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		<pubDate>Thu, 26 Apr 2012 08:00:27 +0000</pubDate>
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&#160;&#160;&#160;&#160;&#160;&#160;&#160; 
An dieser Stelle der aktuelle Stand der Entwicklung unserer Schule zur Ganztagsbetreuung:
	
Inzwischen gibt es auch einen vorl&#228;ufigen Rahmenplan f&#252;r die Ganztagsgestaltung:



(Unterschrift der Schulleitung und TSG-Leitung)

	
&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;.

	
Die Schulleitung l&#228;dt ein zur
p&#228;dagogischen Jahreskonferenz
	
am Mittwoch, den 29. Februar 2012 von 09:00 bis 16:00 Uhr!
	
Es wird um schriftliche Teilnahmebest&#228;tigung gebeten
Der Tag ist schulfrei, die Kinder k&#246;nnen aber betreut werden!
	
Thema:
Wie [...]]]></description>
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<p style="text-align: center;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; <img alt="logo-neu" src="http://milablog.de/wp-content/uploads/2011/06/logo-neu-150x150.jpg" title="logo-neu" /></p>
<p style="text-align: center;"><strong><span style="font-size:14px;">An dieser Stelle der aktuelle Stand der Entwicklung unserer Schule zur Ganztagsbetreuung:<br />
	</span></strong></p>
<p style="text-align: center;"><strong><span style="font-size: 14px;">Inzwischen gibt es auch einen vorl&auml;ufigen Rahmenplan f&uuml;r die Ganztagsgestaltung:</span></strong></p>
<p style="text-align: center;"><img alt="vorlaufiger-rahmenstundenplan" class="aligncenter size-large wp-image-524" src="http://milablog.de/wp-content/uploads/2012/04/vorlaufiger-rahmenstundenplan-1024x704.jpg" style="width: 1024px; height: 598px;" title="vorlaufiger-rahmenstundenplan" /></p>
<p style="text-align: center;"><img alt="elterninfo-brief-1-2012" class="aligncenter size-full wp-image-519" src="http://milablog.de/wp-content/uploads/2012/02/elterninfo-brief-1-2012.jpg" style="width: 1005px; height: 1054px;" title="elterninfo-brief-1-2012" /></p>
<p style="text-align: center;"><img alt="elterninfo-brief-2a-2012" class="aligncenter size-full wp-image-518" src="http://milablog.de/wp-content/uploads/2012/02/elterninfo-brief-2a-2012.jpg" style="width: 825px; height: 314px;" title="elterninfo-brief-2a-2012" /></p>
<p style="text-align: center;">(Unterschrift der Schulleitung und TSG-Leitung)</p>
<p align="center" style="text-align: center;"><span style="font-size:14px;"><br />
	</span></p>
<p align="center" style="text-align:center"><span style="font-size:14px;">&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;.</span></p>
<h2><span style="font-size:14px;"><br />
	</span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><span style="color: rgb(0, 0, 255);"><strong>Die Schulleitung l&auml;dt ein zur</strong></span></span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><u><span style="color: rgb(0, 0, 255);"><strong>p&auml;dagogischen Jahreskonferenz</strong></span><br />
	</u></span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><span style="color: rgb(0, 0, 255);"><strong>am Mittwoch, den 29. Februar 2012 von 09:00 bis 16:00 Uhr!</strong><br />
	</span></span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><span style="color: rgb(0, 0, 255);"><strong>Es wird um schriftliche Teilnahmebest&auml;tigung gebeten</strong></span></span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><span style="color: rgb(0, 0, 255);">Der Tag ist schulfrei, die Kinder k&ouml;nnen aber betreut werden!<br />
	</span></span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><span style="color: rgb(0, 0, 255);">Thema:</span></span></h2>
<h2 style="text-align: center;"><span style="font-size:14px;"><em><u><span style="color: rgb(0, 0, 255);">Wie wird die Ganztagsschule organisiert und durchgef&uuml;hrt werden?!</span><br />
	</u></em></span></h2>
<p>&nbsp;</p>
<p align="center" style="text-align: center;">&nbsp;</p>
<p align="center" style="text-align:center">&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;&#8230;..</p>
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" style="width: 511px; height: 687px;" /></p>
<p>&nbsp;</p>
<p>..........................................................................................................................................................</p>
<p align="center" style="text-align:center">&nbsp;</p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;Liebe Eltern,<span style="mso-tab-count:6">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><span style="mso-tab-count:1">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span><span style="mso-tab-count:1">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </span>Hamburg, 19.08.11</span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;Erfreulicherweise schwimmt unsere Schule nun in relativ ruhigen Gew&auml;ssern, verglichen mit der Situation vor einem Jahr, als es noch darum ging, mit der Grundschule Heidhorst zu fusionieren. Heute haben wir die Zusicherung der Schulbeh&ouml;rde und insbesondere des Senators, dass unsere Schule auch einz&uuml;gig weiter bestehen wird. Und wir haben eine engagierte Schulleitung die auf ein erfahrenes und motiviertes Kollegium bauen kann, um unsere Schule zu modernisieren &ndash; baulich wie organisatorisch!</span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;Wir Eltern haben nun die M&ouml;glichkeit, &uuml;ber die Wahl des Elternrates, welcher wiederum aus seinen Reihen die Vertreter f&uuml;r die Schulkonferenz w&auml;hlt, diese Modernisierungen entscheidend zu beeinflussen<b style="mso-bidi-font-weight:normal">. Dabei geht es um bauliche Ver&auml;nderungen, aber auch um die Einrichtung der Ganztagsschule! </b></span></p>
<p class="MsoNormal"><b style="mso-bidi-font-weight:normal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;;color:blue">Es ist also wichtig, einen Elternrat zu w&auml;hlen, der Ihre Interessen (und damit die unserer Kinder) <span style="mso-spacerun:yes">&nbsp;</span>gut und vorausschauend vertritt!!! </span></b></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;;<br />
color:blue">F&uuml;r den Elternrat k&ouml;nnen alle Eltern kandidieren. Gew&auml;hlt werden sie von den Anwesenden auf der Elternvollversammlung!</span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;Auch Sie werden sicherlich Fragen zu den aktuellen Themen haben. Damit wir uns auf diese vorbereiten k&ouml;nnen, w&auml;re es hilfreich, wenn Sie uns Ihre Fragen in den n&auml;chsten Tagen schon zukommen lassen k&ouml;nnten! Entweder per E-Mail an <b style="mso-bidi-font-weight:normal">elternrat(&auml;t)schule-ml.de</b> oder schriftlich &uuml;ber die Kinder an einen Vertreter des Elternrates. Wir laden Sie ein zu unserer</span><b style="mso-bidi-font-weight:normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:Arial;mso-bidi-font-family:<br />
&quot;Times New Roman&quot;"> </span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:<br />
normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:<br />
Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;Elternvollversammlung</span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:<br />
normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:<br />
Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">mit Wahl des Elternrates ein:</span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:<br />
normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:<br />
Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;</span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:<br />
normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:<br />
Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">am Mittwoch, dem 7. September 2011</span></b></p>
<p align="center" class="MsoNormal" style="text-align: center;"><b style=""><span style="font-size: 16pt; font-family: Arial;">um 19.30 Uhr,</span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:<br />
normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:<br />
Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">Ort: Haus 6</span></b></p>
<p align="center" class="MsoNormal" style="text-align:center"><b style="mso-bidi-font-weight:<br />
normal"><span style="font-size:16.0pt;mso-bidi-font-size:12.0pt;font-family:<br />
Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;</span></b></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">Wir freuen uns auf Ihr Kommen und hoffen auf rege Teilnahme!</span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;</span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">Mit freundlichen Gr&uuml;&szlig;en </span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">&nbsp;<br />
	</span></p>
<p class="MsoNormal"><span style="font-family:Arial;mso-bidi-font-family:&quot;Times New Roman&quot;">Elternratsvorstand Mittlerer Landweg</span></p>
<p>&nbsp;</p>
<p>-------------------------------------------------------------------------------------------------------------------------</p>
<h3 class="articleTeaser">&nbsp;</h3>
<h3 class="articleTeaser"><span style="color:#0000cd;">Folgender Artikel erschien am 25. Juni 2011 in der Bergedorfer Zeitung:</span></h3>
<h3 class="articleTeaser">Geburtstagsfeier</h3>
<h3 class="articleTeaser"><span style="font-size:16px;">Senator gratuliert Grundschule</span></h3>
<div class="articleDate">Samstag, 25. Juni 2011 04:00</div>
<div class="articleIntro">Billwerder (hy). Mehrere Hundert Kinder und Erwachsene feierten gestern den 40. Geburtstag der Grundschule Mittlerer Landweg.</div>
<div class="articleContent">
<div class="paragraph">Sch&uuml;ler und Lehrer hatten ein buntes Programm aus Theaterauff&uuml;hrungen, Musik, T&auml;nzen und Spielen auf die Beine gestellt, das sie bei gutem Wetter auf einer B&uuml;hne auf dem Schulhof, in Klassenr&auml;umen und an verschiedenen Stationen auf dem Gel&auml;nde pr&auml;sentierten. Mit Versp&auml;tung erschien Ehrengast Ties Rabe (SPD). Der Schulsenator mit Wohnsitz in Bergedorf steckte auf der Autobahn im Stau.</div>
<div class="paragraph"><strong>Rabe war mehr als willkommen. Schlie&szlig;lich hatte er der kommissarischen Schulleiterin Petra Zerck erst vor wenigen Tagen offiziell mitgeteilt, dass die Dorfschule als einz&uuml;gige Schule weiter bestehen darf. &quot;Diese Schule bleibt bestehen&quot;, sagte der Senator auch gestern. </strong>Dar&uuml;ber freute sich auch J&uuml;rgen Burgdorf. Der fr&uuml;here Schulleiter (1986-2005), der derzeit in Vertretung am Mittleren Landweg unterrichtet, geh&ouml;rte zu den Gratulanten, stand bei einer Gesangseinlage mit Sch&uuml;lern auf der B&uuml;hne. Zerck: &quot;Viele &#39;Ehemalige&#39; sind hier, auch fr&uuml;here Sch&uuml;ler und Lehrer. Das freut mich besonders.&quot;</div>
</div>
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