svt - mme le galles
2023-06-14T15:36:50+02:00
Académie de Versailles
urn:md5:31d075c9267976b7fb062cf53475f7cf
Dotclear
Sortie des 4F et 4G à l'aquarium Paris le vendredi 2 juin 2023
urn:md5:b7ff347b42603d9f2b0507c9bc9aec50
2023-06-03T09:58:00+02:00
2023-06-05T06:02:20+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
corauxquatrièmesrequinssymbiose
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<h3 style="text-align: center;"><strong>Sortie des 4F et 4G à l'aquarium Paris le vendredi 2 juin 2023</strong></h3>
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<p style="text-align: center;">Une sortie à l'aquarium de Paris a été réalisée le vendredi 3 juin afin de</p>
<p>- mettre en application les notions sur la reproduction et la symbiose étudiées en cours de SVT</p>
<p>et</p>
<p>- réaliser des dessins d'observation comme étape préparatoire à la création d'une collection de méduses qui sera réalisée en classe pendant le cours d’Arts plastiques.</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5376.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5376_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p class="MsoNoSpacing" style="text-align: center;"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">La journée s'est découpée en deux temps : </span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">- une activité sur les coraux pour la notion de symbiose avec un animateur de l’aquarium </span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">et </span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">- une visite guidée de l’aquarium pour finir avec une observation des méduses et la réalisation de croquis.</span></span></span></span></p>
<p class="MsoNoSpacing" style="text-align: center;"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">Entre ces deux temps les élèves ont pu déjeuner, sur le Champ de Mars au pied de la Tour Eiffel.</span></span></span></span></p>
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<p class="MsoNoSpacing">La visite guidée :</p>
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<p class="MsoNoSpacing">Le bassin aux caresses :</p>
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<p class="MsoNoSpacing">L'atelier sur les coraux :</p>
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<p class="MsoNoSpacing">Le médusarium et le moment croquis :</p>
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<p class="MsoNoSpacing">La pause déjeuner :</p>
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<p>Merci à Mesdames Loisel et Solnot pour leur aide et accompagnement ;)</p>
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<p>Organisation : Mme Helleu et Mme Le Gallès</p>
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Sortie des 6B et 6G au Parc Zoologique de Paris/Vincennes le vendredi 12 mai 2023
urn:md5:5ee54f22a55c35698705a7b0d44a7e06
2023-05-17T19:26:00+02:00
2023-05-17T20:05:01+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
animauxclassificationrégime alimentairesixièmeszoo
<p style="text-align: center;"><strong>Sortie des 6B et 6G au Parc Zoologique de Paris/Vincennes le vendredi 12 mai 2023</strong></p>
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<p>Afin de mettre en pratique et d'illustrer les notions vues en classe sur la chaîne alimentaire et la classification, les 6B et 6G du collège Ste Apolline ont bravé le vent, le froid et la pluie pour participer à une sortie scolaire au Parc Zoologique de Paris (Vincennes) le vendredi 12 mai 2023 toute la journée : départ 7h45 - retour 18h.</p>
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<p style="text-align: center;">La journée s'est composée d'une visite libre à la recherche de 7 êtres-vivants imposés et d'une animation sous forme d'enquête pour trouver l'animal qui avait laissé des restes alimentaires !</p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4938_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"> <img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4937_m.jpg" style="float: right; margin: 0 0 1em 1em;" /><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4936_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4940_m.jpg" style="float: right; margin: 0px 0px 1em 1em;" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4941_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Animation / Enquête</p>
<p style="text-align: center;">La visite guidée permettait de faire un rappel sur les régimes alimentaires</p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4942_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4944_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4945_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4958_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4959_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4960_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4981_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4983_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4984_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4985_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4991_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"> </p>
<p style="text-align: center;">Durant cette visite nous avons vu de nombreux animaux :</p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p>- Capucin</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4946.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4946_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4950.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4950_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
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<p> </p>
<p> </p>
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<p> </p>
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<p> </p>
<p> </p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4948.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4948_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4952.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4952_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
<p> </p>
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<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4953.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4953_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
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<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>- Ara et Ibis rouge</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4961.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4961_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p style="text-align: center;"> </p>
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<p style="text-align: center;"> </p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4963.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4963_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4965.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4965_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
<p style="text-align: center;"> </p>
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<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p>- Capybara et Tapir</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4969.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4969_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
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<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4966.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4966_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4967.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4967_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
<p> </p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4968.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4968_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p> </p>
<p>- Chien de buissons</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4972.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4972_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4970.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4970_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p> </p>
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<p> </p>
<p>- Glouton</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4975.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4975_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
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<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4976.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4976_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4979.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4979_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
<p> </p>
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<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>- Girafe</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4986.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4986_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
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<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4987.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4987_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4988.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4988_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p> </p>
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<p> </p>
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<p> </p>
<p> </p>
<p> </p>
<p>- Babouin</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4982.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4982_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5082.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5082_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p style="text-align: center;"> </p>
<p style="text-align: center;">La pause déjeuner fut fraiche et humide ....</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4992.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4992_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4993_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4995_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4997_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4999_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5000_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5004_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;">Il y avait de quoi se ravitailler ! ! ! ! :</p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5002_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Pendant la pause déjeuner certains en ont profité pour voir le Lion !</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5006.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5006_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5010.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5010_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5025_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5027.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5027_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p style="text-align: center;">D'autres en ont profité pour se défouler :</p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5013_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5015_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5018_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5021_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5024_m.jpg" style="margin: 0 auto; display: table;" /></p>
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<p style="text-align: center;">Durant la "visite libre" les 7 animaux imposés étaient :</p>
<p style="text-align: center;"> </p>
<p>- Nandou</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5031.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5031_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"> </p>
<p>- Vigogne</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5039.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5039_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
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<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5041.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5041_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p> </p>
<p>- Fourmi</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5049.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5049_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5047.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5047_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5044.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5044_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
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<p> </p>
<p>- Lamantin</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5053.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5053_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5054.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5054_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5055.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5055_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p> </p>
<p>- Roussette</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5050.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5050_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5060.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5060_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p> </p>
<p>- Cistude</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5072.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5072_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5076.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5076_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_5074.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5074_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p>- Loutre</p>
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<p> </p>
<p> </p>
<p>Et les élèves ont beaucoup travaillé :</p>
<p> <img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_5078_m.jpg" style="margin: 0 auto; display: table;" /></p>
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<p> </p>
<p> </p>
<p>Merci à Mesdames Blanc, Clabaut et Pichonnier pour leur aide et accompagnement ;)</p>
<p> </p>
<p>Organisation : Mr Haie et Mme Le Gallès</p>
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<p> </p>
Sortie des 6A et 6C au Parc Zoologique de Paris/Vincennes le mardi 4 avril 2023
urn:md5:675335f9f06e97d682e1fe8beeca5240
2023-04-06T12:23:00+02:00
2023-05-17T20:05:17+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
animauxclassificationrégime alimentairesixièmeszoo
<p style="text-align: center;"> </p>
<p style="text-align: center;"><strong>Sortie des 6A et 6C au Parc Zoologique de Paris/Vincennes le mardi 4 avril 2023</strong></p>
<p> </p>
<p> </p>
<p>Afin de mettre en pratique et d'illustrer les notions vues en classe sur la chaîne alimentaire et la classification, les 6A et 6C du collège Ste Apolline ont participé à une sortie scolaire au Parc Zoologique de Paris (Vincennes) le mardi 4 avril 2023 toute la journée : départ 7h45 - retour 18h et le soleil était au rendez-vous !</p>
<p> </p>
<p style="text-align: center;">La journée s'est composée d'une visite libre à la recherche de 7 êtres-vivants imposés et d'une animation sous forme d'enquête pour trouver l'animal qui avait sauvagement tué un poisson !</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4337.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4337_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p style="text-align: center;">Animation / Enquête</p>
<p style="text-align: center;">La visite guidée permettait de faire un rappel sur les régimes alimentaires</p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4338_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p style="text-align: center;">Classification / A retenir ! :)</p>
<p style="text-align: center;">La visite libre permettait de réviser la classification</p>
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<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4349.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4349_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p style="text-align: center;">Travail en toutes circonstances ;)</p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4392_m.jpg" style="float: left; margin: 0 1em 1em 0;" /><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4378_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;">Les différents êtres-vivants observés</p>
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<p style="text-align: center;">Jaguar</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4350.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4350_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p style="text-align: center;">Incontournables girafes</p>
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<p style="text-align: right;">Puma</p>
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<p style="text-align: center;">Les loutres (très difficiles à voir !)</p>
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<p style="text-align: center;">Le blob</p>
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<p style="text-align: center;">Les tortues Cistudes</p>
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<p style="text-align: center;">Le lamantin</p>
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<p style="text-align: center;">Rhinocéros</p>
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<p style="text-align: center;">Tapir / A retenir :)</p>
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<p style="text-align: center;">La pause déjeuner et le parcours pied-nu</p>
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<p>Merci à Mesdames Clabaut et Roblin pour leur aide et accompagnement ;)</p>
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<p>Organisation : Mr Haie et Mme Le Gallès</p>
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Sortie des 4B et 4D à l'aquarium Paris le vendredi 3 juin 2022
urn:md5:24b82710e0d5d5e1199439fcbf236ce7
2022-06-08T14:40:00+02:00
2022-06-08T14:40:00+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
aquariumquatrièmessortie
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<p style="text-align: center;"><strong>Sortie des 4B et 4D à l'aquarium Paris le vendredi 3 juin 2022</strong></p>
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<p align="center" class="MsoNoSpacing" style="text-align:center">Afin d'<span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">illustrer de façon concrète les notions sur les méduses vues en arts plastiques et les notions sur la reproduction et la symbiose étudiées en cours de SVT, </span></span></span></span>les 4B et 4D du collège Ste Apolline ont participé à une sortie scolaire à l'aquarium de Paris le vendredi 3 juin 2022 toute la journée : départ 7h45/8h - retour 16h30/17h</p>
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<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">La journée s'est découpée en deux temps : </span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">- une activité sur les coraux (pour les notions de symbiose et reproduction) avec un animateur de l’aquarium </span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">et </span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">- une visite guidée de l’aquarium pour observer les méduses (entre autres).</span></span></span></span></p>
<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">Entre ces deux temps les élèves ont pu déjeuner, sur le Champ de Mars au pied de la Tour Eiffel.</span></span></span></span></p>
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<p class="MsoNoSpacing"><span style="font-size:11pt"><span style="font-family:"Calibri","sans-serif""><span style="font-size:10.0pt"><span style="font-family:"Arial","sans-serif"">Voici quelques photos souvenirs de cette sortie :</span></span></span></span></p>
<p class="MsoNoSpacing"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0149_m.jpg" style="float: left; margin: 0 1em 1em 0;" /> <img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0151_m.jpg" style="margin: 0 auto; display: table;" />Les élèves à l'écoute de l'animateur donnant des explications devant chaque bassin rencontré. <img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0154_m.jpg" style="margin: 0px auto; display: table; float: right;" /></p>
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<p class="MsoNoSpacing">Quelques règles étaient à respecter : <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0152.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0152_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p class="MsoNoSpacing">La pause déjeuner et le "loup-garou" de Mme Toullec :<img alt="" class="media" height="282" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0204_m.jpg" style="margin: 0px auto; display: table; float: left;" width="375" /><img alt="" class="media" height="248" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0206_m.jpg" style="margin: 0px auto; display: table;" width="331" /></p>
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<p class="MsoNoSpacing">De nombreuses espèces ont été observées : Langouste, Poisson Licorne, Poisson Chirurgien, Murènes, Requins, Méduses, Coraux ....</p>
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<p class="MsoNoSpacing"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0202.JPG"><img alt="" class="media" height="262" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0202_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="348" /></a></p>
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<p class="MsoNoSpacing"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0199.JPG"><img alt="" class="media" height="271" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0199_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="361" /></a></p>
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<p class="MsoNoSpacing">Méduses <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0176.JPG"><img alt="" class="media" height="274" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0176_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="364" /></a></p>
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<p class="MsoNoSpacing"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0167.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0167_m.jpg" style="float: right; margin: 0px 1em 1em 0px;" /></a></p>
<p class="MsoNoSpacing">Coraux</p>
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<p class="MsoNoSpacing"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0164.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0164_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p class="MsoNoSpacing">Poisson Licorne</p>
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<p class="MsoNoSpacing">Murènes</p>
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<p class="MsoNoSpacing">Langouste <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_0158.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0158_m.jpg" style="float: right; margin: 0px 1em 1em 0px;" /></a></p>
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<p class="MsoNoSpacing">Les élèves semblent avoir apprécié le "bassin aux caresses" et ses Carpes Koï :</p>
<p class="MsoNoSpacing"><img alt="" class="media" height="279" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_0187_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="372" /></p>
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<p class="MsoNoSpacing" style="text-align: center;">Merci à l'aquarium de Paris pour son accueil et à Mmes Toullec et Procope pour leur accompagnement.</p>
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Vous en voulez encore ? : Plus de photos de 6B !
urn:md5:685fba2f62b078e4103ebd3876cbed03
2022-04-21T09:45:00+02:00
2022-04-21T09:45:00+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
animauxparc zoologique de Parisphoto de groupephotoszoo
<p> </p>
<p style="text-align: center;"><strong>Vous en voulez encore ? : Plus de photos de 6B !</strong></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Loups, rhinocéros et beaucoup d'humains ...</p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG-20220421-WA0022_m.jpg" style="margin: 0px auto; display: table; float: left;" /></p>
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<p style="text-align: center;">Le groupe des bleus au complet ?</p>
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<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG-20220421-WA0003_m.jpg" style="float: left; margin: 0 1em 1em 0;" /><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG-20220421-WA0002_m.jpg" style="margin: 0 auto; display: table;" /></p>
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<p style="text-align: center;">Pour ceux qui seraient déçus de ne pas trouver leur "photo portrait" le blog ne prend que les photos au format paysage ... désolée</p>
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Sortie des 6A et 6E au Parc Zoologique de Paris/Vincennes le vendredi 1er 2022
urn:md5:fa7cb5167b9e010f245a1661e020a7ac
2022-04-03T19:16:00+02:00
2022-04-12T17:56:01+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
animauxclassificationparc zoologiquesortiezoo
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<p style="text-align: center;"><strong>Sortie des 6A et 6E au Parc Zoologique de Paris/Vincennes le vendredi 1er 2022</strong></p>
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<p>Afin de mettre en pratique et d'illustrer les notions vues en classe sur la chaîne alimentaire et la classification, les 6A et 6E du collège Ste Apolline ont bravé le froid, le vent et la neige ! pour participer à une sortie scolaire au Parc Zoologique de Paris (Vincennes) le vendredi1er avril 2022 toute la journée : départ 7h45 - retour 18h.</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8687.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8687_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p style="text-align: center;">La journée se composait d'une animation sous forme d'enquête pour trouver l'animal qui avait sauvagement tué un poisson ! et d'une visite libre à la recherche de 7 êtres-vivants imposés.</p>
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<p>Les suspects de l'enquête étaient : le manchot, la girafe, le babouin, la loutre, la tortue d'Europe (la cistude) et le jaguar.</p>
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<p>Les manchots <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8695.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8695_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8715.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8715_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a>Le couple de jaguars : Aramis le mâle né le 11 décembre 2009 et son pelage riche en mélanine et Simara la femelle née le 7 juin 2013</p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8705.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8705_s.jpg" style="float: right; margin: 0 0 1em 1em;" /></a></p>
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<p>Mais nous avons également pu observer : lionnes, lynx, flamands roses, otaries... et de nombreux autres animaux. </p>
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<p>Les lionnes <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8710.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8710_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p>Les lynx</p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8721.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8721_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8720.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8720_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p>Les flamands roses <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8718.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8718_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8719.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8719_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p>Les otaries <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8694.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8694_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a> <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8693.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8693_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p>Certains élèves ont profité de la pause déjeuner pour se défouler à l'aire de jeux.</p>
<p><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8714_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></p>
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<p><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8713_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8712_m.jpg" style="float: right; margin: 0 0 1em 1em;" /></p>
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<p style="text-align: center;">Merci au Parc Zoologique de Paris pour son accueil et à Madame LAID et Monsieur RECHNITZER pour leur accompagnement.</p>
<p style="text-align: center;"> </p>
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Sortie des 6B et 6C au Parc Zoologique de Paris/Vincennes le mardi 29 mars 2022
urn:md5:f3aa2ec93003be8357158fd8d9019ce3
2022-03-30T18:36:00+02:00
2022-04-12T17:56:21+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sorties
animauxclassificationparc zoologiquesortiezoo
<p> </p>
<p style="text-align: center;"><strong>Sortie des 6B et 6C au Parc Zoologique de Paris/Vincennes le mardi 29 mars 2022</strong></p>
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<p>Afin de mettre en pratique et d'illustrer les notions vues en classe sur la chaîne alimentaire et la classification, les 6B et 6C du collège Ste Apolline ont participé à une sortie scolaire au Parc Zoologique de Paris (Vincennes) le mardi 29 mars 2022 toute la journée : départ 7h45 - retour 19h pour certains ....</p>
<p> </p>
<p style="text-align: center;">La journée se composait d'une visite libre à la recherche de 7 êtres-vivants imposés et d'une animation sous forme d'enquête pour trouver l'animal qui avait sauvagement tué un poisson !</p>
<p style="text-align: center;"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8632_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align: center;"> </p>
<p>Les suspects de l'enquête étaient : le manchot, la girafe, le babouin, la loutre, la tortue d'Europe (la cistude) et le jaguar.</p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8636.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8636_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p>Les girafes</p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8680.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8680_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8678.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8678_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p>La loutre était bien cachée .... savait-elle qu'elle était recherchée ? ...</p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8674.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8674_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8673.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8673_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
<p>Le couple de jaguars : Aramis le mâle né le 11 décembre 2009 et son pelage riche en mélanine et Simara la femelle née le 7 juin 2013</p>
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<p>Mais nous avons également pu observer : rhinocéros, flamands roses, caïmans... et de nombreux autres animaux. </p>
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<p>Rhinocéros</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8670.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8670_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8668.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8668_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8634.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8634_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p>Caïmans<a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8681.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8681_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8682.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8682_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_8677.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8677_s.jpg" style="float: left; margin: 0 1em 1em 0;" /></a>Flamands roses</p>
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<p>Les élèves semblent avoir particulièrement apprécié la pause déjeuner durant laquelle ils ont profité du "parcours pieds nus" en basket... en chaussette... ou vraiment pieds nus pour les plus courageux.</p>
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<p><img alt="" class="media" height="278" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8640_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="370" /><img alt="" class="media" height="278" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8639_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="371" /></p>
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<p><img alt="" class="media" height="279" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8658_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="371" /></p>
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<p><img alt="" class="media" height="280" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8662_m.jpg" style="float: left; margin: 0px 1em 1em 0px;" width="373" /></p>
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<p><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8654_m.jpg" style="float: left; margin: 0 1em 1em 0;" /><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_8650_m.jpg" style="float: right; margin: 0px 1em 1em 0px;" /></p>
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<p style="text-align: center;">Merci au Parc Zoologique de Paris pour son accueil et à Mesdames Battery, Pichonnier, LeBacheley et Roblin pour leur accompagnement.</p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
QUATRIEMES : Chapitre 2 : La reproduction des êtres-vivants / V) Influence de l’environnement sur la reproduction sexuée
urn:md5:a855b28aecba6c96797212a510c5f162
2021-04-14T08:23:00+02:00
2021-04-14T08:23:00+02:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
quatrièmes
dauphinenvironnementfauconinfluencenourritureoursinpollutionreproduction
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<p align="center" class="MsoNoSpacing" style="text-align:center; margin:0cm 0cm 0.0001pt"><u><span style="color:#e74c3c"><strong>QUATRIEMES</strong></span></u></p>
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<p align="center" class="MsoNoSpacing" style="text-align:center; margin:0cm 0cm 0.0001pt"><span style="color:#e74c3c"><strong><u>Thème 2 :</u> Le vivant et son évolution</strong></span></p>
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<p align="center" class="MsoNoSpacing" style="text-align:center; margin:0cm 0cm 0.0001pt"><br />
<span style="color:#e74c3c"><strong><u>Chapitre 2 :</u> La reproduction des êtres-vivants</strong></span></p>
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<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt"><span style="color:#2ecc71;"><u><strong>V) Influence de l’environnement sur la reproduction sexuée</strong></u></span></p>
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<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt"> </p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">Nous savons maintenant ce qu'est la <span style="color:#e74c3c;"><u><strong>reproduction sexuée</strong></u></span> : formation d'un nouvel individu par fusion de deux cellules reproductrices (= fécondation) appartenant à des individus de la même espèce mais de sexe opposé, aboutissant à la formation d'une cellule-oeuf qui va se multiplier.</p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt"> </p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">Nous avons vu qu'il pouvait y avoir des différences dans la réalisation de la reproduction sexuée en fonction des êtres-vivants étudiés :</p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">- cellules reproductrice mâle : pollen ou spermatozoïde</p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">- production d'un grand nombre de cellules reproductrices ou non</p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">- fécondation interne ou externe</p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">- accouplement ou non</p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt"> </p>
<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt">Dans cette dernière partie de chapitre, nous allons voir qu'un certain nombre d'éléments se trouvant dans notre environnement a une influence sur notre reproduction. Vous le savez déjà : pollution, tabac, ondes des téléphones (qu'il ne faut donc pas garder dans vos poches de pantalon ! ! ! ! ) ont une influence néfaste sur notre reproduction, sur notre fertilité. Mais quels sont les autres éléments ayant une influence sur notre environnement ?</p>
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<p class="MsoNoSpacing" style="margin:0cm 0cm 0.0001pt"><strong> </strong><u><strong>1) influence de la quantité de nourriture sur la reproduction sexuée</strong></u></p>
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<span style="color:#e74c3c;"><u><strong>Activité :</strong></u></span> l’oursin et la chouette</p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><u><span style="background:yellow"><span style="font-family:"Arial","sans-serif"">Consigne :</span></span></u><span style="font-family:"Arial","sans-serif""> Réponds aux questions suivantes :</span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif"">1) Etablis un lien entre quantité de nourriture et production de cellules reproductrices chez l’oursin vert (document 3 ci-dessous).</span></span></span></p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><span style="font-size:12.0pt"><span style="font-family:"Times New Roman","serif""><img alt="nourriture et repro belin0002" 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" style="width:450px; height:361px" /></span></span></p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: right;"><span style="font-size:12.0pt"><span style="font-family:"Times New Roman","serif"">Manuel SVT Belin</span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Je vois (doc 3) que plus l’oursin a de nourriture à sa disposition et plus l’oursin va produire de cellules reproductrices.</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif"">2) Réalise une petite recherche afin de savoir de quoi se nourrit une chouette.</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><i><span style="font-size:12.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:#006600">La chouette se nourrit de petits rongeurs comme les mulots.</span></span></span></i></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif"">3) Compare l’évolution de la fécondité de la chouette de Tengmalm et l’évolution de la population de mulots (document 7 ci-dessous). Puis conclue.</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif""> <b><u>AIDE :</u></b> « Compare » = « Je vois que »</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif""> « Conclue » = « J’en déduis que… »</span></span></span></p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><span style="font-size:12.0pt"><span style="font-family:"Times New Roman","serif""><img alt="nourriture et repro belin0005" 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" style="width:637px; height:317px" /></span></span></p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: right;"><span style="font-size:12.0pt"><span style="font-family:"Times New Roman","serif"">Manuel SVT Belin</span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><b><u><span style="font-family:"Arial","sans-serif""><span style="color:red">Fécondité :</span></span></u></b> <span style="font-family:"Arial","sans-serif"">nombre de petits par femelle</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"><u><strong>Je vois</strong></u> (doc 7) que lorsque le nombre de mulots est important le taux de fécondité (nombre de petits par femelle) est important.</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"> - en 1996, 2000 et 2005 on voit que la chouette a eu un grand nombre de petits et cela correspond à des années avec une grande quantité de mulots dans la zone d'étude</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"> - en 1997, 2001 et 2009 on voit que la chouette fait très peu de petits, et cela correspond à des années avec un très faible nombre (voire l'absence) de mulots dans la zone d'étude</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"><u><strong>J’en déduis</strong></u> que plus les chouettes ont de la nourriture à disposition, plus leur fécondité est élevée.</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif"">4) Indique quelles seraient les conséquences d’une réduction de la population d’oursins verts sur leurs prédateurs.</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Si le nombre d’oursins diminue, leurs prédateurs (poissons, crustacés, goélands) verraient leur taux de fécondité diminuer donc le nombre d’individu de l’espèce diminuer.</span></span></i></span></span></p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""> <span style="font-family:"Arial","sans-serif""><span style="color:red">La nourriture diminue le taux de reproduction d’une espèce, mais dès qu’une espèce est touchée, c’est toute la chaine alimentaire qui est touchée…</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p align="center" style="text-align:center; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif"">5) Résume l’influence des ressources alimentaires sur la reproduction sexuée d’une espèce.</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif""> </span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><b><u><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">Bilan:</span></span></span></u></b></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">La quantité de nourriture disponible pour les êtres-vivants a une influence sur leur reproduction sexuée. Une espèce se reproduit plus si elle a plus de nourriture à sa disposition.</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="color:#e74c3c;"><u><strong>Activité de complément :</strong></u></span><span style="color:null;"> Et l'Homme ? Un être-vivant comme les autres ? L'influence de la nourriture sur la reproduction.</span></p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"> </p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><span style="color:#27ae60;"><strong><u>Problème :</u> La quantité de nourriture a-t-elle une influence sur la reproduction de l'Homme </strong></span><span style="color:null;">?</span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><u><span style="background:yellow"><span style="font-family:"Arial","sans-serif"">Consigne :</span></span></u><span style="font-family:"Arial","sans-serif""> Pour cette activité il y avait juste à lire les documents pour savoir si la nourriture a une influence sur la reproduction de l'Homme, comme cela est le cas pour l'oursin, la chouette ....</span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-family:"Arial","sans-serif"">(il faut cliquer sur les images pour les agrandir et qu'elles soient lisibles....)</span></span></span></p>
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<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/influence_nourriture_et_repro_humaine.jpg"><img alt="influence nourriture et repro humaine.jpg" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.influence_nourriture_et_repro_humaine_m.jpg" /></a></p>
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<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/temoignage_Hallyday.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.temoignage_Hallyday_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p style="margin:0cm 0cm 0.0001pt">A l'issue de ces lectures, on se rend compte que l'Homme est un être-vivant comme les autres, la nourriture a une influence sur sa reproduction. Mais la chaleur a également une influence ... !</p>
<p style="margin:0cm 0cm 0.0001pt">Cette lecture nous permet également de nous rendre compte que le corps a une mémoire, que certaines actions sur notre corps peuvent avoir des conséquences irréversibles : de la mal nutrition dans notre jeunesse (14ans dans le cas de Laeticia Hallyday) peut avoir des conséquences des dizaines d'années plus tard (sa stérilité et ses fausses couches à 37ans, plus de 20ans plus tard).</p>
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<p style="margin:0cm 0cm 0.0001pt"><strong> </strong><u><strong>2) influence de l'Homme sur la reproduction sexuée</strong></u></p>
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<p style="margin: 0cm 0cm 0.0001pt; text-align: center;"><span style="color:#27ae60;"><strong><u>Problème :</u> Comment l'Homme peut-il avoir une influence sur la reproduction sexuée et le maintien des espèces ?</strong></span></p>
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<p><span style="color:#e74c3c;"><u><strong>Activité </strong></u></span><span style="color:#c0392b;"><u><strong>:</strong></u></span> la pisciculture</p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="text-autospace:none"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="background-color:#f1c40f;">Pour faire cette activité, il y avait 2 minutes de vidéo à regarder.</span></span></span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="background-color:#f1c40f;">Le lien vers la vidéo est ici :</span></span></span></span></span></p>
<p align="center" style="text-align:center; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><b><u><span style="font-size:16.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:blue"><a href="https://www.youtube.com/watch?v=-yQA8ccPscU" style="color:blue; text-decoration:underline"><span style="background-color:#f1c40f;">https://www.youtube.com/watch?v=-yQA8ccPscU</span></a></span></span></span></u></b></span></span></p>
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<p align="center" style="text-align:center; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="background-color:#f1c40f;">(évitez le mode plein écran, car la qualité n’est pas optimum)</span></span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="background-color:#f1c40f;">Avancez le « curseur-temps » de la vidéo, car l’extrait qui nous intéresse se trouve entre 6min06 et 8min06.</span></span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><u><span style="font-size:14.0pt"><span style="background:yellow"><span style="font-family:"Arial","sans-serif"">Consigne n°1</span></span></span></u><u><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""> <span style="background:yellow">:</span></span></span></u><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""> A l’aide de la vidéo, réponds aux différentes questions :</span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">1) Que représentent les boules de couleur orangée ?</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/boules_orangees.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/boules_orangees.jpg" style="margin: 0 auto; display: table;" /></a></span></span><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Les boules de couleur orangée représentent les ovules.</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">2) Que représente la semence blanche ?</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/semence_blanche.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/semence_blanche.jpg" style="margin: 0 auto; display: table;" /></a></span></span><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">La semence blanche représente le sperme (= liquide + spermatozoïdes).</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">3) Pourquoi l’Homme mélange les deux semences récoltées ?</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">L’Homme mélange les deux semences pour que les cellules reproductrices se rencontrent et puissent fusionner : c’est la fécondation.</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">4) Quel est l’intérêt pour l’Homme de maîtriser les étapes de la reproduction de la truite ?</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">La truite ayant une fécondation externe il y a un gros risque de pertes…. en maitrisant les étapes de la reproduction de la truite l’Homme s’assure que tous les ovules donneront un alevin.</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Ce qui lui permettra, par la suite, de les manger...</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><u><span style="font-size:14.0pt"><span style="background:yellow"><span style="font-family:"Arial","sans-serif"">Consigne n°2 :</span></span></span></u><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""> Complète le schéma (présent plus bas) avec :</span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">- un titre </span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">et</span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">- les mots soulignés dans le texte ci-dessous.</span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/texte_pisciculture.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/texte_pisciculture.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/cycle_de_vie.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.cycle_de_vie_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="color:#e74c3c;"><u><strong>Activité </strong></u></span><span style="color:#c0392b;"><u><strong>:</strong></u></span> pollution et dauphin</p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><u><span style="font-size:14.0pt"><span style="background:yellow"><span style="font-family:"Arial","sans-serif"">Consignes :</span></span></span></u> </span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">1) Justifie la place du dauphin dans le groupe des mammifères (doc 1 ci-dessous et classification à la fin de ton manuel).</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/dauphin.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/dauphin.jpg" style="margin: 0 auto; display: table;" /></a><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"><u><strong>Je vois</strong></u> (doc 1) que le dauphin allaite ses petits.</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"><u><strong>Je sais</strong></u> que les mammifères ont des mamelles.</span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600"><u><strong>J’en déduis</strong></u> que le dauphin est un mammifère car il a des mamelles qui permettant d’allaiter ses petits.</span></span></i></span></span></p>
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<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Le dauphin se place dans le groupe des mammifères car il allaite ses petits et a donc des mamelles.</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">2) Indique par quels moyens les petits du grand dauphin peuvent être contaminés par les PCB et DDT (doc 3 ci-dessous).</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/PCB_DDT.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.PCB_DDT_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Le PCB (présent dans les transformateurs électriques, fours micro-ondes, peintures….) se retrouve dans l’environnement, tout comme le DDT (présent dans les insecticides). </span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Par temps de pluie (par exemple), si la pluie tombe sur un champs où il y a eu des insecticides (avec DDT), si la pluie tombe sur une décharge où sont stockés de fours micro-ondes (avec PCB), alors, le PCB et le DDT se retrouvent dans l'eau de ruissellement et arrivera à un moment dans la mer, dans les océans....</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Par ingestion ou respiration les PCB et DDT se retrouvent alors dans les tissus, dans les graisses des animaux (comme le dauphin), on parle de contamination. Il peut aussi il y avoir contamination lors de l’allaitement…</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">3) Explique pourquoi on peut dire que les PCB et DDT modifient la biodiversité (doc 4 ci-dessous).</span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><b><u><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">Rappel :</span></span></span></u></b></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><b><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">♥ <u>Biodiversité :</u></span></span></span></b><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""> diversité du vivant, fait qu’il existe des êtres-vivants différents, se mesure en regardant le nombre d’espèces présentes dans un milieu</span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/mortalite_dauphins.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.mortalite_dauphins_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="margin-left:70.8pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Je vois (doc 4) que la mort des jeunes à la naissance ou dans les 12 jours qui suivent la naissance est corrélée à un fort taux de DDT et de PCB dans l’organisme de la mère.</span></span></i></span></span></p>
<p style="margin-left:70.8pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">En diminuant le nombre de naissances ou le nombre de petits arrivant à l’âge adulte, le PCB et le DDT font des dauphins une espèce menacée qui pourrait disparaitre, ce qui modifie la biodiversité.</span></span></i></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">4) Propose des explications à la baisse puis à l’augmentation de la population de faucons crécerellettes (docs 5 à 8 ci-dessous).</span></span></span></span></p>
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<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/faucon.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.faucon_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/disparition_faucon.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/disparition_faucon.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p style="margin:0cm 0cm 0.0001pt"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/graphique_faucon.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.graphique_faucon_m.jpg" style="float: left; margin: 0 1em 1em 0;" /></a></p>
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<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
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<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">La baisse du nombre de faucons dans les années 1980 est due </span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">- à la destruction des vieux bâtiments dans lesquels les faucons nichaient </span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">et </span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">- à l’utilisation du DDT qui est un insecticide qui tue les insectes dont se nourrissent les faucons et qui fragilise la coquille des œufs des faucons.</span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">La ré-augmentation du nombre de faucons est due </span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">- à la mise en place d’une loi protégeant les faucons en 1976 </span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">et </span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">- à la mise en place d’une campagne de reproduction en captivité suivie d’une réintroduction en milieu naturel depuis 2004.</span></span></i></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">5) Résume les actions de l’Homme que tu viens d’étudier, et pour chaque action, précise son influence sur la reproduction sexuée des espèces et sur la biodiversité.</span></span></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><i><span style="font-family:"Arial","sans-serif""><span style="color:#006600">Avec la pollution l’Homme peut diminuer la biodiversité en augmentant le nombre de petits morts nés (cas du dauphin) mais l’Homme peut aussi augmenter la biodiversité en réintroduisant les faucons.</span></span></i></span></span></p>
<p style="margin-left:35.4pt; margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif"">6) Complète le bilan à trous </span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><b><u><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">Bilan :</span></span></span></u></b></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">L’Homme peut influer sur la reproduction sexuée en nuisant à la pérennité d’une </span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">espèce en :</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">- …</span></span></span></span></span></span><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">utilisant des substances toxiques (DDT, PCB, cas du dauphin et du faucon)</span></span></span><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">…</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">- …</span></span></span></span></span></span><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">détruisant des habitats (vieux bâtiments, cas du faucon)</span></span></span><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">…</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">Ou</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">s’assurer du maintien d’une espèce en :</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">- …</span></span></span></span></span></span><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">interdisant des substances toxiques (DDT, PCB, cas du dauphin et du faucon)</span></span></span><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">…</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
<p style="margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">- …</span></span></span></span></span></span><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">faisant des lois pour protéger des espèces (cas du faucon)</span></span></span><span style="font-size:12pt"><span style="tab-stops:149.8pt"><span style="font-family:"Times New Roman","serif""><span style="font-size:14.0pt"><span style="font-family:"Arial","sans-serif""><span style="color:red">…</span></span></span></span></span></span></p>
<p style="margin:0cm 0cm 0.0001pt"> </p>
Germination des graines - 6C - année 2020-2021
urn:md5:02a2f54bf50fd5efc9cf33bbb163ea2c
2021-02-13T19:40:00+01:00
2021-02-28T14:18:06+01:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
sixièmes
expériencesgerminationgrainessixièmestémoin
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Bonjour à tous, les graines de la sixième C ayant bien germé en quelques jours, j'ai pris quelques photos publiées ici</p>
<p style="text-align: center;">(au cas où les graines ne survivent pas au reste des vacances).</p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><span style="color:#2ecc71;"><strong>Comment expliquer qu’une graine laissée dans le sol en début d’hiver ne germe qu’au printemps suivant ?</strong></span></p>
<p style="text-align: center;"><span style="color:#2ecc71;"><strong>De quoi les graines ont besoin pour germer ?</strong></span></p>
<p style="text-align: center;"><span style="color:#2ecc71;"><strong>Qu'attendent les graines pour germer ?</strong></span></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"> </p>
<ul>
<li><span style="color:null;">Pour répondre à ce problème, les <u><strong>hypothèses</strong></u> qui ont été proposées en classe sont les suivantes :</span></li>
</ul>
<p><span style="color:null;">Je pense que pour germer les graines ont besoin de :</span></p>
<p><span style="color:null;"> - <span style="background-color:#e74c3c;">chaleur</span></span></p>
<p><span style="color:null;"> - <span style="background-color:#f1c40f;">lumière</span></span></p>
<p><span style="color:null;"> - <span style="background-color:#3498db;">pluie / eau</span></span></p>
<p><span style="color:null;"> - <span style="background-color:#999999;">terre</span></span></p>
<p><span style="color:null;"><span style="background-color:null;"> - </span><span style="background-color:#e67e22;">amour</span></span></p>
<p> </p>
<p> </p>
<ul>
<li>Pour vérifier ces hypothèses, il suffit de faire des <u><strong>expériences</strong></u> de germination, mais ATTENTION :</li>
</ul>
<p>-<span style="color:#e74c3c;"><strong> ATTENTION N°1 : Lorsque plusieurs hypothèses sont proposées, nous ne pouvons en tester qu’une seule à la fois : on ne fait varier qu’un seul paramètre à chaque fois</strong></span>.<br />
-<span style="color:#e74c3c;"><strong> ATTENTION N°2 : </strong></span> Il faut toujours faire une manipulation <u><strong>témoin</strong></u> pour vérifier si le paramètre testé avait une influence ou non.<br />
Pour vérifier si la graine a besoin d’eau pour germer il faut la mettre avec de l’eau et sans eau, peut-être qu’elle va germer sans eau…. on saura alors que l’eau n’était pas nécessaire …. ! ! C’est ce que l’on appelle le témoin.</p>
<p> </p>
<p> </p>
<ul>
<li>Réalisation des expériences :</li>
</ul>
<p>Les élèves ont formé des groupes, autant que d'hypothèses.</p>
<p> </p>
<p>Ils ont pris un pot en verre dans lequel ils ont mis de la terre et <u><strong>plusieurs</strong></u> (4) graines (de lentille), ils ont arrosé, et mis le pot sur un radiateur proche d'une lampe et d'une fenêtre. Pour ma part, j'avais comme mission de parler gentiment à ces graines tous les jours pour leur apporter de l'amour :D</p>
<p>Les graines ont donc de la <span style="background-color:#999999;">terre</span>, la <span style="background-color:#e74c3c;">chaleur</span> du radiateur, la <span style="color:null;"><span style="background-color:#f1c40f;">lumière</span></span> de la lampe ou du soleil à travers la vitre, de l<span style="background-color:#3498db;">'eau</span> et de l'<span style="background-color:#e67e22;">amour</span> grâce à mes gentilles paroles quotidiennes.</p>
<p><u><strong>Si la graine ne germe pas</strong></u>, c'est qu'il manque quelque chose<strong> </strong><u><strong>ou</strong></u> qu'il y a quelque chose en trop... Et <u><strong>si la graine germe</strong></u>, c'est peut être qu'elle a tout ce qui lui est nécessaire pour germer <u><strong>dont</strong></u> des éléments inutiles.....</p>
<p> </p>
<p>Pour savoir ce qui est vraiment nécessaire à la graine, après avoir fait une expérience où on a mis toutes les conditions pour faire germer la graine, certains élèves ont préparé des expériences en enlevant un élément, un paramètre, une hypothèse :</p>
<p>- pour vérifier l'hypothèse : "<span style="color:null;">Je pense que pour germer la graine a besoin de :</span><span style="color:null;"> soleil source de <span style="background-color:#e74c3c;">chaleur</span><span style="background-color:null;">", il faut faire l'expérience "sans chaleur", "sans radiateur", donc mettre le pot avec les graines au réfrigérateur....</span></span></p>
<p>- pour vérifier l'hypothèse : "<span style="color:null;">Je pense que pour germer la graine a besoin de :</span><span style="color:null;"> soleil source de <span style="background-color:#f1c40f;">lumière</span><span style="background-color:null;">", il faut faire l'expérience "sans lumière", donc il faut envelopper le pot d'aluminium, ou mettre le pot dans une boîte à chaussures et laisser ce pot sur le radiateur (la solution du pot dans le placard pose le soucis de la source de chaleur ... il n'y a pas de radiateur dans le placard...)</span></span></p>
<p>- pour vérifier l'hypothèse : "<span style="color:null;">Je pense que pour germer la graine a besoin de <span style="background-color:#3498db;">pluie / eau</span><span style="background-color:null;">", il faut faire l'expérience "sans eau", donc ne pas arroser la graine...</span></span></p>
<p>- pour vérifier l'hypothèse : "<span style="color:null;">Je pense que pour germer la graine a besoin de <span style="background-color:#999999;">terre</span><span style="background-color:null;">", il faut faire l'expérience sans terre, en mettant les graines dans le pot sans rien (ou dans du coton, mais dans la nature la graine s'en sort très bien sans coton....)</span></span></p>
<p>- pour vérifier l'hypothèse : "<span style="color:null;">Je pense que pour germer la graine a besoin d'<span style="background-color:#e67e22;">amour</span><span style="background-color:null;">", il faut faire l'expérience sans amour...., j'ai donc pour mission de très mal parler à des graines dans un pot en particulier...., je m'applique donc à dire chaque matin à un pot que ses graines ne sont pas belles....</span></span></p>
<p> </p>
<p> </p>
<ul>
<li>Schématisation des expériences :</li>
</ul>
<p>Un schéma de l'expérience avec tous les paramètres a été réalisé en classe.</p>
<p>Ce schéma peut ressembler à celui-ci :</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/schema_exp_germination.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.schema_exp_germination_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;">Il manque juste sur ce schéma une personne qui parle avec gentillesse aux graines.</p>
<p> </p>
<p>Il faut noter l'existence d'un certain nombre de différences entre schéma et dessin :</p>
<table border="1" cellpadding="1" cellspacing="1" height="277" width="508">
<tbody>
<tr>
<td style="text-align: center;">DESSIN</td>
<td style="text-align: center;">SCHEMA</td>
</tr>
<tr>
<td> couleurs interdites </td>
<td>
<p> couleurs informatives : rouge = chaud / bleu = eau</p>
</td>
</tr>
<tr>
<td> à main levée</td>
<td> avec une règle</td>
</tr>
<tr>
<td> respect des formes et proportions </td>
<td>
<p> utilisation de formes géométriques, certains éléments sont exagérés pour plus de visibilité</p>
</td>
</tr>
</tbody>
</table>
<p> </p>
<p> </p>
<ul>
<li>Les pots ont donc été mis à germer :</li>
</ul>
<p style="text-align: center;"> </p>
<p style="text-align: center;">Pot "avec tout" (eau + chaleur + lumière + terre + amour)</p>
<p style="text-align: center;">Pot "sans lumière" (donc enveloppé dans de l'aluminium)</p>
<p style="text-align: center;">Pot "sans eau" (donc non arrosé)</p>
<p style="text-align: center;">Pot "sans terre" (sans rien du tout ou avec coton)</p>
<p style="text-align: center;">Pot "sans chaleur" (donc au réfrigérateur)</p>
<p style="text-align: center;">Et un pot "sans amour" (auquel je parle très mal)</p>
<p> </p>
<p> </p>
<ul>
<li>Résultats des expériences :</li>
</ul>
<p> </p>
<p>Pot "avec tout" (eau + chaleur + lumière + terre + amour)</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4130.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4130_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4131.JPG"><img alt="" class="media" height="208" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4131_m.jpg" style="margin: 0px auto; display: table; float: left;" width="277" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4132.JPG"> </a></p>
<p> </p>
<p> </p>
<p> <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4132.JPG"><img alt="" class="media" height="207" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4132_m.jpg" style="margin: 0px auto; display: table; float: left;" width="273" /></a> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>Pot "sans lumière" (donc enveloppé dans de l'aluminium)</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4126.JPG"><img alt="" class="media" height="235" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4126_m.jpg" style="margin: 0px auto; display: table; float: left;" width="314" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4127.JPG"><img alt="" class="media" height="229" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4127_m.jpg" style="margin: 0px auto; display: table;" width="304" /></a></p>
<p> </p>
<p> </p>
<p>Pot "sans eau" (donc non arrosé)</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4135.JPG"><img alt="" class="media" height="220" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4134_m.jpg" style="margin: 0px auto; display: table; float: left;" width="293" /> <img alt="" class="media" height="216" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4135_m.jpg" style="margin: 0px auto; display: table;" width="285" /></a></p>
<p> </p>
<p> </p>
<p>Pot "sans terre" (avec coton)</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4123.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4123_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p> </p>
<p>Pot "sans terre" (sans rien du tout)</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4124.JPG"><img alt="" class="media" height="227" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4124_m.jpg" style="margin: 0px auto; display: table; float: left;" width="302" /></a><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4125.JPG"><img alt="" class="media" height="185" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4125_m.jpg" style="margin: 0px auto; display: table;" width="247" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p>Pot "sans chaleur" (donc au réfrigérateur)</p>
<p style="text-align: center;">Ce pot est resté dans le réfrigérateur du collège....</p>
<p> </p>
<p> </p>
<p>Pot "sans amour" (auquel je parle très mal)</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4128.JPG"><img alt="" class="media" height="262" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4128_m.jpg" style="margin: 0px auto; display: table; float: left;" width="348" /></a></p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4129.JPG"><img alt="" class="media" height="206" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4129_m.jpg" style="margin: 0px auto; display: table;" width="275" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p>En résumé, voici les graines qui ont germé :</p>
<p> </p>
<p style="text-align: center;">sans lumière / sans terre mais avec coton / sans terre ni coton / sans amour / avec tout</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/IMG_4133.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.IMG_4133_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p style="text-align: center;">Vous pouvez donc déjà vous faire une petite idée de ce qui est nécessaire pour qu'une graine germe .... sachant qu'il nous manque l'information sur la chaleur...</p>
<p> </p>
<p> </p>
<p>ça grandit ! ! :</p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/20210217_2058262.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.20210217_2058262_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/20210217_2058371.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.20210217_2058371_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/20210218_0801383.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.20210218_0801383_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
Bilan des ateliers "boules de noël"
urn:md5:c24c581ba315345d51b69abe65b89d38
2020-12-27T16:04:00+01:00
2020-12-27T16:45:54+01:00
Madame LE GALLES (Collège St Apolline - Courdimanche (95))
concours
<p> </p>
<h2 style="text-align: center;"> </h2>
<h2 style="text-align: center;"><span style="color:#3498db;">Bilan des ateliers "boules de noël"</span></h2>
<p> </p>
<p style="text-align: center;"><strong>Plus d'une centaine d'élèves du collège Ste Apolline a participé au projet des "ateliers boules de noël" qui consistait à recycler des bouteilles en plastique pour en faire des boules de noël.</strong></p>
<p> </p>
<p> </p>
<p>Le principe de l'atelier était le suivant :</p>
<p> </p>
<p>- après avoir fait des incisions au cutter dans des bouteilles en plastique, on découpait des anneaux de plastique dans ces bouteilles :</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0026.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0026_s.jpg" style="margin: 0px auto; display: table; float: left;" /></a></p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0025.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0025_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"> </p>
<p>- les anneaux en plastique étaient ensuite perforés à 2 endroits opposés</p>
<p> </p>
<p>- puis, il fallait décorer les anneaux :</p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0033.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0033_s.jpg" style="margin: 0px auto; display: table; float: left;" /></a></p>
<p style="text-align: center;"> </p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0027.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0027_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p style="text-align: center;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0034.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0034_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0036.JPG"><img alt="" class="media" height="227" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0036_m.jpg" style="margin: 0px auto; display: table; float: left;" width="302" /></a></p>
<p> </p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0037.JPG"><img alt="" class="media" height="226" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0037_m.jpg" style="margin: 0px auto; display: table;" width="302" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0031.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0031_s.jpg" style="margin: 0px auto; display: table; float: left;" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0030.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0030_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p>- la dernière étape, une des plus compliquées, consistait à assembler les anneaux en introduisant une attache parisienne dans les différents anneaux au niveau de leur perforation :</p>
<p><strong><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0032.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0032_s.jpg" style="margin: 0 auto; display: table;" /></a></strong></p>
<p> </p>
<p>Certains élèves, adeptes des travaux manuels, sont venus avec leur propre matériel de décoration : </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0038.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0038_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p> </p>
<p>Quelques boules en cours de réalisation :</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0039.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0039_s.jpg" style="margin: 0px auto; display: table; float: left;" /></a></p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0040.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0040_s.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p>Quelques exemples de boules terminées :</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0041.JPG"><img alt="" class="media" height="227" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0041_m.jpg" style="margin: 0px auto; display: table; float: left;" width="302" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0029.JPG"><img alt="" class="media" height="228" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0029_s.jpg" style="margin: 0px auto; display: table;" width="303" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0035.JPG"><img alt="" class="media" height="227" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0035_m.jpg" style="margin: 0px auto; display: table;" width="302" /></a></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0043.JPG"><img alt="" class="media" height="226" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0043_m.jpg" style="margin: 0px auto; display: table; float: left;" width="301" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> <span style="color:#3498db;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0042.JPG"><img alt="" class="media" height="226" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0042_m.jpg" style="margin: 0px auto; display: table;" width="301" /></a></span></p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0028.JPG"><img alt="" class="media" height="227" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0028_m.jpg" style="margin: 0px auto; display: table; float: left;" width="302" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>Les "boules de noël" pouvaient être de forme carré ou losangique en fonction de la bouteille plastique utilisée :</p>
<p> </p>
<p><span style="color:#3498db;"><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0044.JPG"><img alt="" class="media" height="226" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0044_m.jpg" style="margin: 0px auto; display: table; float: left;" width="302" /></a></span></p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0045.JPG"><img alt="" class="media" height="226" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0045_m.jpg" style="margin: 0px auto; display: table;" width="301" /> </a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p>Certains élèves ont souhaité accrocher leur création au sapin de noël du collège :</p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0047.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0047_m.jpg" style="margin: 0px auto; display: table; float: left;" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> <a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/101_0046.JPG"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.101_0046_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p><a class="media-link" href="http://blog.ac-versailles.fr/legallessvt/public/Rocky_pat_patrouille.jpg"><img alt="" class="media" src="http://blog.ac-versailles.fr/legallessvt/public/.Rocky_pat_patrouille_m.jpg" style="margin: 0 auto; display: table;" /></a></p>
<p> </p>
<p>Comme dirait Rocky de la Pat'patrouille :</p>
<p>« Recycler c'est bien joué ! » </p>
<p>« Au lieu de jeter vaut mieux recycler ! »</p>