>
</div>
Anonymoushttp://www.blogger.com/profile/01612227021490926651noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-10946970133427765972014-02-07T01:01:00.000-08:002014-02-07T01:01:06.576-08:00concours du college de Boege sur les cristaux denière ligne droite. <span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: medium;"><b><i><span style="color: blue;">Dernière préparation des cristaux ce matin.</span></i></b></span></span><br />
<span style="font-family: "Courier New",Courier,monospace;"><span style="font-size: medium;"><b><i><span style="color: blue;">Mardi
est le grand jour ,nous sommes bien tristes que cette opération soit
finie. Nous avons appris plein de choses sur les cristaux. Il y a eu
quelques mésaventures mais rien de grave tout s'est déroulé comme
prévu. </span></i></b></span></span><br />
<span style="font-family: "Courier New",Courier,monospace;"><span style="color: blue; font-size: medium;"><b><i>VOICI QUELQUES PHOTOS DE NOTRE CLASSE.</i></b></span></span><br />
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<span style="font-family: "Courier New",Courier,monospace;"><span style="color: blue;"><b><i><span style="font-size: medium;">Ces résultats nous enchantent...</span></i></b></span></span><br />
<span style="font-family: "Courier New",Courier,monospace;"><span style="color: blue;"><b><i><span style="font-size: medium;">Ce fut une grande performance pour notre classe.</span></i></b></span></span><br />
<span style="font-family: "Courier New",Courier,monospace;"><span style="color: blue; font-size: medium;"><b><i>REDACTEUR ET PHOTOGRAPHE: CHARDON LUCAS ET MATEO GRIGNOLA.</i></b></span></span>Anonymoushttp://www.blogger.com/profile/11550733075696009995noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-46052661524695136192014-02-03T02:50:00.001-08:002014-02-10T00:44:24.937-08:00Concours de cristaux du Collège de Boëge<div style="text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh23lS0e_CbVfFfCB8uytA2jhTamcMNqUS7k_7AnRtSnyuoSxZL4DF7Gf2RzemgyS-3qKC-O5IYozKs4QqPUGABpYeJ5u6T2usXaxQESIdYHH9JmTWCuVNTQiUDiw81aQ4ja_fnCwgkq5c/s1600/P1010200.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh23lS0e_CbVfFfCB8uytA2jhTamcMNqUS7k_7AnRtSnyuoSxZL4DF7Gf2RzemgyS-3qKC-O5IYozKs4QqPUGABpYeJ5u6T2usXaxQESIdYHH9JmTWCuVNTQiUDiw81aQ4ja_fnCwgkq5c/s1600/P1010200.JPG" height="240" width="320" /></a><span style="font-size: large;"> </span></div>
<div style="text-align: left;">
<span style="font-size: large;">Nous sommes lundi 03 février, la semaine dernière nous avons commencé à faire des cristaux. </span><br />
<br />
<span style="font-size: large;">Parmi eux tous les groupes en ont choisi un.</span><br />
<br />
<span style="font-size: large;">Nous avons ensuite préparé une solution saturée pour faire grossir</span></div>
<div style="text-align: left;">
<span style="font-size: large;">les cristaux.</span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga2QGFFPfWs34icFaLnaa8SrApvvX6ESc4V2CO6DWscciV4fyQYXcYoFjy8oEIwHlkI51Y5Wo4B4aETXjIJ-HHFHyq5uozFQLIdRjp-bpzrZxy9AauT_3RZK0KtO_w4JWMIqSzpI6zMt8/s1600/P1010199.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEga2QGFFPfWs34icFaLnaa8SrApvvX6ESc4V2CO6DWscciV4fyQYXcYoFjy8oEIwHlkI51Y5Wo4B4aETXjIJ-HHFHyq5uozFQLIdRjp-bpzrZxy9AauT_3RZK0KtO_w4JWMIqSzpI6zMt8/s1600/P1010199.JPG" height="240" width="320" /></a><span style="font-size: large;"> J'aime faire des cristaux car c'est plus ludique que le cours habituel et c'est tout aussi instructif.</span></div>
<div style="text-align: left;">
<span style="font-size: large;">Cette expérience nous apprend à</span></div>
<div style="text-align: left;">
<span style="font-size: large;">travailler en groupe. Les maths nous servent pour déterminer les quantités.</span><br />
<br />
<span style="font-size: large;">Article d' Elia aidé de Manon, Damien, Gaëlle, Olivia et Morgane. </span></div>
Anonymoushttp://www.blogger.com/profile/11550733075696009995noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-66329406181593953432014-01-31T00:29:00.002-08:002014-01-31T10:47:48.728-08:00concours croissance de cristaux collège boëge<div dir="ltr" style="text-align: left;" trbidi="on">
Voila notre cristal , il a bien grossi grâce à notre solution super saturée qui est la clé de notre succès .<br />
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<br />
On est très contente de notre cristal et on espère gagner le concours !!!!<br />
<br />
Article de Blandine,Maëlle ,Tiphaine et Sujana </div>
Anonymoushttp://www.blogger.com/profile/11550733075696009995noreply@blogger.com0tag:blogger.com,1999:blog-9180292229427887701.post-60203753596069560502014-01-31T00:23:00.002-08:002014-02-08T06:33:00.177-08:00Les aventures de 4 lycéens du lycée Champollion<div style="text-align: justify;">
C'était un jeudi, un jeudi de
décembre. Nous nous étions retrouvés en salle informatique. Notre
premier rendez-vous. 2 filles, 2 garçons, 1 prof: 1 équipe de choc!</div>
<div style="text-align: justify;">
Nous avions alors décidé de passer notre midi à réfléchir à ce qui nous
attendrait à la rentrée. Un événement étrange, du jamais fait dans le
lycée, et nous, intrigués, serions les premiers à y participer. LE
concours de croissance cristaline.</div>
<div style="text-align: justify;">
Nous nous sommes donc informés sur le matériel et la méthode à
entreprendre pour faire pousser ces cristaux. Prochain rendez-vous fixé
au 9 janvier.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Puis
est arrivé le mardi 7 janvier. Nous n'y pensions plus trop et tout d'un
coup, à la fin du cours de physique, un nom, un seul: "<span style="font-size: large;">sulfate de cuivre</span>"!</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0cAOWU9PE674Hp5nPiX5o6mHg_ANlBYq0338gYtl8G8MlDh9oo6moCOw6chEL5aRK1Fx35c1RTA7qxJn67-dGEIEuXr07RdWvEgl-ONmlxP0RGUQeCw5KPs3I7wrm2oliNybsrM0A_g/s1600/1779405_681375711914708_588737251_n.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0cAOWU9PE674Hp5nPiX5o6mHg_ANlBYq0338gYtl8G8MlDh9oo6moCOw6chEL5aRK1Fx35c1RTA7qxJn67-dGEIEuXr07RdWvEgl-ONmlxP0RGUQeCw5KPs3I7wrm2oliNybsrM0A_g/s1600/1779405_681375711914708_588737251_n.jpg" height="300" width="400" /></a>Jeudi
midi, après notre cours de philo, nous nous précipitâmes dans la salle
H107 qui deviendra notre repaire, notre labo d'expérience pour les
semaines à venir. <span style="font-size: large;">Préparation de deux solutions saturées: une à 40°C, la deuxième à 60°C,</span>
avant de les laisser refroidir doucement dans leurs bain-maries (idée
piquée au prépas!). Nous sommes impatients d'être le lendemain.</div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJJyjv8CMqZ1Qv8EsR5pd-CQxFkBbZmSKIUvIlX12-dCQGa8h1qf_nRX-OOCx8eUtNDi8EfznUC_LoBOWyW2x2hkNhIGC2r0p1UE0Q3GYadAykYIV1871cqu0go_VKRweLsJoBMVXZQg/s1600/1781305_681375705248042_447418941_n.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJJyjv8CMqZ1Qv8EsR5pd-CQxFkBbZmSKIUvIlX12-dCQGa8h1qf_nRX-OOCx8eUtNDi8EfznUC_LoBOWyW2x2hkNhIGC2r0p1UE0Q3GYadAykYIV1871cqu0go_VKRweLsJoBMVXZQg/s1600/1781305_681375705248042_447418941_n.jpg" height="150" width="200" /></a> </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Vendredi, 9h. AP de physique. Nous allons chercher nos
amorces en H107, et à l'aide d'une loupe et d'une pince fine, <span style="font-size: large;">nous
commençons à les sélectionner.</span></div>
<div style="text-align: justify;">
<br /></div>
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<div style="text-align: justify;">
Cette
dernière est très rude: "Celui-là?""Non, pas assez transparent""Et
celui-ci?""Il est abimé sur les bords!" A la fin de l'heure, il y a <b><span style="font-family: "Courier New",Courier,monospace;">7 élus</span></b>, suspendus à un fil <span style="font-size: x-small;">(en perdant les plus petits dans la salle)</span>. </div>
<div style="text-align: justify;">
<i>Mais pas le temps de les mettre en solution, c'est l'heure d'aller en philo!</i></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Vendredi
à une heure tapante, Anouk et moi-même, nous rendons en H107 pour
relancer la croissance des cristaux. Et une heure plus tard, après de <span style="font-size: large;">multiples expériences</span>
vu le nombre d'amorces possibles (boites à pétri, pot de confitures, et
une plaque étrange qui ressemble à un mini plat à escargot) et des
conseils donnés aux PC* qui se morfondaient devant leurs essais, c'est
les larmes aux yeux que nous devons dire au revoir à nos cristaux et
espérons qu'ils passeront un bon week-end.</div>
<div style="text-align: justify;">
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<div style="text-align: justify;">
<br /></div>
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Le mardi suivant, le 13 janvier, durant l'après-midi, excitées, nous découvrons, devant une salle remplie de premières, le <span style="font-size: large;">résultat de ces expériences.</span>
Les cristaux accrochés dans les pots à confiture sont tombés au font,
mais ont bien poussés en mini-monocristal; la solution des boites de
pétri s'est totalement évaporée, en laissant des <span style="font-size: small;">cristaux pyramidaux sous forme de strates</span>: très joli et monocristal! Par contre, le plat étrange n'a rien donné. </div>
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Nous finissons par <span style="font-size: large;">re-saturer une solution pour y mettre les cristaux les moins beaux (110g/100mL)</span>, car nous ne pourrons pas revenir avant une semaine, mais nous voulons voir ce que ça donnera.</div>
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Lundi 19 janvier, découverte des cristaux.</div>
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Quelques
uns ont quitté la catégorie des monocristaux, un autre a échoué au
fond du pot de confiture, entouré de petits cristaux, mais faciles à
enlever, et celui qui est resté accroché a vu apparaitre des petits
cristaux le long de son fil mais il a beaucoup grossi! Super.</div>
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