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	<title>ape-japon.net</title>
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	<link>http://www.ape-japon.net</link>
	<description>Association des Parents d&#039;Elèves du Lycée franco-japonais de Tokyo - APE-Fapée</description>
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		<title>Compte-rendu Commission Cantine du 26 janvier 2012</title>
		<link>http://www.ape-japon.net/2012/02/02/compte-rendu-commission-cantine-du-26-janvier-2012/</link>
		<comments>http://www.ape-japon.net/2012/02/02/compte-rendu-commission-cantine-du-26-janvier-2012/#comments</comments>
		<pubDate>Thu, 02 Feb 2012 08:28:50 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bulletins d'informations]]></category>
		<category><![CDATA[Commissions Cantine]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2196</guid>
		<description><![CDATA[&#160; La Commission cantine s&#8217;est réunie le jeudi 26 janvier. Étaient présents : M. Sugimoto, chef des cuisines, M. Jorge, Mesdames Dupeyron et Gardies pour l&#8217;AF, et Mme Baero pour l&#8217;APE. «Une nouveauté sur le site de l&#8217;école : en consultant le menu du mois vous pourrez prendre connaissance de l&#8217;origine des denrées utilisées lors [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.ape-japon.net/wp-content/uploads/2009/06/fourchette.jpg"><img class="wp-image-646 aligncenter" title="fourchette" src="http://www.ape-japon.net/wp-content/uploads/2009/06/fourchette.jpg" alt="" width="146" height="220" /></a></p>
<p>&nbsp;</p>
<p style="text-align: justify;"><span style="color: #000080;"><strong>La Commission cantine s&#8217;est réunie le jeudi 26 janvier.</strong></span></p>
<p style="text-align: justify;">Étaient présents : M. Sugimoto, chef des cuisines, M. Jorge, Mesdames Dupeyron et Gardies pour l&#8217;AF, et Mme Baero pour l&#8217;APE.</p>
<p style="text-align: justify;"><em><strong><span style="color: #ff0000;">«Une nouveauté sur le site de l&#8217;école : en consultant le menu du mois vous pourrez prendre connaissance de l&#8217;origine des denrées utilisées lors du mois précédent. »</span></strong></em></p>
<p style="text-align: justify;">Cette information ne peut être donnée qu&#8217;après réception des produits livrés par le fournisseur, et sera donc communiquée mensuellement en même temps que le menu du mois suivant.</p>
<p style="text-align: justify;">Nous remercions vivement l&#8217;école de cette initiative car elle répondra aux interrogations de nombreux parents quant à l&#8217;origine des produits.</p>
<p style="text-align: justify;">
<p style="text-align: justify;"><span style="color: #0000ff;"><strong><span style="text-decoration: underline;">Menu du mois de janvier</span></strong></span></p>
<p style="text-align: justify;"><span style="color: #0000ff;"><strong>Remarques :</strong></span></p>
<p style="text-align: justify;"><span style="color: #0000ff;">- Le thon grillé, la ratatouille ont été bien appréciés.</span></p>
<p style="text-align: justify;"><span style="color: #0000ff;">- Les élèves de Ryuhoku ont bien mangé le gigot de mouton du jeudi 19 janvier.</span></p>
<p style="text-align: justify;"><span style="color: #0000ff;">- Plusieurs enfants ont été un peu déçus des gaufres, car elles étaient fourrées à la crème pâtissière.</span></p>
<p style="text-align: justify;">
<p style="text-align: justify;"><span style="color: #800080;"><strong>Menu du mois de Février&#8230;<span id="more-2196"></span></strong></span></p>
<p style="text-align: justify;"><span style="color: #800080;"><strong><span style="text-decoration: underline;">Précisions et modifications apportées : </span></strong></span></p>
<p style="text-align: justify;"><span style="color: #800080;">- Lundi 6 février : les saucisses de porc viennent du Danemark, les saucisses au poulet sont faites maison.</span></p>
<p style="text-align: justify;"><span style="color: #800080;">- Vendredi 10 février : le menu a été modifié car deux menus japonais auraient été servis à la suite.  Nous avions aussi remarqué que le poisson n&#8217;avait pas été prévu dans la semaine : donc pour le vendredi les enfant auront du thon à la basquaise servis avec de l&#8217;Ebly, généralement appréciés.</span></p>
<p style="text-align: justify;"><span style="color: #800080;">- Mardi 14 février : les lasagnes sont au boeuf, le dessert : à la place de la poire au sirop un fruit frais, « la mangue », sera servi aux élèves.</span></p>
<p style="text-align: justify;"><span style="color: #800080;">- Vendredi 17 février : le curry sera au poulet,  initialement était prévu du boeuf  mais nous avons demandé le changement car les enfants auraient eu trop souvent du boeuf servi dans la même semaine.  </span></p>
<p style="text-align: justify;">
<p style="text-align: center;"><span style="color: #008000;"><em><strong>&laquo;&nbsp;Événement à venir  à ne pas manquer&nbsp;&raquo; </strong></em></span></p>
<p style="text-align: justify;">Parents à vous de participer si vous le souhaitez !!!</p>
<p style="text-align: justify;">Lors de la deuxième semaine de mars, du 12 au 16 mars, chaque jour deux parents par association auront la possibilité de venir déjeuner sur le site de leur choix, Fujimi ou Ryuhoku.</p>
<p style="text-align: justify;">-  Une présentation des cuisines sera faite, suivie du repas.</p>
<p style="text-align: justify;">-  A partir de 11h30 pour Fujimi et 11h45 pour Ryuhoku.</p>
<p style="text-align: justify;">-  Le prix du repas fixé par le LFJT est de 1300 yens.</p>
<p style="text-align: justify;">-  Les inscriptions se feront par email auprès de Madame Baero : abaero@gmx.de</p>
<p style="text-align: justify;">
<p style="text-align: justify;"><span style="color: #0000ff;">Prochaine commission cantine le jeudi 16 février.</span></p>
<p style="text-align: justify;"><span style="color: #0000ff;">Si vous souhaitez vous investir régulièrement en tant que parent à la commission cantine : une place est libre. Cela ne prend qu&#8217;une heure par mois.</span></p>
<p style="text-align: justify;">
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		<title>Parkings aux environs de Fujimi</title>
		<link>http://www.ape-japon.net/2012/01/31/parkings-aux-environs-de-fujimi/</link>
		<comments>http://www.ape-japon.net/2012/01/31/parkings-aux-environs-de-fujimi/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 07:55:14 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bulletins d'informations]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2192</guid>
		<description><![CDATA[Les auxiliaires de police patrouillent systématiquement la rue de l&#8217;école vers 15h, distribuant des contraventions pour stationnement interdit (amende 15000¥, pas de perte de point au permis si le propriétaire paye sans qu&#8217;il soit précisé qui était le conducteur). Pourtant il existe de nombreuses façons de se garer légalement aux environs de Fujimi : 1. [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Les auxiliaires de police patrouillent systématiquement la rue de l&#8217;école vers 15h, distribuant des contraventions pour stationnement interdit (amende 15000¥, pas de perte de point au permis si le propriétaire paye sans qu&#8217;il soit précisé qui était le conducteur).</p>
<p style="text-align: justify;">
<p style="text-align: justify;">Pourtant il existe de nombreuses façons de se garer légalement aux environs de Fujimi :</p>
<p style="text-align: justify;"><span style="color: #0000ff;"><strong>1. Parcmètres</strong></span></p>
<p style="text-align: justify;">300¥ par heure, maxi une heure, pendant les heures de fonctionnement. Voir <a href="http://www.keishicho.metro.tokyo.jp/kotu/pking/image/pdf/chiyoda.pdf">la carte</a> sur le site de la police.</p>
<p style="text-align: justify;">La zone 0591 (près de la gare de Iidabashi) est en fonctionnement de 9h à 19h et la rue ne précise pas d&#8217;interdiction en-dehors de ces heures : il est donc possible de s&#8217;y garer<strong> gratuitement et légalement</strong> entre 19h et 9h, ainsi que toute la journée les dimanche et jours fériés. Pas d&#8217;appareil pour faire de la monnaie.</p>
<p style="text-align: justify;">La zone 0502 est en fonctionnement de 7h à 20h, y compris dimanche et jours fériés.</p>
<p style="text-align: justify;">
<p style="text-align: justify;"><span style="color: #0000ff;"><strong>2. Parkings publics et privés</strong></span></p>
<p style="text-align: justify;">La carte est <a href="http://sasp.mapion.co.jp/m/tpark4/35.6939472_139.7513417_8/">ici</a>  !</p>
<p style="text-align: justify;"><span style="color: #0000ff;">*</span>A noter le<strong> tarif imbattable</strong> des parkings du Budokan et du Musée des Sciences dans le jardin Kitanomaru : 400¥ pour 3 heures, à partir de 8h30 : <a href="http://www.jsf.or.jp/eng/map/">http://www.jsf.or.jp/eng/map/</a></p>
<p style="text-align: justify;">
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		<title>Entrevue avec Ph. Wolf, inspecteur du primaire</title>
		<link>http://www.ape-japon.net/2012/01/22/entrevue-avec-ph-wolf-inspecteur-du-primaire/</link>
		<comments>http://www.ape-japon.net/2012/01/22/entrevue-avec-ph-wolf-inspecteur-du-primaire/#comments</comments>
		<pubDate>Sun, 22 Jan 2012 14:07:07 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Conseil d'Ecole]]></category>
		<category><![CDATA[Divers]]></category>
		<category><![CDATA[Les langues]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2183</guid>
		<description><![CDATA[Philippe Wolf, inspecteur du 1er degré, détaché par l’Éducation Nationale auprès du Ministères des Affaires Étrangères et de l&#8217;AEFE, couvre depuis Pékin 7 pays de la zone Asie-nord. L&#8217;école de Fujimi le reçoit pour sa mission annuelle du 16 au 20 janvier 2012. Les associations de parents d&#8217;élèves ont pu le rencontrer pour une courte [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><strong> </strong>Philippe Wolf, inspecteur du 1er degré, détaché par l’Éducation Nationale auprès du Ministères des Affaires Étrangères et de l&#8217;AEFE, couvre depuis Pékin 7 pays de la zone Asie-nord. L&#8217;école de Fujimi le reçoit pour sa mission annuelle du 16 au 20 janvier 2012. Les associations de parents d&#8217;élèves ont pu le rencontrer pour une courte entrevue, comme c&#8217;est coutume. Débat très instructif dans lequel il nous livre ses remarques d&#8217;inspection et répond à nos questions.</p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;"><span style="color: #000080;"><strong>Horaires des langues :</strong></span> l&#8217;inspecteur nous rappelle que l&#8217;horaire règlementaire des langues en cycle 3 est de 1h30, auxquelles le lycée de Tokyo peut ajouter 2h par dérogation dans le cadre de son programme spécifique, soit au total 3h30 et non pas 4h comme pratiquées actuellement. Il signale d&#8217;ailleurs que des modules de 1h sont trop longs pour des élèves de cet âge et préconise le retour aux modules usuels de 45mn.</p>
<p style="text-align: justify;"><em><span style="color: #000080;">APE :</span> nous sommes surpris puisque cela fait plusieurs années que 4h de langues sont dispensées au cycle 3 à Tokyo, pourquoi l&#8217;inspection met-elle aujourd&#8217;hui le doigt sur ce point ?</em></p>
<p><strong>&#8230;</strong><em><img title="Lire la suite…" src="http://www.ape-japon.net/wp-includes/js/tinymce/plugins/wordpress/img/trans.gif" alt="" /><span id="more-2183"></span></em></p>
<p style="text-align: justify;"><span style="color: #000080;"><strong>Informatique :</strong></span> l&#8217;inspecteur conseille l&#8217;installation de 6 ordinateurs dans chaque classe du primaire (soit 1 pour 4 élèves) plutôt que l&#8217;accès à une salle informatique (telle que prévue à Takinogawa) : cet outil doit faire partie du quotidien des élèves, ils doivent se l&#8217;approprier. Néanmoins il ne peut l&#8217;imposer puisque ceci nécessite un investissement, qui est du ressort des comités de gestion.</p>
<p style="text-align: justify;"><em><span style="color: #000080;">APE :</span> tout à fait d&#8217;accord, et le coût serait assez faible :</em><em> par exemple 5000¥/an/élève, en supposant une durée de vie du matériel de 5 ans et un prix initial de 100.000¥.</em></p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;">L&#8217;inspecteur se réjouit de la baisse du nombre de<strong> photocopies</strong> à Fujimi, l&#8217;écriture manuelle des devoirs à faire par l&#8217;élève participant au maintien du geste de l&#8217;écrit et à la capacité de prise de notes ; de la mise en œuvre réussie de l&#8217;aide personnalisée (&laquo;&nbsp;<strong>soutien</strong>&laquo;&nbsp;) en 4 fois 30 minutes par semaine ; de la remise en ordre suite à la &laquo;&nbsp;dérive&nbsp;&raquo; des<strong> devoirs écrits </strong>; et de la réactivité des équipes avec la mise en place dès cette année de<strong> Cerise Prim</strong> qui permettra non seulement la consultation électronique des livrets mais aussi l&#8217;augmentation de leur périodicité : dès la rentrée 2012 les évaluations seront de 5 par an, contre 3 actuellement, collant ainsi de plus près aux progrès des élèves.</p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;">M Wolf étant basé à Pékin, où un<strong> programme bilingue franco-chinois</strong> a été mis en place, nous l&#8217;avons interrogé sur l&#8217;enseignement du chinois, pour tenter de tirer des parallèles avec l&#8217;enseignement du japonais à Tokyo :</p>
<ul style="text-align: justify;">
<li>Comment est appliquée la directive sur les devoirs écrits pour l&#8217;enseignement de cette langue ? M Wolf nous répond que la directive est valable (&laquo;&nbsp;pas de devoirs écrits au primaire&nbsp;&raquo;) mais qu&#8217;il n&#8217;est pas inspecteur de chinois !</li>
</ul>
<ul style="text-align: justify;">
<li>Quelle est la clientèle des classes bilingues franco-chinoises ? Ce ne sont pas tellement les enfants franco-chinois mais plutôt les enfants français qui forment ces classes. Il signale que les élèves chinois n&#8217;ont pas le droit de s&#8217;inscrire au lycée français ; M Deparis rappelle qu&#8217;au Japon il en est quasi de même, la dérogation à obtenir pour ne pas s&#8217;inscrire en école japonaise étant rarement accordée</li>
</ul>
<ul style="text-align: justify;">
<li>Il précise que dans ces classes bilingues, on accepte en CP des débutants en chinois et que cette diversité lui semble normale et symétrique avec l&#8217;intégration dans le programme classique d&#8217;élèves bien peu francophones.</li>
</ul>
<p style="text-align: justify;"><em><span style="color: #000080;">APE :</span> une inspection des classes bilingues franco-chinoises aura lieu sous peu et nous serions intéressés d&#8217;en connaitre les résultats.</em></p>
<p style="text-align: justify;">&nbsp;</p>
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		<title>Réseau de bus vers Takinogawa : le point à janvier 2012</title>
		<link>http://www.ape-japon.net/2012/01/18/reseau-de-bus-vers-takinogawa-le-point-a-janvier-2012/</link>
		<comments>http://www.ape-japon.net/2012/01/18/reseau-de-bus-vers-takinogawa-le-point-a-janvier-2012/#comments</comments>
		<pubDate>Wed, 18 Jan 2012 02:08:28 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Takinogawa]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2166</guid>
		<description><![CDATA[L&#8217;APE a défendu dans le groupe de réflexion Transports la nécessité de dessertes routières efficaces vers Takinogawa : multiples trajets de bus et accès aux voitures individuelles. Forts de notre connaissance approfondie de la ville, et avec les cartes réalisées par l&#8217;école indiquant la distribution actuelle des familles dans les quartiers, nous avons bâti 8 [...]]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.ape-japon.net/wp-content/uploads/2011/09/image002.jpg"><img class="size-full wp-image-1907 aligncenter" title="image002" src="http://www.ape-japon.net/wp-content/uploads/2011/09/image002.jpg" alt="" width="576" height="114" /></a></p>
<p style="text-align: justify;">L&#8217;APE a défendu dans le groupe de réflexion Transports la nécessité de dessertes routières efficaces vers Takinogawa : multiples trajets de bus et accès aux voitures individuelles. Forts de notre connaissance approfondie de la ville, et avec les cartes réalisées par l&#8217;école indiquant la distribution actuelle des familles dans les quartiers, nous avons bâti 8 trajets dès mai 2011 (voir <a href="../2011/05/23/ramassage-scolaire-takinogawa-ebauche-de-trajets">ici</a>). L&#8217;école les a soumis aux parents du primaire par voie de sondage en octobre.</p>
<p style="text-align: justify;"><strong><span style="text-decoration: underline;">Ce sondage a permis</span></strong><strong><span style="text-decoration: underline;"> la validation de 4 trajets</span></strong> (Ichigaya, Ushigome, Hanzomon, Nakameguro), et 2 trajets supplémentaires pourraient voir le jour si les inscriptions augmentaient (Harajuku, Gotanda). La procédure de mise en place de ces 6 trajets est donc lancée. Le compte-rendu de l&#8217;administration est ici : <a href="http://www.ape-japon.net/wp-content/uploads/2012/01/resultats-_enquete-transports-Takinogawa-nov-2011-8-112011.pdf">Résultats du LFJT :  enquête transports Takinogawa du 8 novembre 2011</a><a href="http://www.ape-japon.net/wp-content/uploads/2012/01/Etudes-1.pdf"></a></p>
<p style="text-align: justify;">Il reste selon nous deux points importants à creuser, voici nos réflexions et nous les soumettrons à l&#8217;administration :</p>
<p style="text-align: justify;"><span style="color: #0000ff;"><strong>1. retour après le périscolaire</strong></span></p>
<p style="text-align: justify;">Seule une desserte de Iidabashi serait économiquement viable après le périscolaire, par l&#8217;une de ces 3 méthodes :</p>
<ul>
<li>L&#8217;un des 4 bus (Ichigaya, Ushigome, Hanzomon), revenu à son terminus après la sortie de 15h15, pourrait retourner à Takinogawa pour effectuer un 2ème retour vers Iidabashi (ou jusqu&#8217;à Ichigaya) après le périscolaire ; cela résulterait en une hausse des coûts puisqu&#8217;il y aurait un aller-retour supplémentaire.</li>
<li> Si la répartition des élèves dans les bus est souple, l&#8217;un des 2 bus Ichigaya pourrait ne pas circuler à 15h15 et rentrerait après le périscolaire,</li>
<li> Ou combinaison avec le point 2.</li>
</ul>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;"><span style="color: #0000ff;"><strong>2. réduction des coûts par bus de capacité double&#8230;<span id="more-2166"></span></strong></span></p>
<p style="text-align: justify;">Le tarif du bus par élève est directement lié au nombre de places, et on doit se limiter à des bus de 20 places environ car la rue de Takinogawa est trop étroite pour accéder à l&#8217;école avec des gabarits plus importants. Pour contourner cette limitation, l&#8217;APE suggère la mise en place d&#8217;un bus de capacité double sur le tronçon Iidabashi, bus qui déposerait les élèves sur le trottoir de la nationale 17 (<a href="http://maps.google.com/maps?q=35.748236%2c139.722673&amp;t=m&amp;z=19&amp;vpsrc=6">ici</a>) sans jamais atteindre l&#8217;école, sachant que le chemin jusqu&#8217;à celle-ci a été bien sécurisé. Ce bus effectuerait son retour uniquement après le périscolaire. Compte-tenu de l&#8217;économie réalisée (100 élèves en 4 bus) et de l&#8217;amélioration du service, on pourrait tabler sur une hausse des inscriptions et ainsi maintenir les 4 bus depuis la zone Iidabashi : 3 bus de 20 places (terminus Ichigaya, Ushigome, Hanzomon) qui effectueraient un retour après les cours, et 1 bus de 40 places (terminus Ichigaya via Iidabashi) qui rentrerait après le périscolaire. Chaque élève de ces trajets aurait droit de prendre au retour le bus de 40 places environ 2 fois par semaine, permettant ainsi 2 activités périscolaires. S&#8217;il s&#8217;avère que la demande pour des retours après le périscolaire est faible, un bus de 20 places pourrait y être affecté, le bus de 40 rentrant alors après les cours. Selon les contraintes d&#8217;accompagnement, il se peut que le bus de 40 places ne soit pas ouvert aux maternelles.</p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;"><span style="color: #0000ff;"><strong>Autres points :</strong></span></p>
<ul style="text-align: justify;">
<li>Où exactement se situeront les arrêts ? Cela dépendra des inscriptions et des autorisations obtenues de la police</li>
<li> Quid des trajets Gotanda et Harajuku ? Si les inscriptions sont insuffisantes l&#8217;APE proposera des solutions, selon l&#8217;adresse exacte des inscrits : groupement en une seule ligne, extension d&#8217;un autre trajet jusqu&#8217;à ces quartiers, ou encore (à débattre) hausse des tarifs sur ces 2 lignes pour couvrir leur coût réel avec une douzaine d&#8217;inscrits.</li>
<li> Est-il possible d&#8217;ouvrir d&#8217;autres trajets ? Oui mais il faut viser une vingtaine d&#8217;inscrits pour respecter le devis annoncé (340k¥/an/enfant) et ce tarif étant très peu dégressif selon la distance, ouvrir un trajet vers Mejiro par exemple pourrait couter plus cher qu&#8217;un taxi, c&#8217;est bien pourquoi l&#8217;APE ne l&#8217;avait pas proposé.</li>
</ul>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;">En tout état de cause, nous sommes absolument certains que le réseau de trajets de bus verra le jour dès le 8 mai, premier jour à Takinogawa. Ce service sera amélioré pour la rentrée 2012 suite aux retours d&#8217;expérience des 6 semaines de mai et juin.</p>
<p style="text-align: justify;">&nbsp;</p>
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		<title>L&#8217;APE souhaite ses meilleurs voeux pour 2012 à tous ses adhérents</title>
		<link>http://www.ape-japon.net/2012/01/18/lape-souhaite-ses-meilleurs-voeux-pour-2012-a-tous-ses-adherents/</link>
		<comments>http://www.ape-japon.net/2012/01/18/lape-souhaite-ses-meilleurs-voeux-pour-2012-a-tous-ses-adherents/#comments</comments>
		<pubDate>Wed, 18 Jan 2012 01:11:14 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bulletins d'informations]]></category>
		<category><![CDATA[FAPEE]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2169</guid>
		<description><![CDATA[Chers parents, La Fédération des Parents d’Elèves des Etablissements d’enseignement français dans le monde vous présente tous ses meilleurs vœux pour 2012. Que cette nouvelle année  vous soit douce, riche de projets et d’épanouissement pour vous et vos enfants. Qu'elle voie nos efforts conjoints rejaillir positivement sur l'éducation de vos enfants et des milliers d'élèves [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://www.ape-japon.net/wp-content/uploads/2012/01/Dragon.docx"></a><img 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" alt="" width="246" height="361" /></p>
<p style="text-align: center;"><span style="color: #800000;"><strong>Chers parents,</strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong> </strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong>La Fédération des Parents d’Elèves des Etablissements d’enseignement français dans le monde vous présente tous ses meilleurs vœux pour 2012. </strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong> </strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong>Que cette nouvelle année  vous soit douce, riche de projets et d’épanouissement pour vous et vos enfants.</strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong> </strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong>Qu'elle voie nos efforts conjoints rejaillir positivement sur l'éducation de vos enfants et des milliers d'élèves de l’enseignement français à L’étranger. </strong></span></p>
<p style="text-align: center;"><span style="color: #800000;"><strong> </strong></span></p>
<p style="text-align: center;">&nbsp;</p>
<p><span style="color: #800000;">François Denis, Isabelle Tardé, Kate Keener, le conseil d’administration de la FAPEE et  le Comité APE-Fapée Tokyo<br />
</span></p>
<p style="text-align: center;"><strong><a href="http://www.ape-japon.net/wp-content/uploads/2011/01/Logo_Fapee.jpg"><img class="alignnone size-full wp-image-1553" title="Logo_Fapee" src="http://www.ape-japon.net/wp-content/uploads/2011/01/Logo_Fapee.jpg" alt="" width="60" height="63" /></a> FAPÉE </strong>– 101, boulevard Raspail – 75006 PARIS</p>
<p style="text-align: center;">Tél : (33) 1 45 44 08 49  Fax : (33) 1 42 84 30 03</p>
<p style="text-align: center;"><strong>Pour mieux nous connaître : &lt;<a href="http://fapee.com/">http://fapee.com</a>&gt;</strong></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://www.ape-japon.net/2012/01/18/lape-souhaite-ses-meilleurs-voeux-pour-2012-a-tous-ses-adherents/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Comité des Langues au primaire : réflexions en cours</title>
		<link>http://www.ape-japon.net/2011/12/16/comite-des-langues-au-primaire-reflexions-en-cours/</link>
		<comments>http://www.ape-japon.net/2011/12/16/comite-des-langues-au-primaire-reflexions-en-cours/#comments</comments>
		<pubDate>Fri, 16 Dec 2011 08:38:25 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Les langues]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2162</guid>
		<description><![CDATA[Réinstauré par le conseil d&#8217;école de septembre 2011, le Comité des Langues dont la précédente tenue date de l&#8217;hiver 2010 s&#8217;est réuni le 7 décembre 2011. Les réflexions de la Direction sont à ce stade : - cycle 2 (GS-CP-CE1) : pas de changement, rester sur 1h30 d&#8217;ESL + 1h30 de JLE ou JLM - [...]]]></description>
			<content:encoded><![CDATA[<p><span style="color: #0000ff;"><strong>Réinstauré par le conseil d&#8217;école de septembre 2011, le Comité des Langues dont la précédente tenue date de l&#8217;hiver 2010 s&#8217;est réuni le 7 décembre 2011.</strong></span></p>
<p><span style="color: #0000ff;">Les réflexions de la Direction sont à ce stade :</span></p>
<p>- cycle 2 (GS-CP-CE1) : pas de changement, rester sur 1h30 d&#8217;ESL + 1h30 de JLE ou JLM</p>
<p>- cycle 3 (CE2-CM1-CM2) : offrir une flexibilité dans l&#8217;enveloppe globale de 4h de langues, avec au choix 1+3 ou 2+2 ou 3+1. Le JLM &laquo;&nbsp;+&nbsp;&raquo; en 3h aurait le même objectif qu&#8217;actuellement : obtenir le niveau de la 4ème année de l&#8217;école japonaise en fin de CM2. Le JLM en 2h viserait la 3ème année. Le JLM ne serait pas offert en 1h. A priori le JLE et l&#8217;ESL pourraient aller de 1h à 3h.</p>
<p>Ceci ressemble fortement aux propositions formulées par l&#8217;APE-Fapée dès octobre (<a href="../../../../../2011/10/10/programme-des-langues-les-propositions-ape-fapee">ici</a>), elles-mêmes inspirées des pistes évoquées par la Direction en conseil de juin 2011 (<a href="../../../../../category/conseil-decole/">ici</a>).</p>
<p>Ce schéma n&#8217;est pas arrêté et il reste des interrogations :</p>
<p><strong><span style="color: #0000ff;"><span id="more-2162"></span>&#8230;</span></strong></p>
<p>- Toutes les combinaisons seraient-elles ouvertes même si les inscriptions sont faibles sur certaines ?</p>
<p>- Y aurait-il des troncs communs, par exemple le JLM regrouperait-il tous les élèves sur 2h puis seuls les JLM+ iraient en 3ème heure, ou bien JLM et JLM+ resteraient-ils toujours séparés ?</p>
<p>- Les parents se satisferaient-ils d&#8217;un JLM+ qui officiellement ne va pas plus loin que le JLM actuel alors qu&#8217;il nécessiterait de sacrifier la moitié de l&#8217;horaire d&#8217;ESL ?</p>
<p>- L&#8217;écart de niveau entre les ESL- (1h) et les ESL+ (3h) serait-il gérable à l&#8217;entrée en 6ème ? Faudrait-il offrir aux ESL+ une section européenne dès la 6ème ?</p>
<p>- Le JLE- (1h) ne risquerait-il pas de devenir une classe sans aucune motivation ? Ne serait-il pas préférable de supprimer entièrement le JLE pour les élèves qui n&#8217;en voient pas l&#8217;utilité ?</p>
<p>&nbsp;</p>
<p>En particulier, il est confirmé pour la nième fois qu&#8217;actuellement, des classes bilingues franco-japonaises ne sont pas envisagées. En revanche sont mises en place des actions en binôme (enseignant principal + enseignant de japonais) sur des thèmes ponctuels (par exemple: les fêtes de fin d&#8217;année), première étape d&#8217;un cursus où le japonais serait mieux intégré. Le JLE s&#8217;oriente vers des apprentissages plus proches du quotidien, avec mise en pratique par des micro-sorties aux alentours de l&#8217;école (par exemple: visite chez le boucher) sur le temps du cours.</p>
<p>Ces propositions seront débattues lors des prochains conseils d&#8217;école pour une mise en place à septembre 2012.</p>
<p>A noter que la volonté de conserver 3h de langues en cycle 1 et 4h en cycle 2 compromet la possibilité de passer la semaine à 4 jours à Takinogawa : avec cet horaire il devra y avoir école le mercredi.</p>
<p>Suite au départ prochain de Mme Robert-Itier, coordinatrice des langues, Mme Jaffrès prend cette fonction, qui représente un mi-temps.</p>
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		<title>Les  Etudes Supérieures en  France</title>
		<link>http://www.ape-japon.net/2011/12/14/les-etudes-superieures-en-france/</link>
		<comments>http://www.ape-japon.net/2011/12/14/les-etudes-superieures-en-france/#comments</comments>
		<pubDate>Wed, 14 Dec 2011 06:21:00 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Etudes Supérieures en France]]></category>
		<category><![CDATA[Orientation]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2156</guid>
		<description><![CDATA[Compte-rendu  de la réunion &#171;&#160;soirée orientation du 30 novembre  2011&#8243; &#160; La réunion fut coordonnée par Mr Pascal Ritter, professeur de philosophie et chargé de l’orientation post-bac en la présence de Monsieur Marchand, proviseur-adjoint du LFJT. Vous trouverez ici Etudes Supérieures en France, les points importants relatif à la réunion. Afin de nous aider dans nos [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: center;">Compte-rendu  de la réunion &laquo;&nbsp;soirée orientation du 30 novembre  2011&#8243;</p>
<p>&nbsp;</p>
<p>La réunion fut coordonnée par Mr Pascal Ritter, professeur de philosophie et chargé de l’orientation post-bac en la présence de Monsieur Marchand, proviseur-adjoint du LFJT.</p>
<p>Vous trouverez ici <a href="http://www.ape-japon.net/wp-content/uploads/2011/12/Etudes-11.pdf">Etudes Supérieures en France</a>, les points importants relatif à la réunion.</p>
<p>Afin de nous aider dans nos démarches dans nos recherches  sur une université, une licence, un choix particulier, Mr Ritter nous a proposé de nous fournir dans un premier temps une documentation concernant les choix d’études supérieures susceptibles de nous intéresser ou d’intéresser nos enfants. Il précise qu’il est reste à notre disposition et que nous pouvons le contacter par mail  pour toute information supplémentaire.</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Rythmes scolaires au primaire : suite</title>
		<link>http://www.ape-japon.net/2011/12/02/rythmes-scolaires-au-primaire-suite/</link>
		<comments>http://www.ape-japon.net/2011/12/02/rythmes-scolaires-au-primaire-suite/#comments</comments>
		<pubDate>Fri, 02 Dec 2011 01:52:48 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bulletins d'informations]]></category>
		<category><![CDATA[Comité Rythmes Scolaires]]></category>

		<guid isPermaLink="false">http://www.ape-japon.net/?p=2147</guid>
		<description><![CDATA[Cet article fait suite à celui-ci. La question des jours vaqués et des horaires de langue a un impact important et initialement imprévu sur celle des rythmes scolaires. Il faut mener les 3 réflexions simultanément. En vaquant deux mercredi par période de 6 ou 7 semaines, l&#8217;horaire effectif hebdomadaire moyen actuel est réduit d&#8217;une heure. [...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Cet article fait suite à <a href="../../../../../2011/11/25/rythmes-scolaires-au-primaire-le-debat-de-lannee/">celui-ci</a>.</p>
<p style="text-align: justify;"><strong>La question des jours vaqués et des horaires de langue a un impact important et initialement imprévu sur celle des rythmes scolaires</strong>. Il faut mener les 3 réflexions simultanément.</p>
<p style="text-align: justify;">En vaquant deux mercredi par période de 6 ou 7 semaines, l&#8217;horaire effectif hebdomadaire moyen actuel est réduit d&#8217;une heure. Il n&#8217;y a pas de cours de langue le mercredi. Les jours vaqués viennent donc réduire exclusivement le cursus hors langue.</p>
<p style="text-align: justify;">Compte-tenu de cela,<strong> la répartition horaire hebdomadaire moyenne actuelle est ainsi </strong>:</p>
<p style="text-align: justify;"><span style="color: #0000ff;">Maternelles :</span></p>
<p style="text-align: justify;"><strong>23h</strong> (24 &#8211; 1 vaquage)</p>
<p style="text-align: justify;"><span style="color: #0000ff;">Classes bilingues :</span></p>
<p style="text-align: justify;">23h cursus bilingue (24 &#8211; 1 vaquage)</p>
<p style="text-align: justify;">2h dérogation langues (japonais)</p>
<p style="text-align: justify;">= total<strong> 25h</strong></p>
<p style="text-align: justify;"><span style="color: #0000ff;">Classes normales :</span></p>
<p style="text-align: justify;"><strong><span style="color: #000080;">&#8230;</span></strong><span id="more-2147"></span>21h cursus normal (24 &#8211; 2 langues &#8211; 1 vaquage)</p>
<p style="text-align: justify;">2h langues (anglais)</p>
<p style="text-align: justify;">2h dérogation langues (japonais)</p>
<p style="text-align: justify;">= total<strong> 25h</strong></p>
<p style="text-align: justify;"><strong><span style="text-decoration: underline;">Vu les contraintes de Takinogawa, il ne semble pas optimal de conserver une semaine à 9 demi-journées pour caser uniquement la 25ème heure.</span></strong> Deux solutions s&#8217;imposent :</p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;"><span style="color: #800000;"><strong>1. Semaine à 8 demi-journées obligatoires + 1 demi-journée optionnelle de langues</strong></span></p>
<p style="text-align: justify;">On pourrait imaginer un nouveau rythme ainsi, abandonnant la dérogation de 2h pour une partie des élèves, par exemple :</p>
<p style="text-align: justify;"><span style="color: #0000ff;">Maternelles :</span></p>
<p style="text-align: justify;">4 jours x 5h30 = 22h (plus 15 minutes matin et soir d&#8217;accueil et de restitution, total 24h)</p>
<p style="text-align: justify;"><span style="color: #0000ff;">Classes bilingues :</span></p>
<p style="text-align: justify;">4 jours x 6h = 24h (23 + 1 japonais) + option de 2h de japonais par dérogation le mercredi</p>
<p style="text-align: justify;"><span style="color: #0000ff;">Classes normales :</span></p>
<p style="text-align: justify;">4 jours x 6h = 24h (22 + 1 anglais + 1 japonais) + option de 2h de langues (0+2 ou 1+1 ou 2+0) par dérogation le mercredi avec vaquages en-dehors des heures de cours.</p>
<p style="text-align: justify;">Cette proposition présente plusieurs avantages :</p>
<ul>
<li>pour de nombreux élèves, pas de classe le mercredi en ne perdant qu&#8217;1h de cours</li>
<li>pour ceux qui le souhaitent, 2h le mercredi matin en montant à 26h effectives</li>
<li>ajout d&#8217;1h au cursus français des classes non bilingues</li>
</ul>
<p style="text-align: justify;"><span style="text-decoration: underline;">Avec ce rythme, l&#8217;horaire obligatoire serait de 8h30 à 16h sur 4 jours, plus le mercredi matin en option.</span> Le périscolaire serait concentré sur la journée du mercredi. Nous ne savons pas à ce stade si c&#8217;est réalisable.</p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;"><span style="color: #800000;"><strong>2. Semaine à 10 demi-journées</strong></span></p>
<p style="text-align: justify;">Par la même logique, on pourrait aussi proposer un rythme &laquo;&nbsp;continu&nbsp;&raquo; de 5 journées de 5h chacune pour l&#8217;ensemble des classes (en maternelle : 4h35 + 0h10 accueil + 0h15 restitution) avec pour contrepartie que la concertation se fasse hors des heures de cours, pour maintenir l&#8217;horaire effectif actuel de 23h en maternelle et 25h en élémentaire. Ceci optimise la répartition du périscolaire sur l&#8217;ensemble de la semaine mais contraint tous les élèves à 5 allers-retours vers Takinogawa, sans repos en milieu de semaine.</p>
<p style="text-align: justify;"><span style="text-decoration: underline;">L&#8217;horaire serait de 8h30 à 15h tous les jours (mercredi inclus) avec ce rythme, suivi du périscolaire.</span></p>
<p style="text-align: justify;">&nbsp;</p>
<p style="text-align: justify;">Nous demanderons à la Direction de l&#8217;école que l&#8217;ensemble des parents puisse se prononcer sur cette question par sondage, en joignant au sondage des explications ou recommandations issues des associations afin de s&#8217;assurer de la bonne compréhension par tous des conséquences de chaque choix.</p>
<p style="text-align: justify;">&nbsp;</p>
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