RPI Larré -Ménil Erreux-Semallé - Classe de Mélanie
2022-03-08T17:16:32+01:00
urn:md5:3159f78f2d468d5a39dd5e0af04799e0
Dotclear
Plantations
urn:md5:9737f80dcbb24101fc95386ac65eff4f
2021-06-13T23:34:00+02:00
2021-06-13T22:36:02+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Dans la classe des TPS, PS, MS, nous plantons des graines de radis et nous découvrons le conte : Jack et le haricot magique.</p> <figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210528_160007.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210528_160007_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210604_101243.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210604_101243_s.jpg" /></a></figure>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210604_102618.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210604_102618_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210604_102755.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210604_102755_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210604_103317.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210604_103317_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210604_103833.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210604_103833_s.jpg" /></a></figure>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210610_103924.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210610_103924_s.jpg" /></a></figure>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210610_105333.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210610_105333_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/20210610_105340.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/juin/.20210610_105340_s.jpg" /></a></figure>
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<p> </p>
La chenille qui fait des trous
urn:md5:9751782f5c7ea7b82b6c8ecb421eff39
2021-05-27T21:58:00+02:00
2021-06-27T22:15:57+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>La classe de TPS-PS-MS découvre la vie d'une chenille et apprend les jours de la semaine.</p> <p> </p>
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<p>Une chenille s'est invitée dans notre classe et y a fait son cocon.</p>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210520_153838.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210520_153838_s.jpg" /></a></figure>
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<p>Les petits ont réalisé des soleils à la manière d'Eric Carle.</p>
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Bonne fête aux mamans!
urn:md5:f11941b937d3ebab265a2be22bb7cf43
2021-05-27T21:28:00+02:00
2021-05-27T21:11:16+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Les enfants ont réalisé des surprises pour leur maman.</p>
<p>(Attention n'ouvrez pas ce message avant dimanche!)</p> <p>Les classes de maternelle ont fabriqué de jolis colliers et une carte.</p>
<p>Ils ont aussi appris un poème à réciter dimanche.</p>
<p> </p>
<p>Voici le travail de la classe des plus jeunes :</p>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210506_104417.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210506_104417_s.jpg" /></a></figure>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210506_104958.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210506_104958_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210510_100756.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210510_100756_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210510_103251.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210510_103251_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210517_100607.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210517_100607_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210517_102028.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210517_102028_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210517_103802.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210517_103802_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210517_103804.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210517_103804_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210525_152245.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210525_152245_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210525_164507.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210525_164507_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210525_164520.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210525_164520_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210525_164524.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210525_164524_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210525_164357.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210525_164357_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210527_102547.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210527_102547_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210527_102703.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210527_102703_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210520_103208.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210520_103208_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210520_153834.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210520_153834_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210520_153409.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210520_153409_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210521_100225.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210521_100225_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210527_103833.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210527_103833_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210527_103937.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210527_103937_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210527_152015.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210527_152015_s.jpg" /></a></figure>
<p> </p>
Tournicotte : les boucles
urn:md5:0ac3d3788d2c0c64d285f58ef393b9e5
2021-05-07T18:40:00+02:00
2021-05-07T18:40:00+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Les MS ont appris à tracer des boucles.</p> <figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_101459.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_101459_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210506_135452.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210506_135452_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210506_135501.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210506_135501_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210507_171845.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210507_171845_s.jpg" /></a></figure>
<p> </p>
Les jeux de lancer
urn:md5:457017aa179c5859dc74b949a718182f
2021-05-05T22:09:00+02:00
2021-05-05T21:10:25+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Les jeux de lancer sont l'occasion pour les MS d'apprendre à compter les points.</p> <p> </p>
<p> </p>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_110110.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_110110_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_110152.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_110152_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_110214.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_110214_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_110240.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_110240_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_135330.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_135330_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210503_135253.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210503_135253_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/20210504_141259.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/avril/.20210504_141259_s.jpg" /></a></figure>
<p> </p>
Classe à la maison TPS-PS-MS Vendredi 9 avril
urn:md5:84df02dc2e20fa3cf1cb3a8867ec6395
2021-04-09T05:34:00+02:00
2021-04-09T05:34:00+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Vendredi 9 avril, nous finissont le projet "Petite taupe ouvre-moi ta porte".</p>
<p>C'est au tour des enfants de raconter l'histoire!</p> <div style="float: left; margin: 0 1em 1em 0;">
<video controls="" height="300" preload="auto" width="400"><source src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/continuite_pedagogique/avril/PS_MS_2021-04-09.mp4" /></video>
</div>
<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>
<div>
<div class="post-content">
<p>Pour vendredi, les enfants :</p>
- écouteront l'histoire "Petite taupe ouvre-moi ta porte!" en entier.</div>
<div class="post-content">https://www.youtube.com/watch?v=FgL2B6MyfZA</div>
<div class="post-content"> </div>
<div class="post-content">- raconteront l'histoire avec les marottes en utilisant les mots appris. L'adulte cochera les mots utilisés sur la fiche dans le cahier bleu.</div>
<div class="post-content">Si vous le voulez vous pouvez m'envoyer un extrait de sa prestation en vidéo (Malheureusement, la boite mail académique ne permet pas l'envoi de fichiers volumineux).</div>
</div>
<div> </div>
<div>- cuisineront une mousse au chocolat. La recette peut être réalisée pendant les vacances si vous n'avez pas tous les ingrédients aujourd'hui.</div>
<div>http://ekladata.com/QMy282d9_-Hv29JuIhqe0X4tU4g/mousse-chocolat.pdf</div>
<div> </div>
<div>- danseront sur la chanson de Mandarine, le Boogie-Woogie : https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/continuite_pedagogique/avril/03_Boogie_woogie.mp3</div>
<div>
<p>Pour les MS qui auraient envie de travailler plus et les familles qui auraient un peu de temps, les enfants prendront la fiche "Structurer sa pensée" avec les canapés ayant déjà quelques animaux et les petits animaux à découper. Ils devront compléter le nombre d'animaux demandé sur chaque canapé. Les animaux d'un même canapé doivent être tous différents. (Cette activité est plus difficile que celle de jeudi, il est naturel qu'elle pose plus de problèmes. Ne vous inquiétez pas. )</p>
</div>
<div>Je reste à votre disposition pour toute question.</div>
<div> </div>
<div>Je souhaite à tous les enfants de bonnes vacances et bon courage aux parents.</div>
<div>Je vous retrouverai avec plaisir le 26 avril.</div>
<div>Prenez soin de vous.</div>
<div> </div>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
Classe à la maison TPS-PS-MS Jeudi 8 avril 2021
urn:md5:e38f0507581917e4cf9293a6d1012bfe
2021-04-08T08:23:00+02:00
2021-04-08T10:23:54+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Jeudi, nous découvrons enfin la fin de l'histoire "Petite taupe ouvre-moi ta porte".</p> <div>
<div>
<div style="float: left; margin: 0 1em 1em 0;">
<video controls="" height="300" preload="auto" width="400"><source src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/continuite_pedagogique/avril/PS_MS_2021-04-08.mp4" /></video>
</div>
<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>
<p> </p>
<p>Jeudi, les enfants :</p>
<div class="post-content">- découvriront tout le lexique utile pour comprendre l'histoire "Petite taupe ouvre-moi ta porte". Les enfants connaissent, en général, les mots et expressions jusqu'au loup. Ils doivent donner le mot ou l'expression exacte. Après le loup, l'adulte veillera à lui donner les nouveaux mots.</div>
<div class="post-content"><a href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/continuite_pedagogique/avril/LEXIQUE_Petite_taupe_ouvre-moi_ta_porte_.pdf">LEXIQUE Petite taupe ouvre-moi ta porte!.pdf</a></div>
<div class="post-content"> </div>
<div class="post-content"> </div>
<div class="post-content">- écouteront l'histoire en entier.</div>
<div class="post-content">https://www.youtube.com/watch?v=FgL2B6MyfZA</div>
<div class="post-content"> Ils pourront exprimer leur ressenti vis à vis de la fin de l'histoire puis la jouer avec les marottes.</div>
<div class="post-content"> </div>
<div class="post-content">- prendront la fiche "Structurer sa pensée" avec les canapés vides et les petits animaux à découper. Ils devront coller le nombre d'animaux demandé sur chaque canapé. Les animaux d'un même canapé doivent être tous différents. (facultatif pour les TPS )</div>
<div class="post-content"> </div>
- danseront sur la chanson de Mandarine, le Boogie-Woogie.
<div class="post-content"> </div>
<div class="post-content">Pour les MS qui auraient envie de travailler plus et pour les familles qui auraient un peu de temps, les enfants peuvent prendre la feuille "Chacun sa famille". Nous avons travaillé sur les mot ayant la même syllabe d'attaque (même première syllabe) et ils réussissent bien. Cet exercice permettra d'entretenir leur écoute. Les mots de référence sont : panier , bouton , épée, canard. Ils doivent compter les syllabes des mots à découper et se concentrer sur la première syllabe pour l'identifier et la comparer aux mots de référence.</div>
<div class="post-content"> </div>
</div>
</div>
<div>Je reste à votre disposition pour toute question.</div>
<div> </div>
<p>Bonne journée</p>
<div> </div>
<div> </div>
Classe à la maison TPS-PS-MS mardi 6 avril 2021
urn:md5:ba1d5a1f1acd6d76a8ca7cb59c409159
2021-04-06T06:35:00+02:00
2021-04-06T06:35:00+02:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<div>Cette semaine, votre enfant va vivre une semaine d'école particulière. Mardi, jeudi et vendredi, je vous proposerai des activités à faire avec votre enfant.</div>
<div>
<div class="post-content">
<p>Les activités que je vous propose ne doivent pas durer trop longtemps mais permettent aux enfants de rester en lien avec l'école.</p>
</div>
</div> <div class="post-content">
<p>Aujourd'hui, je vous propose :</p>
- de regarder la vidéo du jour avec votre enfant :</div>
<div class="post-content">
<div style="float: left; margin: 0 1em 1em 0;">
<video controls="" height="300" preload="auto" width="400"><source src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/continuite_pedagogique/avril/PS_MS_2021-04-06.mp4" /></video>
</div>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
<p> </p>
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</div>
<div class="post-content">- de chanter Gribouille la grenouille (feuille de chant dans le cahier bleu).</div>
<div class="post-content">- de lancer le diaporama "Petite taupe ouvre-moi ta porte -module 6" ( http://ekladata.com/6pZ3522M7wqbttgZhrTlxNFHpEs/Complement-methode-Narramus-module-6.pdf ).</div>
<div class="post-content">L'adulte lit le texte et l'enfant devra se rappeler l'animal caché derrière la porte au fur et à mesure de l'avancée de l'histoire. Il y a deux niveaux de difficulté. Soit l'enfant trouve sans aide soit à la diapositive suivante, il choisit parmi les illustrations.</div>
<div class="post-content">- de prendre la fiche mise à votre disposition dans le cahier bleu puis découper et coller les illustrations des personnages dans l'ordre de leur arrivée dans l'histoire. (facultatif pour les TPS)</div>
<div class="post-content"><img alt="" height="312" src="data:image/png;base64,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" width="465" /></div>
<div class="post-content"> </div>
<div class="post-content">Si votre enfant le souhaite il peut jouer l'histoire avec les marottes dans l'enveloppe. Attention à les ranger ensuite pour la fin de semaine.<br />
Les enfants découvriront la fin de l'histoire jeudi.</div>
<div class="post-content"> </div>
<div class="post-content">Bonne journée</div>
Concours : Le monde de demain est entre nos mains
urn:md5:9c7b3f4e39efb1b8927506cc8ca83a90
2021-03-30T23:18:00+02:00
2021-03-30T22:25:13+02:00
ce0610507
Classe de Mélanie
MS-GS
TPS-PS-MS
<p>Les deux classes de l'école de Ménil-Erreux ont participé au concours organisé par l'école des loisirs et relayé par la librairie Le Passage.</p>
<p>Le but était de sensibiliser les enfants à la nature.</p> <p>Voici le lien vers le site présentant le concours.</p>
<p>https://www.ecoledesloisirs.fr/monde-demain-est-entre-nos-mains</p>
<p> </p>
<p>Chaque classe devait choisir un thème et au moins un album jeunesse pour réaliser une production collective en volume à partir d'objets recyclés.</p>
<p>Dans la classe des TPS-PS-MS, nous avons travaillé sur le thème de la campagne et nous avons choisi l'album "La famille souris et le potiron.</p>
<p>Les enfants ont réalisé une oeuvre montrant l'habitat des souris (illustré sous terre) et la culture du potiron sur la terre.</p>
<p>Pour celà, ils ont utilisé un carton, de la barbotine (eau+ argile) mélangée à des bouts de vieux draps, un ballon usé, une boîte à oeufs, des bouchons de liège...</p>
<p>Chaque enfant a choisi une souris de "la famille souris" de Kasuo Iwamura et l'a peinte sur un bouchon.</p>
<p>Voici des photos de la réalisation :</p>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__1_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__1__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__2_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__2__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__3_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__3__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__4_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__4__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__5_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__5__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__7_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__7__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__8_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__8__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__9_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__9__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__10_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__10__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__11_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__11__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__12_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__12__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__13_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__13__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__14_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__14__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__16_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__16__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__17_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__17__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__18_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__18__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__20_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__20__s.jpg" /></a></figure>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__22_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__22__s.jpg" /></a></figure>
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<p>La classe des MS-GS a aussi participé en réalisant un arbre.</p>
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<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__6_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__6__s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/concours__19_.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/mars/.concours__19__s.jpg" /></a></figure>
<p> </p>
Des gaufres pour les anniversaires de février
urn:md5:143e4f55b31adbdde9d8ccbb5f7548ee
2021-02-21T07:21:00+01:00
2021-02-21T07:25:06+01:00
ce0610507
Classe de Mélanie
TPS-PS-MS
<p>Dans les classes de maternelle, en parallèle, nous avons confectionné des gaufres en février.</p> <p>Nous avons lu la recette, associé chaque ingrédient et ustensile de la recette à l'objet réel.</p>
<p>Nous nous sommes lavés les mains et nous avons cuisiné.</p>
<p>Nous avons fêté les anniversaires et dégusté nos gaufres.</p>
<p>Voici des photos des TPS-PS-MS en action :</p>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_095245.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_095245_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_100537.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_100537_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_100557.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_100557_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_102035.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_102035_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_100851.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_100851_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_101405.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_101405_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_101744.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_101744_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_101944.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_101944_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_103004.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_103004_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_103117.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_103117_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_103531.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_103531_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_103716.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_103716_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_103752.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_103752_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_151454.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_151454_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_153911.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_153911_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_154246.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_154246_s.jpg" /></a></figure>
<figure style="float: left; margin: 0 1em 1em 0;"><a class="media-link" href="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/20210218_154249.jpg"><img alt="" class="media" src="https://blogs.ac-normandie.fr/rpi-larre-menilerreux-semalle/public/classe_de_Melanie/2020-2021/gaufres/.20210218_154249_s.jpg" /></a></figure>
<p> </p>