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	<title>derfarbfleck &#187; Schülersprecher</title>
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	<description>mehr als nur schwarz auf weiß</description>
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		<title>Der Superwahltag am LGH</title>
		<link>http://www.derfarbfleck.de/old/2013/10/14/der-superwahltag-am-lgh/</link>
		<comments>http://www.derfarbfleck.de/old/2013/10/14/der-superwahltag-am-lgh/#comments</comments>
		<pubDate>Mon, 14 Oct 2013 12:08:21 +0000</pubDate>
		<dc:creator><![CDATA[derfarbfleck]]></dc:creator>
				<category><![CDATA[Wir hier drinnen]]></category>
		<category><![CDATA[LGH]]></category>
		<category><![CDATA[Schüler]]></category>
		<category><![CDATA[Schülersprecher]]></category>
		<category><![CDATA[Wahl]]></category>

		<guid isPermaLink="false">http://www.derfarbfleck.de/old/?p=5695</guid>
		<description><![CDATA[von Hannah Wolber Am 10.10.2013 fand sie wieder statt: die alljährliche LGH-Super-Wahl, in welcher Schüler-, Mittelstufen- und Unterstufensprecher sowie Vertrauenslehrer von der Schülerschaft gewählt werden. Für das Amt des Schülersprechers kandidierten dieses Jahr Julian Uhl (10a), Pascal Winterhalter (10b), Jonathan Lederer (11), Rebecca Walter (11), Eva Weidenhammer (11) und Felix Gottesbüren (12). Mit großen Vorsprung [&#8230;]]]></description>
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" alt="" width="433" height="257" />von Hannah Wolber</em></p>
<p style="text-align: justify;">Am 10.10.2013 fand sie wieder statt: die alljährliche LGH-Super-Wahl, in welcher Schüler-, Mittelstufen- und Unterstufensprecher sowie Vertrauenslehrer von der Schülerschaft gewählt werden.</p>
<p style="text-align: justify;">Für das Amt des Schülersprechers kandidierten dieses Jahr Julian Uhl (10a), Pascal Winterhalter (10b), Jonathan Lederer (11), Rebecca Walter (11), Eva Weidenhammer (11) und Felix Gottesbüren (12).</p>
<p style="text-align: justify;">Mit großen Vorsprung und 123 Stimmen wählten die Schüler Julian Uhl zu ihrem neuen Vertreter nach außen. Nach mehrmaligem Auszählen, stand dann auch fest, dass Pascal Winterhalter mit 83 Stimmen sein Vertreter wird. Mit nur geringem Abstand befinden sich Jonathan Lederer und Rebecca Walter jeweils auf dem 3. bzw. 4. Platz. Es scheint sich an der Schule zu etablieren, dass nicht mehr allein die Elftklässler das Monopol auf den Posten des Schülersprechers haben.</p>
<p style="text-align: justify;">Um das Amt des Mittelstufensprechers rangen Merlin Krzemien (9a), Maximilian Heemann (9a) und Simon Neumaier (10a).  Simon Neumaier wurde mit einem deutlichen Vorsprung in das Amt gewählt, Merlin knapp, mit nur zwei Stimmen Unterschied, vor Maximilian sein Vertreter.</p>
<p style="text-align: justify;">Bei der Unterstufe machte Tobias Kurz deutlich das Rennen, Leonore Henning, bei welcher nur eine Stimme Unterschied die Entscheidung brachte, wird mit Tobias zusammen die Unterstufe vertreten. Beide sind in der achten Klasse.</p>
<p style="text-align: justify;">Die von der Schülerschaft vorgeschlagenen Vertrauenslehrer waren Herr Schuck, der das Amt auch schon die beiden letzten Jahre innehatte, Herr Schwamm, Frau Endler, Frau Weber und Frau Cyron. Hier durfte man, anders als bei den anderen Wahlen, nur eine Stimme abgeben. Das Ergebnis ließ auch die Wahlhelfer immer wieder die Stimmzettel zählen, doch schließlich stand fest:  Herr Schuck wird, auch wenn er nur wenige Stimmen mehr als Herr Schwamm hatte, das Amt des Vertrauenslehrers erneut ausführen.</p>
<p style="text-align: justify;">Wir gratulieren allen Gewählten und hoffen, dass sie die Ämter mit Motivation und Freude ausführen werden und danken den Kandidaten, dass sie den Mut und den Willen hatten, sich aufzustellen!</p>
<p style="text-align: justify;">Ein Dank geht auch an die Wahlhelfer, die auch dieses Jahr ehrlich und in Rekordzeit die Stimmen ausgewertet haben.</p>
<p style="text-align: justify;"><em>Grafik (c) Felix Reichert</em></p>
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