tag:blogger.com,1999:blog-54571464774410566512024-03-13T02:59:49.267+01:00ADPE 45ADPE 45 - Association Dionysienne des Parents d'Elèves (Saint Denis en Val - Loiret)Anonymoushttp://www.blogger.com/profile/05099205686604137901noreply@blogger.comBlogger33125tag:blogger.com,1999:blog-5457146477441056651.post-15577817317947569702018-02-06T15:29:00.002+01:002018-03-14T13:21:30.791+01:00Vide-Greniers <div style="text-align: center;">
<span style="font-size: x-large;"><span style="color: red;"><b>EDIT du 14 MARS 2018 : LE VIDE GRENIER EST COMPLET </b></span></span></div>
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Et voilà vous attendiez tous avec impatience l'information.<br />
Plutôt qu'un long discours une affiche :<br />
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" /></div>
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<br />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-88013643138212484622018-01-29T17:29:00.002+01:002018-01-29T17:29:43.938+01:00Vide-greniers ADPEVous êtes nombreux à nous interroger quant à l'organisation de notre vide-greniers.<br />
Un peu de patience, les affiches sont en cours de finalisation mais sachez déjà que :<br />
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- les inscriptions auront lieu à la maison des associations le samedi 17 février de 11h à 12h30<br />
- l'ouverture du vide-greniers sera étendue par rapport à l'an dernier (il faudra donc se lever plus tôt et en plus avec le changement d'heure ;-) )<br />
- environ 50 emplacements seront disponibles avec une priorité donnée aux exposants de l'an dernier !<br />
On vous en dit plus très vite...<br />
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<br />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-34096032043031685302017-12-01T11:17:00.000+01:002017-12-01T11:17:03.962+01:00Conseils d'écoles extra-ordinnairesLes parents élus en conseil d'école ont été convoqués à des conseils d'écoles extra-ordinnaires afin de voter pour ou contre la demande de dérogation aux rythmes de 4,5 jours de classes et donc le retour à la semaine de 4 jours d'école.<br />
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Les 6 conseils d'écoles de la commune ont voté majoritairement pour un retour à 4 jours. <br />
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Par conséquent, le retour à la semaine de 4 jours est demandé dans
toutes les écoles de la commune. La mairie prendra une décision le 19/12 lors d'un conseil municipal et si le conseil confirme la demande de dérogation, celle-ci sera soumise à l'éducation
nationale.<br />
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Il est donc fortement probable que les écoles de St Denis en Val repassent à 4 jours à la rentrée 2018-2019. La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-75374216614896173202017-11-06T08:00:00.000+01:002017-11-06T08:00:07.135+01:00Questionnaire Rythmes Scolaires - FAQVous allez recevoir ou vous avez déjà reçu le questionnaire de la mairie concernant les rythmes scolaires. Ce questionnaire a pour but de recenser les souhaits/besoins/envie des parents en matière de rythmes scolaires.<br />
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Vous avez une semaine pour remplir ce questionnaire et le retourner.<br />
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Soyez nombreux à y répondre pour donner votre avis, soyez également nombreux à participer à la réunion (sur ce même sujet) du mardi 21 novembre (salle de la Montjoie).<br />
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Vos représentants ADPE défendront l'avis de la majorité des parents. Nous avons tous individuellement un avis mais celui-ci s'effacera devant la majorité.<br />
Votre avis nous permettra de porter votre voix dans les conseils d'écoles alors n'hésitez pas à nous contacter pour échanger avec nous.<br />
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Le questionnaire de la mairie peut vous amener à des questions. Nous avons décidé de répondre à un certains nombres d'entres-elles via ce modeste FAQ. Il s'agit ici de questions que nous nous sommes posées individuellement et que vous serez peut-être amené à vous poser aussi. Une question vous turlupine, vous n'avez pas la réponse, n'hésitez pas à nous contacter via le formulaire de contact, notre page facebook ou l'adresse mail générique présente sur le questionnaire.<br />
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<b><u><span style="color: blue;">- Les TAP seront-ils gratuits ?
</span></u></b><br />
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Oui les TAP sont aujourd'hui gratuits.<br />
Ils le seront très probablement encore une année.<br />
Par contre impossible de nous prononcer sur les années futures, cela dépendra des politiques publiques, des choix de la mairie etc...<br />
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<b><u><span style="color: blue;">- La capacité du centre de loisirs des chênes est-elle suffisante ? </span></u></b><br />
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La place au centre aéré est limitée à 110 enfants sans possibilité d'agrandir. Aujourd'hui nous n'avons pas d'idée sur la priorisation des enfants (sans doute priorité aux enfants dont les 2 parents travaillent)<br />
Il faut savoir qu'avant le passage à 4,5 jours le centre aéré était très peu souvent complet.<br />
<i>Au sujet du centre aéré profitons-en pour rappeler l'importance d'annuler les inscriptions du mercredi après-midi quand vous n'en avez pas besoin (depuis la rentrée le centre est complet mais au final 10 à 15 enfants sont absents chaque semaine et ces places auraient pu arranger d'autres familles)</i><br />
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<span style="color: blue;"><u><b> - Est-ce que des études ont démontré une meilleure capacité d'apprentissage en fonction du nombre de jours d'enseignements </b></u></span><br />
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Pour celles et ceux que ça intéressent le rapport d'évaluation du Sénat sur les rythmes : http://www.senat.fr/fileadmin/Fichiers/amdcom/cult/rythmes_scolaires_note_de_synthese.pdf<br />
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Pour la question des rythmes : l'OCDE préconise la semaine de 4,5 jours mais le samedi matin pas le mercredi car la coupure de 2 jours le week-end désynchronise l'enfant alors qu'une journée ne produit pas cet effet (le mercredi et le dimanche "chômé" serait donc meilleur pour le rythme des enfants).<br />
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L'académie de médecine faisait une étude intéressante en 2010 : http://www.academie-medecine.fr/publication100036111/<br />
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En conclusion, pour les enfants le bon rythme selon les différentes recommandations seraient en fait 4,5 jours le samedi ou 4 jours avec moins de vacances...<br />
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<b><u><span style="color: blue;">- Les apprentissages se font mieux le matin ? </span></u></b><br />
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Oui c'est une réalité mais malheureusement la matinée du vendredi et voir un peu celle du jeudi sont moins profitables du fait de la plus grande fatigue des enfants en fin de semaine puisque les enfants sont soumis aux rythmes des parents et donc à des journées bien plus longues en collectivités que le temps scolaire lui même.<br />
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<b><u><span style="color: blue;">- Si on passe à 4 jours beaucoup d'enfants continueront à se lever pour le centre aéré et pour une grosse journée en collectivité ?</span></u></b><br />
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C'est malheureusement vrai, beaucoup d'enfants sont contraints par le rythme de leurs parents.<br />
Il y a aujourd'hui environ 650 enfants scolarisés sur la commune dans les 6 écoles (sans compter Ste Thérèse).<br />
Il y a 110 places au centre aéré (dont certaines occupées par des enfants de Ste Thérèse) donc il y a environ 540 enfants qui ne vont pas au centre aéré de St Denis où vont-il le mercredi ? familles / nounous / parents / autre centre aéré ? Il y a donc potentiellement 500 parents qui sont susceptibles d'avoir quelque chose de moins fatiguant pour leurs enfants.<br />
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<u><b><span style="color: blue;"> - Les horaires des TAP seront-ils modifiés dans une optique de 4,5 jours d'école ? </span></b></u><br />
<u><b><span style="color: blue;"><br /></span></b></u>
Il est probable que ceux-ci soient modifiés en 2 fois 1h30 plutôt que 4 fois 45 minutes. Allégeant de 45 minutes supplémentaires 2 journées dans la semaine et en alourdissant 2 autres en termes d'apprentissages.<br />
Les journées de TAP pourraient être différente d'une école à l'autre dans cette option de 2 fois 1h30.<br />
Cette question n'apparaissant pas sur le questionnaire, n'hésitez pas à nous remonter vos avis sur ce point.<br />
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<span style="color: blue;"><u><b> - Les horaires de la classe seront-ils modifiés dans une optique de 4 jours ?
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Nous défendons actuellement en tant que parents le maintient du début de classe à 8h45 avec ouverture à 8h35 et fin de la classe à 16h30. Si vous pensez qu'un autre système serait meilleur, n'hésitez pas aussi à nous en faire part.<br />
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La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-58429273688656260872017-06-30T16:02:00.000+02:002017-06-30T16:02:07.631+02:00Bonnes Vacances !!!<img alt="" 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" />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-13895824305338993282017-03-20T10:02:00.001+01:002017-03-20T10:02:09.734+01:00CarnavalAprès un très belle journée de vide-greniers hier, nous vous attendons aussi nombreux pour un carnaval dans les rues de St Denis, <u><b><span style="color: blue;"><span style="font-size: large;">Samedi 1er avril à partir de 15h</span></span></b></u> sur le parking de l'école Bourgneuf !<br />
A l'issu de ce petit défilé, l'ADPE proposera une vente de gourmandises au profit des écoles publiques de la commune !<br />
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<br />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-21687543912500764532017-01-28T15:38:00.002+01:002017-02-08T21:16:06.552+01:00Vide Greniers <h4>
<span style="color: red;"><b><u>Edit du 08/02/2017 : COMPLET </u></b></span></h4>
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<span style="color: red;"><b><u>N'hésitez pas à nous rendre visite en tant qu'acheteur</u></b></span></h4>
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Une permanence d'inscription aura donc lieu le <span style="color: blue;"><b>samedi 4 février de 11h à 12h à l'adresse indiquée sur l'affiche.</b></span><br />
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S'il reste des emplacements disponibles, les inscriptions se poursuivront jusqu'au 4 mars et seront à adresser par courrier à l'adresse qui figure sur le bulletin d'inscription.<br />
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<span style="color: #cc0000;"><b>Edit du 05/02/2017 : Il ne reste que peu de places, contactez-nous avant d'envoyer votre dossier.</b></span><br />
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Ce vide greniers est réservé aux particuliers, vous trouverez dans le règlement intérieur toutes les modalités de cette manifestation.<br />
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<b><u>Documents utiles :</u></b><br />
Réglement intérieur : <a href="https://drive.google.com/open?id=0B_aax3r4EJUdZkxRREtDSHNCdHc">ici</a><br />
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<br />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com1tag:blogger.com,1999:blog-5457146477441056651.post-8205099978294096342016-12-21T10:25:00.002+01:002016-12-21T10:25:56.594+01:00Vide-dressing Puériculture - vêtements d'enfants<div class="separator" style="clear: both; text-align: center;">
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L'association organise le <span style="color: blue;"><span style="font-size: large;"><b>Dimanche 19 mars 2017</b></span></span>, à la salle de la Montjoie un vide armoire ou vide dressing puériculture et vêtements d'enfants.<br />
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La "location" des emplacements permettra de soutenir les coopératives scolaires des écoles publiques de notre commune.<br />
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Plus de renseignements à venir :<br />
- modalités d'inscription<br />
- règlement intérieur<br />
- horaires<br />
- prix<br />
etc...<br />
<br />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-81008729211485235862016-11-27T14:35:00.000+01:002016-12-02T20:54:08.182+01:00Mon beau sapin !<div class="western" style="line-height: normal; margin: 0cm 13.8pt 0.0001pt 0cm; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnJzqlfrEOxluXX2w7CXfPpkJ2feCCPsEjM8xABIUYuSFSvjuHfhWqeZJ0D2tHq5svOnezCOn6rYghs8TtEPlflaIuWj9VQcNHA5hMNLYTFoHkQ7vhOeJ3gkwv1N3wovWUWTjvqZK3A4Y/s1600/sapin.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnJzqlfrEOxluXX2w7CXfPpkJ2feCCPsEjM8xABIUYuSFSvjuHfhWqeZJ0D2tHq5svOnezCOn6rYghs8TtEPlflaIuWj9VQcNHA5hMNLYTFoHkQ7vhOeJ3gkwv1N3wovWUWTjvqZK3A4Y/s320/sapin.jpg" width="298" /></a></div>
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<span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;">Cette année l'ADPE s’associe à M. LEFEVRE et vous propose la vente de
sapin de Noël. Les bénéfices serviront à financer des projets dans les écoles.<o:p></o:p></span></div>
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<span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;">Venez nous retrouver pour
choisir et couper votre sapin rue de Picherieux, lieu dit le Persil, à St Denis
en Val le <b><u><span style="color: blue;">dimanche 4 décembre de 14h30 à 17h00.</span></u></b></span><span style="font-size: 18.0pt; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghXdOHhRylsIH26BwFHoGqT43mmZHwl5kqejO9NtTEQsOUgQyw0AFvSY64tto7WH5nEHAkSRRptJ1ye9cto7fma86ifPnThriYq055AwoOAfjOSzHO9730y2BrtOc6eIjXu7uJla-dV7w/s1600/2016_11_27_14_29_58_7_Rue_de_Picherieux_Google_Maps.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="523" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghXdOHhRylsIH26BwFHoGqT43mmZHwl5kqejO9NtTEQsOUgQyw0AFvSY64tto7WH5nEHAkSRRptJ1ye9cto7fma86ifPnThriYq055AwoOAfjOSzHO9730y2BrtOc6eIjXu7uJla-dV7w/s640/2016_11_27_14_29_58_7_Rue_de_Picherieux_Google_Maps.png" width="640" /></a></div>
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<span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;">Le père-noël nous fera
peut-être une surprise en nous rendant visite et vous pourrez également
profiter d’une vente de gâteaux et boissons pour un moment convivial.</span><span style="font-size: 18.0pt; mso-bidi-font-size: 11.0pt;"><o:p></o:p></span></div>
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<span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;"><u>Exemple de tarifs : </u></span><br />
<span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;"><u><br /></u></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivcogOQDo_tVA30Eh2RfogEq3J1Lv-8h3VkUG6xz2e8ROmSVJGt3DE5N4bOf1qLmsrL5zW22P0uivq1t5kauGGX1AoZcAJhRKDpp1lM7LbH1tNgbEu-d6bOBjXg57goLoPmeEV6YX5yJA/s1600/prix_sapin.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="105" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivcogOQDo_tVA30Eh2RfogEq3J1Lv-8h3VkUG6xz2e8ROmSVJGt3DE5N4bOf1qLmsrL5zW22P0uivq1t5kauGGX1AoZcAJhRKDpp1lM7LbH1tNgbEu-d6bOBjXg57goLoPmeEV6YX5yJA/s320/prix_sapin.png" width="320" /></a></div>
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<i><u><span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;">NB</span></u></i><u><span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;"> </span></u><span style="font-size: 18.0pt; mso-bidi-font-size: 10.0pt;">: Si vous souhaitez un sapin
de plus de 2m, merci de nous contacter pour une réservation préalable<span style="font-size: 18pt;"><o:p></o:p></span></span></div>
La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-38266549256810803882016-09-29T17:37:00.006+02:002016-09-29T17:37:59.071+02:00Elections des parents d'élèves<span style="font-size: small;">Cette année encore l'ADPE présente des listes dans chaque école de la commune et au collège Val de Loire.</span><br />
<span style="font-size: large;"><span style="color: blue;"><b>Si le choix des candidats est l'affaire de chacun, le vote est l'affaire de tous !</b></span></span><br />
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;">Rappelez-vous : <b><span style="font-size: 14.0pt;">Les
deux parents votent</span></b><span style="font-size: 14.0pt;"> et un nombre
important de voix donnera à vos délégués une plus grande légitimité. </span></span></div>
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<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<u><span style="font-size: small;">Quelques rappels de notre philosophie : </span></u></div>
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<span style="font-size: small;"><br /></span></div>
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<div class="MsoNormal" style="text-align: justify; text-autospace: ideograph-numeric;">
<span style="font-size: small;">L' ADPE est une <b style="mso-bidi-font-weight: normal;">association
locale</b> de parents d’élèves, créée par des parents qui, par leur présence en
maternelle, en primaire et au collège, assurent une continuité d’action de la
petite section à la 3<sup>ème</sup>.</span></div>
<div class="MsoNormal" style="text-align: justify; text-autospace: ideograph-numeric;">
<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">L' ADPE est indépendante et apolitique.</span></b></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><u><span style="font-size: 11.0pt;"></span></u></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><u><span style="font-size: 14.0pt;">Nos Objectifs :</span></u></span></div>
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<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #339966; font-size: 16.0pt;">A</span></b><span style="font-size: 14.0pt;">ssurer le bien-être et l'épanouissement de tous les
enfants pendant le temps scolaire et périscolaire</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #339966; font-size: 16.0pt;">D</span></b><span style="font-size: 14.0pt;">ialoguer avec les parents, les équipes enseignantes et
les institutions (mairie, inspection académique) et en être le médiateur</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #339966; font-size: 16.0pt;">P</span></b><span style="font-size: 14.0pt;">articiper aux différentes réunions auxquelles nous
sommes conviés (conseil d'école, conseil de classe, réunion d'échanges avec la
mairie...) et organiser des interventions sur un thème précis</span></span></div>
<span style="font-size: small;"><b style="mso-bidi-font-weight: normal;"><span style="color: #339966; font-family: "times new roman"; font-size: 16.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Lucida Sans Unicode"; mso-font-kerning: .5pt;">E</span></b><span style="font-family: "times new roman"; font-size: 14.0pt; mso-ansi-language: FR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Lucida Sans Unicode"; mso-font-kerning: .5pt;">couter les parents et les informer de la vie des
établissements scolaires de la commune, le collège Val de Loire</span>.</span><br />
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<span style="font-size: small;"><br /></span></div>
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<div align="center" class="Corpsdetexte21" style="text-align: center;">
<span style="font-size: small; font-weight: normal;">VOTER POUR LES REPRESENTANTS ADPE,</span><span style="font-size: small; font-weight: normal;"> c'est:</span></div>
<div align="center" class="Corpsdetexte21" style="text-align: center;">
<span style="font-size: small;"><br /></span></div>
<div class="Corpsdetexte21">
<span style="color: windowtext; font-size: small;">Soutenir
les actions et l’implication des représentants de parents bénévoles qui
oeuvrent au quotidien, à travers des démarches cohérentes et solidaires dans
l’intérêt de tous les enfants et de leurs parents au sein des 3 écoles de la
commune ainsi que des 2 collèges (Val de Loire et Jacques Prévert).</span></div>
<div class="MsoNormal">
<span style="font-size: small;"><br /></span></div>
<span style="font-size: large;"><span style="color: red;">Et surtout le <b>vendredi 7 octobre</b> je vote : par correspondance ou au bureau de vote de votre école qui sera tenu le vendredi après-midi.</span></span>La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-49282212748923922932016-07-01T09:36:00.002+02:002016-07-01T09:36:37.284+02:00Rentrée 2016-2017Les effectifs de la commune permettant tout juste le maintien de toutes nos classes, un comptage des enfants sera réalisé le jour de rentrée soit le jeudi 1er septembre.<br />
<br />
<span style="font-size: x-large;"><span style="color: red;"><b>Il est important que tous les enfants soient bien présents le jour de la rentrée sans exception ! </b></span></span>La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-22867050665719247482016-06-28T13:44:00.002+02:002016-06-28T13:44:28.734+02:00Ouverture de classesFinalement après l'annonce dans la presse du mois de mars, les 2 fermetures de classes envisagées sont annulées pour cette rentrée scolaire.<br />
La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-37829047045019372792016-02-29T17:01:00.000+01:002016-02-29T17:02:12.907+01:00Fermetures de classesL'ADPE a été conviée à une réunion en mairie au sujet des effectifs. Cette réunion se tiendra le Lundi 7 mars 2016.<br />
<br />
En parallèle nous avons découvert dans la presse (La république du Centre), une prévision de fermeture d'une classe de maternelle à Bourgneuf et d'une à Champdoux et d'une ouverture en élémentaire à Bourgneuf (et non Champdoux comme indiqué).<br />
<br />
Les informations dont nous disposons actuellement ne sont que partielles et nous vous tiendrons informés dès que la réunion se sera tenue. <br />
<br />La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-28043559985233134922015-11-25T17:43:00.001+01:002015-11-25T17:43:23.096+01:00Vente de sapins<div style="text-align: center;">
<img alt="Afficher l'image d'origine" height="320" id="il_fi" src="http://www.clg-molieres-essarts.ac-versailles.fr/IMG/arton923.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="297" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
L'ADPE s’associe aux « Pépinières de Brûlas » et vous propose la vente de sapin de Noël. </div>
<div style="text-align: left;">
Les bénéfices serviront à financer des interventions dans les écoles (premier secours, sécurité routière...). <br /><br />Si vous êtes intéressés, veuillez contacter l'association avant le vendredi 27 Novembre.<br /><br />Les sapins seront à récupérer le vendredi 4 décembre sur le parking de l’école Champdoux (derrière la médiathèque).</div>
<div style="text-align: left;">
<br /></div>
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<div class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt;">
<br /></div>
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<div align="center" class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">80/100 cm</span></b></div>
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<div align="center" class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt; text-align: center;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">100/125 cm</span></b></div>
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<tr style="mso-yfti-irow: 2;">
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<div class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt;">
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<div align="center" class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">20<span style="mso-spacerun: yes;"> </span>€ (en pot)</span></div>
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<td style="background: white; border-bottom: solid #00000A 1.0pt; border-left: none; border-right: solid #00000A 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.55pt;" valign="top" width="226">
<div align="center" class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">18 €(coupé)</span></div>
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<tr style="mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="background: white; border-top: none; border: solid #00000A 1.0pt; padding: 0cm 5.4pt 0cm 4.4pt; width: 169.55pt;" valign="top" width="226">
<div class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">Picea - abies Excelsa</span></b></div>
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<td style="background: white; border-bottom: solid #00000A 1.0pt; border-left: none; border-right: solid #00000A 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.55pt;" valign="top" width="226">
<div align="center" class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">9<span style="mso-spacerun: yes;"> </span>€ (coupé)</span></div>
</td>
<td style="background: white; border-bottom: solid #00000A 1.0pt; border-left: none; border-right: solid #00000A 1.0pt; border-top: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 169.55pt;" valign="top" width="226">
<div align="center" class="MsoNormal" style="margin-bottom: 14.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 14.0pt; mso-line-height-alt: 5.0pt; text-align: center;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: FR;">10 €(coupé)</span></div>
</td>
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La girafehttp://www.blogger.com/profile/07865681712134406197noreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-46902292312344570742014-01-08T22:12:00.004+01:002014-01-08T22:12:42.752+01:00<span style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">Bonjour à tous,</span><br />
<span style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;"><br /></span>
<span style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">En ce début d'année, les membres de l'association ADPE ne peuvent que vous dire :</span><br />
<div style="background-color: white; color: #222222;">
<span style="background-color: ghostwhite; text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;">gott nytt år (en suédois)</span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: ghostwhite; text-align: justify;">С Новым Годом (en russe)</span><span style="background-color: ghostwhite; text-align: justify;"><br /></span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: ghostwhite; text-align: justify;">godt nyttår (en norvégien)</span><span style="background-color: ghostwhite; text-align: justify;"><br /></span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: ghostwhite; text-align: justify;">arahaba tratry ny taona (en malgache)</span><span style="background-color: ghostwhite; text-align: justify;"><br /></span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: ghostwhite; text-align: justify;">あけまして おめでとう ございます (en japonais)</span><span style="background-color: ghostwhite; text-align: justify;"><br /></span></span></div>
<div style="background-color: white; color: #222222;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: ghostwhite; text-align: justify;">hauoli makahiki hou (en hawiien) </span><span style="background-color: ghostwhite; text-align: justify;"><br /></span></span></div>
<div style="background-color: white; color: #222222;">
<span style="background-color: ghostwhite; text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;">Καλή Χρονιά (en grec) ....</span></span><span style="background-color: ghostwhite; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 13px; text-align: justify;"><br /></span></div>
<div style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">
<span style="background-color: ghostwhite; font-size: 13px; text-align: justify;"><br /></span></div>
<div style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">
Bonne année. Nous vous présentons tous nos meilleurs vœux pour cette nouvelle année 2014.</div>
<div style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">
<br /></div>
<div style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">
A très bientôt pour une présentation de notre projet.</div>
<div style="background-color: white; color: #222222; font-family: HelveticaNeue, 'Helvetica Neue', Helvetica, Arial, 'Lucida Grande', sans-serif; font-size: 16px;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-33538553140666312032013-09-06T15:49:00.002+02:002013-09-06T15:49:30.911+02:00<span style="background-color: #f9f9f9; color: #222222; font-family: Arial, sans-serif; font-size: 13px; line-height: 18.1875px;">Bonjour à tous, </span><br />
<span style="background-color: #f9f9f9; color: #222222; font-family: Arial, sans-serif; font-size: 13px; line-height: 18.1875px;">Tous les membres de l'ADPE s'associent pour vous souhaiter une bonne rentrée 2013/2014. </span><br />
<span style="background-color: #f9f9f9; color: #222222; font-family: Arial, sans-serif; font-size: 13px; line-height: 18.1875px;">Une date à retenir : "Mardi 17 septembre 2013 à 20h30" dans la salle 2/3 du village sportif afin de participer à notre assemblée générale, pour mieux nous connaître, adhérer à notre association ou tout simplement échanger sur des thèmes bien précis ...</span><br />
<span style="background-color: #f9f9f9; color: #222222; font-family: Arial, sans-serif; font-size: 13px; line-height: 18.1875px;">A bientôt</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-18981231103317713262013-01-08T12:28:00.003+01:002013-01-08T12:28:46.913+01:00Bonjour à tous,<br />
<br />
<br />
Tous les membres de l'ADPE vous souhaitent une très belle et heureuse année 2013. Que cette année vous apporte tout ce que vous souhaitez... santé, amour, argent, travail...<br />
A très bientôtUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-46243584666920462392012-12-13T14:34:00.001+01:002012-12-13T14:34:02.326+01:00Bonjour à tous,<br />
C'est avec un peu d'avance que l'ADPE vous souhaite de joyeuses fêtes de fin d'année.<br />
A très bientôtUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-23746633617326495442012-11-06T14:12:00.002+01:002012-11-06T14:12:38.788+01:00Bonjour à tous,<br />
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Tout d'abord un grand merci pour votre soutien.<br />
Les résultats des élections ont encore été, pour nous, plus que satisfaisantes. Nous avançons chaque année un peu plus.<br />
Cette année, nous ne proposerons pas d'interventions sur un thème précis comme les autres années afin de réfléchir et de mettre en place un nouveau thème l'an prochain.<br />
Nous sommes toutefois toujours actifs au sein de notre association et restons également à votre écoute.<br />
A très bientôt pour des nouvelles.Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-79626056677503271302012-09-20T15:16:00.003+02:002012-09-20T15:16:58.098+02:00Bonjour à tous,<br />
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Eh non... nous ne vous avons oubliés. Juste le temps pour nous de préparer cette nouvelle année scolaire.<br />
Nous espérons que cette rentrée s'est bien déroulée pour vous et vos enfants.<br />
Nous sommes, cette année encore, là pour vous. N'hésitez pas à nous contacter en cas de soucis, d'interrogations ou tout simplement si vous souhaitez nous rejoindre. Il est encore temps. Nous avons déjà accueillis cinq nouveaux membres dans notre association.<br />
A très bientôt pour les électionsUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-16647021434933616132012-05-21T21:11:00.001+02:002012-05-21T21:11:38.101+02:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHqNVDsaf4UQB1IVTOw3HvmUc5GKhbZbqAzBL2d8CUeg45e5J30KfDxYeWL_KJ0aBYrycizi3jNQq8Zg79xVFZ86h7bazPBAXgxpqng0gVbbqZM7etrWcMeje4UiPDk-A-zEeNbPZd9mHX/s1600/Num%C3%A9riser0001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHqNVDsaf4UQB1IVTOw3HvmUc5GKhbZbqAzBL2d8CUeg45e5J30KfDxYeWL_KJ0aBYrycizi3jNQq8Zg79xVFZ86h7bazPBAXgxpqng0gVbbqZM7etrWcMeje4UiPDk-A-zEeNbPZd9mHX/s320/Num%C3%A9riser0001.jpg" width="214" /></a></div>
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-27258147011232255792012-05-15T09:57:00.003+02:002012-05-15T09:57:45.879+02:00<div style="text-align: justify;">
Bonjour à tous,</div>
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Ça y est notre projet est en pleine effervescence. </div>
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En effet, les interventions maternelles ont déjà eu lieu :</div>
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A Bourgneuf, le vendredi 30 mars. </div>
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A Champdoux, le vendredi 6 avril.</div>
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Et pour les CP, CE1 et CE2 de l'école élémentaire Champdoux, le vendredi 20 avril.</div>
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Nous avons montré à vos enfants de petits films réalisés par la Prévention Routière sur le thème<b> "être piéton".</b> Ceux-ci abordaient les dangers de la route, les panneaux, le comportement à adopter sur le trottoir, comment traverser une rue, le comportement en voiture et les bonnes habitudes.... </div>
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Pour les plus grands, nous avons ensuite fait un jeu sur les panneaux de signalisation puis ils ont observé des affiches afin d'évaluer un peu leurs connaissances.</div>
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Les enfants ont vraiment été attentifs et curieux. Chacun a pu raconter un peu de son expérience.</div>
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Pour les CM1 et CM2, les interventions sont proposées par l'auto école Prestige de St Denis en Val. Elles ont eu lieu le vendredi 20 avril à l'école Champdoux et vont être programmées tout prochainement à l'école Bourgneuf.</div>
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Les ateliers de l'auto école sont axés sur le thème <b>"être cycliste"</b> afin de préparer au mieux votre enfant pour ses trajets jusqu'au collège. Ces interventions viennent en complément de ce qui est déjà enseigné par les instituteurs.</div>
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A très bientôt pour d'autres nouvelles.</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-18572526666864304132012-03-12T14:14:00.003+01:002012-03-12T14:50:08.528+01:00Mais non, nous ne vous avions pas oublié !!!<div>Juste pour nous le temps de mettre en place notre projet sur la "Sécurité Routière".</div><div>En effet, nous allons intervenir prochainement dans les classes de maternelle. Nous allons aborder la sécurité pour un piéton. </div><div>Nous allons étudier les panneaux que l'on peut rencontrer sur les trottoirs, les éventuels dangers et situations difficiles. Nous essayerons ensemble de savoir comment réagir.</div><div>En ce qui concerne les élèves de l'école élémentaire, pour les CP, CE1 et CE2, nous aborderons le même thème mais plus approfondi alors que pour les Cm1 CM2, les interventions seront orientés sur le vélo.</div><div>A bientôt pour d'autres nouvelles</div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-27310431478516692262011-12-18T22:54:00.004+01:002011-12-18T22:56:52.549+01:00L'ADPE vous souhaite de<span style="color: rgb(0, 153, 0);"> joyeuses fêtes de fin d'année</span> à tous.
A très bientôt sur notre blog pour des nouvelles de notre prochain projet qui aura pour thème <span style="color: rgb(255, 0, 0);">"la sécurité routière"</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5457146477441056651.post-75446758509333234222011-11-03T14:15:00.002+01:002011-11-03T14:18:24.299+01:00<span class="Apple-style-span" >C'est avec un peu de retard que<b> <span class="Apple-style-span" >nous vous remercions infiniment pour votre soutien</span></b>. Cette année encore l'ADPE est fier de ses résultats aux élections de parents d'élèves du 14 octobre. Petit à petit, notre association prend de l'importance grâce à vous.</span><div><b><span class="Apple-style-span" >Un grand MERCI pour votre soutien et votre confiance</span></b></div>Unknownnoreply@blogger.com0