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			<title>Weihnachtsblitzturnier</title>
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<![endif]--></p>
<p class="MsoNormal">Das diesjährige Weihnachtsclubblitzturnier am vergangenen Freitag wurde mit zehn Teilnehmern im Modus „jeder gegen jeden“ ausgerichtet.</p>
<p class="MsoNormal">Kathrin Schiffmann setzte sich mit 9 Punkten vor Fabian Heermann mit 8 Punkten und Uwe Kohn mit 7 Punkten durch. Die beiden Jugendspieler Zacharias Voxbrunner (6 Punkte) und Toni Schmid (5 Punkte) folgten auf den Rängen vier und fünf.</p>
<p class="MsoNormal">Schön war auch, dass zum Schluss jeder mindestens einen Sieg auf seinem Konto hatte.</p>
<p class="MsoNormal">Wir wünschen allen Schachfreunden schöne Feiertage und einen guten Start ins Neue Jahr.</p></div>]]></description>
			<author>kathrin.schiffmann@gmx.de (Kathrin)</author>
			<category>News</category>
			<pubDate>Sat, 17 Dec 2022 08:21:31 +0000</pubDate>
		</item>
		<item>
			<title>Schülerferienprogramm restlos ausgebucht</title>
			<link>http://schach-geislingen.de/index.php/10-news/99-schuelerferienprogramm-restlos-ausgebucht</link>
			<guid isPermaLink="true">http://schach-geislingen.de/index.php/10-news/99-schuelerferienprogramm-restlos-ausgebucht</guid>
			<description><![CDATA[<div class="feed-description"><p>Auch im dritten Jahr in Folge war das Schülerferienprogramm wieder bis auf den letzten Platz belegt.</p>
<p>An den ersten beiden Tagen konnten die Schüler ihre theoretischen Kenntnisse erweitern, am dritten Tag wurde dann ein abschließendes Turnier gespielt.</p>
<p>Kevin Aigner hatte knapp vor Philipp Scheifele die Nase vorne. Dritter wurde Cornelius Moll.</p>
<p>Der ausführliche Bericht und weitere Bilder folgen</p>
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" 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" 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			<author>kathrin.schiffmann@gmx.de (Kathrin)</author>
			<category>News</category>
			<pubDate>Fri, 18 Aug 2017 17:43:44 +0000</pubDate>
		</item>
		<item>
			<title>Ergebnisse Weihnachtsblitz</title>
			<link>http://schach-geislingen.de/index.php/10-news/66-ergebnisse-weihnachtsblitz</link>
			<guid isPermaLink="true">http://schach-geislingen.de/index.php/10-news/66-ergebnisse-weihnachtsblitz</guid>
			<description><![CDATA[<div class="feed-description"><p>Beim diesjährigen offenen Geislinger Weihnachtsblitz, das gleichzeitig als Clubblitzmeisterschaft ausgetragen wird, konnte Kathrin Schiffmann ihren Titel verteidigen.</p>
<p>Rang zwei sicherte sich Uwe Gebhard von der Weißen Dame Ulm. Ebenfalls auf dem Treppchen und damit Vize-Clubmeister wurde Holger Ströhle.</p>
<p>Hier die gesamten Ergebnisse:</p>
<table class="MsoTableGrid" style="margin-left: 12.25pt; border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-yfti-tbllook: 1184; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt;" width="200" border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr style="mso-yfti-irow: 0; mso-yfti-firstrow: yes;">
<td style="width: 32.35pt; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="43">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Platz</p>
</td>
<td style="width: 100.35pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="200">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Name</p>
</td>
<td style="width: 44.1pt; border: solid windowtext 1.0pt; border-left: none; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="59">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Punkte</p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="width: 32.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="43">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">1.</p>
</td>
<td style="width: 150.35pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="200">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Kathrin Schiffmann</p>
</td>
<td style="width: 44.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="59">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">8,5</p>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="width: 32.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="43">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">2.</p>
</td>
<td style="width: 150.35pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="200">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Uwe Gebhard</p>
</td>
<td style="width: 44.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="59">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">7,0</p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="width: 32.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="43">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">3.</p>
</td>
<td style="width: 150.35pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="200">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Holger Ströhle</p>
</td>
<td style="width: 44.1pt; border-top: none; border-left: none; border-bottom: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; mso-border-top-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="59">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">6,0</p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="width: 32.35pt; border: solid windowtext 1.0pt; border-top: none; mso-border-top-alt: solid windowtext .5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt;" valign="top" width="43">
<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">4.</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Alexander Heinrich</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">5,5</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">5.</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Uwe Kohn</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">2,0</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">6.</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">Adolf Köder</p>
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<p class="MsoNormal" style="margin-bottom: .0001pt; line-height: normal;">1,0</p>
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			<author>kathrin.schiffmann@gmx.de (Kathrin)</author>
			<category>News</category>
			<pubDate>Sat, 12 Dec 2015 07:43:42 +0000</pubDate>
		</item>
		<item>
			<title>Einladung Weihnachtsclubblitz</title>
			<link>http://schach-geislingen.de/index.php/10-news/64-einladung-weihnachtsclubblitz</link>
			<guid isPermaLink="true">http://schach-geislingen.de/index.php/10-news/64-einladung-weihnachtsclubblitz</guid>
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<p><span style="font-size: 10.0pt; font-family: 'Arial',sans-serif; color: black;">Hallo Schachfreunde,</span></p>
<p><span style="font-size: 10.0pt; font-family: 'Arial',sans-serif; color: black;">zum diesjährigen Clubblitzturnier am Donnerstag 10.Dezember 2015  im "Alten Gymnasium", lade ich euch herzlich ein.</span></p>
<p><span style="font-size: 10.0pt; font-family: 'Arial',sans-serif; color: black;">Beginn: um 20.00 Uhr. Modus: 2x5 Minuten.</span></p></div>]]></description>
			<author>kathrin.schiffmann@gmx.de (Adolf Köder)</author>
			<category>News</category>
			<pubDate>Mon, 30 Nov 2015 06:55:48 +0000</pubDate>
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