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<channel>
	<title>Schachfreunde Bürstadt</title>
	<atom:link href="http://www.sf-buerstadt.de/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.sf-buerstadt.de</link>
	<description>Schachfreunde im Web 2.0</description>
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		<title>Wichtiger Schritt</title>
		<link>http://www.sf-buerstadt.de/2012/02/12/wichtiger-schritt/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=wichtiger-schritt</link>
		<comments>http://www.sf-buerstadt.de/2012/02/12/wichtiger-schritt/#comments</comments>
		<pubDate>Sun, 12 Feb 2012 17:32:03 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Presse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=743</guid>
		<description><![CDATA[Bürstadt siegt gegen Fürth Ein kalter Sonntag ist es gewesen, als das Spiel der Schachfreunde gegen die Gäste aus Fürth stattfand. Mit knapp einer halben Stunde Verspätung trafen die Gegner ein, jedoch nur die halbe Mannschaft. So gingen die Schachfreunde kampflos mit vier zu null in Führung. Schnell wurden zwei weitere Partien unentschieden gewertet, sodass [...]]]></description>
			<content:encoded><![CDATA[<p>Bürstadt siegt gegen Fürth<br />
Ein kalter Sonntag ist es gewesen, als das Spiel der Schachfreunde gegen die Gäste aus Fürth stattfand. Mit knapp einer halben Stunde Verspätung trafen die Gegner ein, jedoch nur die halbe Mannschaft. So gingen die Schachfreunde kampflos mit vier zu null in Führung. Schnell wurden zwei weitere Partien unentschieden gewertet, sodass der Sieg für Bürstadt früh feststand. Lediglich Torsten Schmenger und Timo Roth lehnten ihre Remisangebote ab und kämpften ihre Partien aus, mit Erfolg. Hier lautete das Endergebnis sieben zu eins für die Schachfreunde. In der Tabelle liegen die Schachfreunde damit weiter auf Platz Eins. „Die nächsten beiden Gegner werden etwas einfacher, sodass wir schon vom Aufstieg träumen dürfen“, urteilte Mannschaftsführer Torsten Bitsch.<br />
Die zweite Mannschaft spielte ebenfalls zuhause gegen Mörlenbach/Birkenau. In dieser Begegnung sah es zunächst düster für die Schachfreunde aus, doch mit den Remis durch Markus Meyer und Konrad Laxy sowie den Siegen von Claus Rothenhefer, Rainer Kilian und Horst Stockmann, wurde ein vier zu vier erreicht und damit wichtige Mannschaftspunkte gesichert. Dennoch müssen die Schachfreunde hier noch etwas kämpfen, um den Klassenerhalt ganz sicher zu schaffen.<br />
Die dritte Mannschaft hatte am letzten Tag spielfrei und belegt einen Mittelfeldplatz in der Tabelle.<br />
Jeden Freitag findet von 18:30 Uhr bis 19:30 Uhr ein betreutes Jugendtraining der Schachfreunde Bürstadt in den Räumlichkeiten der Alten Schillerschule, Zugang Augustinerstraße, statt. ts</p>
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		<item>
		<title>15 Minuten Turnier 10.02.2012</title>
		<link>http://www.sf-buerstadt.de/2012/02/12/15-minuten-turnier-10-02-2012/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=15-minuten-turnier-10-02-2012</link>
		<comments>http://www.sf-buerstadt.de/2012/02/12/15-minuten-turnier-10-02-2012/#comments</comments>
		<pubDate>Sun, 12 Feb 2012 00:04:33 +0000</pubDate>
		<dc:creator>Oliver</dc:creator>
				<category><![CDATA[Ergebnisse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=733</guid>
		<description><![CDATA[Rang Teilnehmer TWZ S R V Punkte Buchh SoBerg 1. Bitsch, Torsten 1950 7 0 0 7.0 21.0 21.00 2. Zimmermann, Jörn 1760 5 1 1 5.5 22.5 13.25 3. Barmann, Oliver 1755 5 0 2 5.0 23.0 10.50 4. Stockmann, Horst 1680 4 1 2 4.5 23.5 8.75 5. Stockmann, Bernd 1600 2 0 [...]]]></description>
			<content:encoded><![CDATA[<p>Rang Teilnehmer            TWZ  S R V Punkte Buchh SoBerg<br />
1.     Bitsch, Torsten      1950 7 0 0  7.0     21.0    21.00<br />
2.     Zimmermann, Jörn  1760 5 1 1  5.5     22.5    13.25<br />
3.     Barmann, Oliver     1755 5 0 2  5.0     23.0    10.50<br />
4.     Stockmann, Horst  1680 4 1 2  4.5     23.5      8.75<br />
5.     Stockmann, Bernd 1600 2 0 5  2.0     26.0      3.00<br />
6.     Meyer, Markus      1511 2 0 5  2.0     26.0      2.00<br />
7.     Roth, Timo           1706 1 0 6  1.0     27.0      2.00<br />
8.     Laxy, Konrad        1578 1 0 6  1.0     27.0      1.00</p>
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		</item>
		<item>
		<title>Vorstellung unseres Jugendtrainers</title>
		<link>http://www.sf-buerstadt.de/2012/02/02/730/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=730</link>
		<comments>http://www.sf-buerstadt.de/2012/02/02/730/#comments</comments>
		<pubDate>Thu, 02 Feb 2012 16:18:56 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Quatsch]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=730</guid>
		<description><![CDATA[Heute wird unser neuer Jugendtrainer Thanh Kien Tran einmal ordentlich im folgenden Interview vorgestellt: Torsten Schmenger: Hey TK! Schön dass du Zeit gefunden hast einige Fragen für uns zu beantworten. Fangen wir ganz locker an, stell dich am besten einmal vor. Thanh Kien Tran:  Mein Name ist Thanh Kien Tran oder einfach TK, ich bin [...]]]></description>
			<content:encoded><![CDATA[<p>Heute wird unser neuer Jugendtrainer Thanh Kien Tran einmal ordentlich im folgenden Interview vorgestellt:</p>
<p>Torsten Schmenger: Hey TK! Schön dass du Zeit gefunden hast einige Fragen für uns zu beantworten. Fangen wir ganz locker an, stell dich am besten einmal vor.<br />
Thanh Kien Tran:  Mein Name ist Thanh Kien Tran oder einfach TK, ich bin 22 Jahre alt und wohne in Lampertheim. Neben Schach bin ich generell ein großer Sportfan, vor allem Fußball. Derzeit studiere ich BWL.<br />
TS: Und da hast du für Schach noch Zeit? Wie bist du denn ursprünglich auf Schach gekommen?<br />
TK (lacht): Ja, dafür nehme ich mir die Zeit. Mit Schach bin ich erst mit elf Jahren in Berührung gekommen. Danach haben meine Freunde und ich die Regeln so gut es ging selbst erforscht, es folgte der Besuch einer Schach-AG und letztlich der Eintritt in einen Verein.<br />
TS. Du hast  also gerade in dem Alter mit Schach begonnen, in dem unsere Jugendlichen sich auch so langsam befinden. Du kannst dich also sehr gut in deine neuen Schüler hineinversetzen.<br />
TK: Genau, erstens kenne ich den Lernprozess auch von der anderen Seite. Dazu kommt noch, dass ich mit 22 Jahren auch noch im erreichbaren Alter für die Kinder bin. Ein wichtiger Punkt.<br />
TS: So fällt die Identifikation leichter.<br />
TK: Genau.<br />
TS: Und konntest du vorher schon Erfahrung als Jugendtrainer sammeln? Oder ist das Neuland für dich?<br />
TK: Nein, mir macht der Umgang mit Kindern und Jugendlichen generell Spaß. Vor meinem Engagement in Bürstadt betreute ich einige Kinder der Schach-AG des LGL in Lampertheim und fungierte als Jugendtrainer beim VLK Lampertheim.<br />
TS: Was genau macht dir denn Spaß an der Arbeit mit Kindern?<br />
TK: Mir macht zum einen die Weitergabe meines Wissens Spaß. Aber es ist auch schön, wenn ich merke, dass ich meine Schüler nicht nur schachlich, sondern auch geistig voranbringen kann. Das können ganz einfach sprachliche Aspekte als auch Transfer- und logisches Denken sein. Schach bietet hier ganz viel Spielraum.<br />
TS: Es gibt ja auch Studien darüber, dass Kinder ihre schulischen Leistungen verbessern wenn sie gleichzeitig Schach trainieren.<br />
TK: Im Schach lernen sie eben so viel mehr, was auch für andere Bereiche wichtig ist. Kinder und Jugendliche bringen hervorragende Voraussetzungen mit, um sich schnell im Schach weiterzuentwickeln. Aufgrund des sehr guten Gedächtnisses von Kindern, können sie sich im Gegensatz zu älteren Spielern viel mehr Denkmuster und Varianten einprägen. Das überträgt sich auch auf andere Lebensbereiche.<br />
TS: Und welche konkreten Ziele hast du dir für die Jugend der Schachfreunde Bürstadt gesetzt?<br />
TK: Zuerst muss ich sie etwas bremsen. Sie stecken voller Tatendrang und Ideen,  was auf der einen Seite gut ist, aber auch zu Fehlern führen kann. Aber in ihnen steckt jede Menge Potenzial!<br />
Deswegen versuche ich, ihren Ideen eine Form zu geben. Ideen gibt es unzählig viele, sie müssen einschätzen lernen, welche davon gut und welche schlecht sind. Das hilft auch für viele Situationen im Leben!</p>
<p>TS: Schach als Schule für das Leben, eigentlich ein guter Werbespruch.</p>
<p>TK: Auf jeden Fall. Die positive Wirkung des Schachs auf Kinder wird nach wie vor unterschätzt. Natürlich steht Spaß absolut im Vordergrund, der Lernprozess muss deshalb spielerisch vonstattengehen.  Mein kurzfristiges Ziel ist es, die Kinder auf das Ketscher Jugendopen am 04.02.2012 vorzubereiten. Dort sollen sie sich selbst gut präsentieren können.</p>
<p>TS: Dann bedankte ich mich für deine Zeit.  Ich wünsche dir dann weiterhin eine schöne Zeit hier bei uns und hoffe, dass das Jugendopen ein voller Erfolg wird. Ich drück‘ die Daumen!</p>
<p><img src="http://www.sf-buerstadt.de/wp-content/uploads/2012/02/Unbenannt.png" alt="Jugendturnier" /></p>
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		</item>
		<item>
		<title>Zeitnotschlacht in Mörlenbach</title>
		<link>http://www.sf-buerstadt.de/2012/01/31/zeitnotschlacht-in-morlenbach/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=zeitnotschlacht-in-morlenbach</link>
		<comments>http://www.sf-buerstadt.de/2012/01/31/zeitnotschlacht-in-morlenbach/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 15:32:27 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Presse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=726</guid>
		<description><![CDATA[Bürstadt siegt im Zitterduell Es sollte nicht einfach werden im Spitzenspiel der Bezirksoberliga zwischen Freibauer Mörlenbach und den Schachfreunden Bürstadt vergangenen Sonntag. Am Spitzenbrett der Begegnung wurde recht früh ein Remis vereinbart. Dagegen fand Timo Roth nicht gut in sein eigenes Spiel, geriet in furchtbare Zeitnot und verlor letztlich seine Partie. Kurz darauf sorgte Jörn [...]]]></description>
			<content:encoded><![CDATA[<p>Bürstadt siegt im Zitterduell</p>
<p>Es sollte nicht einfach werden im Spitzenspiel<br />
der Bezirksoberliga zwischen Freibauer<br />
Mörlenbach und den Schachfreunden Bürstadt vergangenen Sonntag. Am Spitzenbrett der Begegnung wurde recht früh ein Remis vereinbart.<br />
Dagegen fand Timo Roth nicht gut in sein eigenes Spiel, geriet in furchtbare Zeitnot und verlor letztlich seine Partie. Kurz darauf sorgte Jörn<br />
Zimmermann mit einem ungefährdeten Weißsieg jedoch für Ausgleich. Stephan Ziska knockte seinen Gegner in einem hübschen Angriff aus, während Kostas<br />
Makryniotis durch einen Rechenfehler seine Partie aufgeben musste. Ein regelrechter Krimi wurde an Torsten Schmengers Brett gespielt. Nachdem Schmengers Angriff misslungen war und er sich in schlechterer Stellung wiederfand, behielt er in der nachfolgenden Zeitnotphase die Oberhand und konnte mit zehn Sekunden Restzeit mattsetzen. Friedlich dagegen trennten sich Alexander Dexler und sein Gegenüber. Als letzer spielte Dirk Fröhlich. Sein Gegner musste bei einem vier zu drei Rückstand unbedingt gewinnen, um Freibauer Mörlenbach im Spitzenspiel wenigstens einen Tabellenpunkt und damit die Führung zu bewahren. Nach knapp sechsstündiger Spielzeit musste der Mörlenbacher allerdings frustriert die Waffen strecken. So siegten die Schachfreunde mit etwas Glück fünf zu drei.</p>
<p>Was die Schachfreunde gegen Mörlenbach an Glück über hatte, fehlte in der Begegnung gegen Bickenbach.<br />
Siegreich waren hier nur Klaus Zeimer und Konrad Laxy, während Markus Meyer und Rainer Kilian remis spielten. Die restliche Mannschaft musste teils unglücklich ihre Partien aufgeben. Zwei Klassen tiefer konnte Bürstadt seinen Wettkampf gegen Bickenbach allerdings siegreich gestalten. Hier siegten Alexander Bauer, Bernd Stockmann, Julian Ohl und Rolf Nagel.</p>
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		</item>
		<item>
		<title>Jahreseröffnungsblitz</title>
		<link>http://www.sf-buerstadt.de/2012/01/20/jahreseroffnungsblitz/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=jahreseroffnungsblitz</link>
		<comments>http://www.sf-buerstadt.de/2012/01/20/jahreseroffnungsblitz/#comments</comments>
		<pubDate>Fri, 20 Jan 2012 19:17:00 +0000</pubDate>
		<dc:creator>sfamin</dc:creator>
				<category><![CDATA[Ergebnisse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=512</guid>
		<description><![CDATA[Hier die Ergebnisse von unserem ersten Blitzturnier des Jahres. zu den Ergebnissen]]></description>
			<content:encoded><![CDATA[<p>Hier die Ergebnisse von unserem ersten Blitzturnier des Jahres.</p>

<table id="wp-table-reloaded-id-3-no-1" class="wp-table-reloaded wp-table-reloaded-id-3">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Name</th><th class="column-2">Punkte</th><th class="column-3">Platz</th>
	</tr>
</thead>
<tbody class="row-hover">
	<tr class="row-2 even">
		<td class="column-1">Riebel, Werner</td><td class="column-2">7,5</td><td class="column-3">1</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">Zimermann, Jörn</td><td class="column-2">5,5</td><td class="column-3">2</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">Bitsch, Torsten</td><td class="column-2">3,5</td><td class="column-3">3</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">Stockmann, Horst</td><td class="column-2">3</td><td class="column-3">4</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Roth, Timo</td><td class="column-2">0,5</td><td class="column-3">5</td>
	</tr>
</tbody>
</table>

<p><a href="http://www.sf-buerstadt.de/ergebnisse/">zu den Ergebnissen</a></p>
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		<item>
		<title>Bürstadt strauchelt</title>
		<link>http://www.sf-buerstadt.de/2011/11/07/burstadt-strauchelt/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=burstadt-strauchelt</link>
		<comments>http://www.sf-buerstadt.de/2011/11/07/burstadt-strauchelt/#comments</comments>
		<pubDate>Mon, 07 Nov 2011 15:37:28 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Presse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=494</guid>
		<description><![CDATA[Bürstadt strauchelt Nur ein Remis gegen Bickenbach Es sollte ein langer Tag werden für die Schachfreunde aus Bürstadt. Nachdem bereits Tage vor dem eigentlichen Spieltag organisiert werden musste, wie im Vereinsheim der Schachfreunde alle drei Mannschaften gleichzeitig ihre Heimspiele absolvieren sollten, gab es am Sonntag selbst ordentlich Nervenkitzel. Im Spitzenspiel Bürstadt I gegen Bickenbach sah [...]]]></description>
			<content:encoded><![CDATA[<p>Bürstadt strauchelt</p>
<p>Nur ein Remis gegen Bickenbach</p>
<p>Es sollte ein langer Tag werden für die<br />
Schachfreunde aus Bürstadt. Nachdem<br />
bereits Tage vor dem eigentlichen<br />
Spieltag organisiert werden musste, wie<br />
im Vereinsheim der Schachfreunde alle<br />
drei Mannschaften gleichzeitig ihre<br />
Heimspiele absolvieren sollten, gab es am<br />
Sonntag selbst ordentlich Nervenkitzel.</p>
<p>Im Spitzenspiel Bürstadt I gegen<br />
Bickenbach sah es nach einem Sieg durch<br />
Jörn Zimmermann zunächst gut aus. Stephan<br />
Ziska und Alexander Dexler remisierten<br />
ihre Partien, doch dann musste Dirk Fröhlich<br />
nach einem Fehler seine Partie bald aufgeben.<br />
Werner Riebel und Torsten Schmenger<br />
konnten ihre Partien aus schlechterer Stellung<br />
heraus ins Unentschieden retten. Dieses<br />
Kunststück gelang Mannschaftsführer Torsten<br />
Bitsch nicht, er verlor seine Partie nach langem<br />
und zähem Kampf und Bickenbach ging in<br />
Führung. Mit Glück und großer<br />
Kraftanstrengung konnte Kostas<br />
Makryniotis seine Partie gewinnen und so<br />
das Mannschaftsunentschieden retten.<br />
Damit büßte Bürstadt seine Tabellenführung<br />
ein und liegt nun auf Platz Zwei hinter<br />
Mörlenbach-Birkenau.</p>
<p>Bürstadt II kam gegen Einhausen ebenfalls<br />
nicht über ein Vier zu Vier hinaus.<br />
Claus Rothenhefer gewann als einziger seine<br />
Partie, während eine Partie verloren wurde<br />
und alle übrigen Unentschieden ausgingen.<br />
Damit liegt Bürstadt II auf einem soliden<br />
vierten Platz in der Tabelle.</p>
<p>ts</p>
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		</item>
		<item>
		<title>Frischer Wind</title>
		<link>http://www.sf-buerstadt.de/2011/10/23/frischer-wind/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=frischer-wind</link>
		<comments>http://www.sf-buerstadt.de/2011/10/23/frischer-wind/#comments</comments>
		<pubDate>Sun, 23 Oct 2011 12:07:52 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Presse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=490</guid>
		<description><![CDATA[Würde man Vereinsvorsitzenden Horst Stockmann nach dem Befinden der Schachfreunde Bürstadt fragen, so würde dieser sicher ein zufriedenes Lächeln aufsetzen. Und in der Tat, gibt es in der neuen Saison neues zu berichten. &#160; Nachdem die erste Mannschaft vergangene Saison von der Landesklasse Süd in die Bezirksoberliga des Schachbezirks Zehn abgestiegen ist, befindet sich die [...]]]></description>
			<content:encoded><![CDATA[<p>Würde man Vereinsvorsitzenden Horst Stockmann nach dem Befinden der Schachfreunde</p>
<p>Bürstadt fragen, so würde dieser sicher ein zufriedenes Lächeln aufsetzen.</p>
<p>Und in der Tat, gibt es in der neuen Saison neues zu berichten.</p>
<p>&nbsp;</p>
<p>Nachdem die erste Mannschaft vergangene Saison von der Landesklasse Süd in die Bezirksoberliga des</p>
<p>Schachbezirks Zehn abgestiegen ist, befindet sich die Mannschaft in eben jener Klasse derzeit auf</p>
<p>Tabellenplatz Eins wieder. Mit Vier Mannschaftspunkten und 14 Brettpunkten hat sie dabei beinahe das absolute</p>
<p>Maximum herausgeholt.</p>
<p>&nbsp;</p>
<p>Die zweite Mannschaft, in derselben Klasse, befindet</p>
<p>sich derzeit auf einem soliden Mittelfeldplatz.</p>
<p>&nbsp;</p>
<p>Auch ein weiteres Ziel der Schachfreunde Bürstadt wurde erreicht. Nach einiger Vorarbeit nahm Than Kein</p>
<p>Tran nun das wöchentliche Jugendtraining unter seine Fittiche. Zuvor hatte sich ehrenamtlich eine handvoll</p>
<p>Spieler abwechselnd um die zunehmende Zahl an Jugendliche gekümmert.</p>
<p>Tran sorgt für seine wöchentliche Präsenz für ein</p>
<p>kontinuierliches Trainingskonzept und eine bessere</p>
<p>Atmosphäre.</p>
<p>&nbsp;</p>
<p>Auch die Umwandlung des Vereines  einen e.V. (eingetragener Verein) geht beharrlich seinen Weg.</p>
<p>&nbsp;</p>
<p>Der nächste Spieltermin ist der 6.11.2011. Alle drei Mannschaften haben Heimspiele jeweils um neun Uhr</p>
<p>im Vereinsheim der Schachfreunde Bürstadt, Alte Schillerschule, Zugang Augustinerstraße.</p>
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		</item>
		<item>
		<title>Bürstadt belegt vierten Platz</title>
		<link>http://www.sf-buerstadt.de/2011/09/19/burstadt-belegt-vierten-platz/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=burstadt-belegt-vierten-platz</link>
		<comments>http://www.sf-buerstadt.de/2011/09/19/burstadt-belegt-vierten-platz/#comments</comments>
		<pubDate>Mon, 19 Sep 2011 14:20:44 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Ergebnisse]]></category>
		<category><![CDATA[Presse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=483</guid>
		<description><![CDATA[SG Bensheim wird Bezirksmannschaftsmeister im Blitzschach &#160; Am Sonntag, den 18. September 2011, fand ab 10 Uhr im Bürgerzentrum Biblis die jährliche Blitzmannschaftsmeisterschaft des Schachbezirk 10 statt. &#160; Nachdem die Teilnehmerzahl in den vergangenen Jahren deutlich geschrumpft war, waren dieses Jahr wieder elf Mannschaften am Start. Bürstadt schickte gleich zwei Teams ins Rennen. Der Spieler, [...]]]></description>
			<content:encoded><![CDATA[<p>SG Bensheim wird Bezirksmannschaftsmeister</p>
<p>im Blitzschach</p>
<p>&nbsp;</p>
<p>Am Sonntag, den 18. September 2011, fand ab 10 Uhr im Bürgerzentrum Biblis die jährliche Blitzmannschaftsmeisterschaft des Schachbezirk 10 statt.</p>
<p>&nbsp;</p>
<p>Nachdem die Teilnehmerzahl in den vergangenen Jahren deutlich geschrumpft war, waren dieses Jahr wieder elf Mannschaften am Start. Bürstadt schickte gleich zwei Teams ins Rennen.</p>
<p>Der Spieler, der innerhalb einer Mannschaft in der höchsten Liga spielte, bestimmt, für welche Klasse die Mannschaft antritt. Für die Beste Mannschaft einer Klasse gibt es zum Schluss eine Schachuhr zu gewinnen, während sich die ersten beiden Plätze für die Hessische Meisterschaft qualifizieren.</p>
<p>&nbsp;</p>
<p>Nach gut dreistündigem Turnierverlauf zeigten sich die Bürstädter mit den Plätzen vier und sechs zufrieden und verwiesen auf die stark besetzten Mannschaften aus Bensheim und Mörlenbach.</p>
<p>&nbsp;</p>
<p>Der nächste Termin findet kommenden Sonntag statt. Hier spielen Bürstadt I gegen Bürstadt II ihr erstes Spiel der Saison in der Bezirksoberliga.</p>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<p>Quelle: www.bezirk10.schach-an-der-bergstrasse.info</p>
]]></content:encoded>
			<wfw:commentRss>http://www.sf-buerstadt.de/2011/09/19/burstadt-belegt-vierten-platz/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Mario Winkler gewinnt Jugendturnier</title>
		<link>http://www.sf-buerstadt.de/2011/08/28/mario-winkler-gewinnt-jugendturnier/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=mario-winkler-gewinnt-jugendturnier</link>
		<comments>http://www.sf-buerstadt.de/2011/08/28/mario-winkler-gewinnt-jugendturnier/#comments</comments>
		<pubDate>Sun, 28 Aug 2011 12:58:54 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Presse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=475</guid>
		<description><![CDATA[Ein Stechen bringt die Entscheidung Vergangenen Sonntag, den 28.08.2011, fand zum dritten Mal in Folge das jährliche Jugendturnier der Schachfreunde Bürstadt statt. Mit fünf Jugendlichen etwas schwächer besetzt als die Vorjahre, spielten die Teilnehmer im Modus Jeder-gegen-Jeden mit jeweils 15 Minuten Bedenkzeit. Turnierleiter Dirk Fröhlich ließ die Jugendlichen dabei die Partien notieren und sorgte so [...]]]></description>
			<content:encoded><![CDATA[<p>Ein Stechen bringt die Entscheidung</p>
<p>Vergangenen Sonntag, den 28.08.2011, fand zum dritten Mal in Folge das jährliche Jugendturnier der Schachfreunde Bürstadt statt.</p>
<p>Mit  fünf Jugendlichen etwas schwächer besetzt als die Vorjahre, spielten  die Teilnehmer im Modus Jeder-gegen-Jeden mit jeweils 15 Minuten  Bedenkzeit.</p>
<p>Turnierleiter Dirk Fröhlich ließ die Jugendlichen  dabei die Partien notieren und sorgte so für ruhigeren Partieablauf  während der Begegnungen.</p>
<p>Schnell machte Mario Winkler seine Führungsposition geltend, er strauchelte nur in der Schlussrunde gegen Jean-Pierre Weber.</p>
<p>Aufgrund  von Punktgleichheit, jeweils drei aus vier möglichen Punkten, kam es zu  einem Stechen zwischen den beiden Kontrahenten, welches Mario Winkler  für sich entscheiden konnte und so zum dritten Mal den Pokal des Siegers  mit nach Hause nahm. Das Stechen um den dritten Platz gewann Silas  Diehl gegen Jonah Weber, den fünften Platz erreichte Mike Hemker.</p>
<p>Jeden  Freitag findet von 18:30 Uhr bis 19:30 Uhr ein betreutes Jugendtraining  der Schachfreunde Bürstadt in den Räumlichkeiten der Alten  Schillerschule, Zugang Augustinerstraße, statt.</p>
<p>&nbsp;</p>
<table border="0">
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<tr>
<td></td>
<td><strong>Namen</strong></td>
<td><strong>1</strong></td>
<td><strong>2</strong></td>
<td><strong>3</strong></td>
<td><strong>4</strong></td>
<td><strong>5</strong></td>
<td><strong>Punkte</strong></td>
</tr>
<tr>
<td style="text-align: right;">1</td>
<td style="text-align: right;">Mario Winkler</td>
<td style="text-align: center;"><strong>/</strong></td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">3</td>
</tr>
<tr>
<td style="text-align: center;">2</td>
<td style="text-align: center;">Silas Diehl</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;"><strong>/</strong></td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">2</td>
</tr>
<tr>
<td>3</td>
<td style="text-align: center;">Jonah Weber</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;"><strong>/</strong></td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">2</td>
</tr>
<tr>
<td style="text-align: center;">4</td>
<td style="text-align: center;">Jean-Pierre Weber</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">1</td>
<td style="text-align: center;"><strong>/</strong></td>
<td style="text-align: center;">1</td>
<td style="text-align: center;">3</td>
</tr>
<tr>
<td style="text-align: center;">5</td>
<td style="text-align: center;">Mike Hemker</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;">0</td>
<td style="text-align: center;"><strong>/</strong></td>
<td style="text-align: center;">0</td>
</tr>
</tbody>
</table>
<p><a href="http://www.sf-buerstadt.de/wp-content/uploads/2012/01/schachjugend1.jpg"><img class="alignleft size-medium wp-image-620" title="schachjugend1" src="http://www.sf-buerstadt.de/wp-content/uploads/2012/01/schachjugend1-300x225.jpg" alt="" width="300" height="225" /></a></p>
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		<title>Stadtmeisterschaft 2011 Paarungen Halbfinale‏</title>
		<link>http://www.sf-buerstadt.de/2011/07/25/stadtmeisterschaft-2011-paarungen-halbfinale%e2%80%8f-2/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=stadtmeisterschaft-2011-paarungen-halbfinale%25e2%2580%258f-2</link>
		<comments>http://www.sf-buerstadt.de/2011/07/25/stadtmeisterschaft-2011-paarungen-halbfinale%e2%80%8f-2/#comments</comments>
		<pubDate>Mon, 25 Jul 2011 14:25:02 +0000</pubDate>
		<dc:creator>Torsten</dc:creator>
				<category><![CDATA[Ergebnisse]]></category>

		<guid isPermaLink="false">http://www.sf-buerstadt.de/?p=467</guid>
		<description><![CDATA[Die Vorrunde wurde von allen Teilnehmern erfolgreich absolviert, nun stehen die finalen Paarungen fest: Endrunde Halbfinale 1      Schmidt, Danny     &#8211;     Bitsch, Torsten 2      Stockmann, Horst     &#8211;     Fröhlich, Dirk Trostrunde Halbfinale 1      Nagel, Rolf     &#8211;     Barmann, Oliver 2      Roth, Timo     &#8211;     Zimmermann, Jörn Bei [...]]]></description>
			<content:encoded><![CDATA[<p>Die Vorrunde wurde von allen Teilnehmern erfolgreich absolviert, nun stehen die finalen Paarungen fest:</p>
<p><strong>Endrunde </strong><br />
<strong>Halbfinale </strong><br />
1      Schmidt, Danny     &#8211;     Bitsch, Torsten<br />
2      Stockmann, Horst     &#8211;     Fröhlich, Dirk</p>
<p><strong>Trostrunde </strong><br />
<strong>Halbfinale </strong><br />
1      Nagel, Rolf     &#8211;     Barmann, Oliver<br />
2      Roth, Timo     &#8211;     Zimmermann, Jörn</p>
<p>Bei Gleichheit der bisherigen Farbverteilung bekommt der Zweitplatzierte bzw. Viertplatzierte der Vorrunde weiß.<br />
Das Halbfinale ist bis zum 26.08.2011 zu spielen.</p>
<div><strong><span style="font-size: small;">Endergebnis Gruppe A:</span></strong></div>
<div>
<table border="0" cellspacing="0" cellpadding="0" width="568">
<colgroup>
<col width="25"></col>
<col width="149"></col>
<col width="80"></col>
<col width="61"></col>
<col width="33"></col>
<col span="3" width="38"></col>
<col width="16"></col>
<col width="51"></col>
<col width="39"></col>
</colgroup>
<tbody>
<tr height="18">
<td colspan="2" width="174" height="18"><span style="font-size: x-small;"><strong>Gruppe A</strong></span></td>
<td width="80"><span style="font-size: x-small;"><strong> </strong></span></td>
<td width="61"><span style="font-size: x-small;"><strong> </strong></span></td>
<td width="33"><span style="font-size: x-small;"><strong> </strong></span></td>
<td width="38"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="38"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="38"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="16"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="51"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="39"><span style="font-size: x-small;"><strong></strong></span></td>
</tr>
<tr height="18">
<td height="18"><span style="font-size: x-small;"><strong>Nr.</strong></span></td>
<td><span style="font-size: x-small;"><strong></strong></span><span style="font-size: x-small;"><strong>Name</strong></span></td>
<td><span style="font-size: x-small;"><strong></strong></span></td>
<td><span style="font-size: x-small;"><strong>DWZ</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>1</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>2</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>3</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>4</strong></span></td>
<td><span style="font-size: x-small;"><strong></strong></span></td>
<td><span style="font-size: x-small;"><strong>Punkte</strong></span></td>
<td><strong><span style="font-size: x-small;">Platz</span></strong></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">1</span></td>
<td><span style="font-size: x-small;">Bitsch, Torsten</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1967</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td align="right"><span style="font-size: x-small;">0,5</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">2,5</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">2</span></td>
<td><span style="font-size: x-small;">Barmann, Oliver</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1717</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td align="right"><span style="font-size: x-small;">3</span></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">3</span></td>
<td><span style="font-size: x-small;">Stockmann, Horst</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1718</span></td>
<td align="right"><span style="font-size: x-small;">0,5</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td><span style="font-size: x-small;"> </span><span style="font-size: x-small;">0,5</span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">2</span></td>
<td align="right"><span style="font-size: x-small;">2</span></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">4</span></td>
<td><span style="font-size: x-small;">Roth, Timo</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1641</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td><span style="font-size: x-small;"> </span><span style="font-size: x-small;">0,5</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">0</span><span style="font-size: x-small;">,5</span></td>
<td align="right"><span style="font-size: x-small;">4</span></td>
</tr>
</tbody>
</table>
</div>
<div>
<div><strong><span style="font-size: small;">Endergebnis Gruppe B:</span></strong></div>
</div>
<table border="0" cellspacing="0" cellpadding="0" width="568">
<colgroup>
<col width="25"></col>
<col width="149"></col>
<col width="80"></col>
<col width="61"></col>
<col width="33"></col>
<col span="3" width="38"></col>
<col width="16"></col>
<col width="51"></col>
<col width="39"></col>
</colgroup>
<tbody>
<tr height="18">
<td colspan="2" width="174" height="18"><span style="font-size: x-small;"><strong>Gruppe B</strong></span></td>
<td width="80"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="61"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="33"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="38"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="38"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="38"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="16"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="51"><span style="font-size: x-small;"><strong></strong></span></td>
<td width="39"><span style="font-size: x-small;"><strong></strong></span></td>
</tr>
<tr height="18">
<td height="18"><span style="font-size: x-small;"><strong>Nr.</strong></span></td>
<td><span style="font-size: x-small;"><strong>Name</strong></span></td>
<td><span style="font-size: x-small;"><strong><br />
</strong></span></td>
<td><span style="font-size: x-small;"><strong>DWZ</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>1</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>2</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>3</strong></span></td>
<td align="right"><span style="font-size: x-small;"><strong>4</strong></span></td>
<td><span style="font-size: x-small;"><strong></strong></span></td>
<td><span style="font-size: x-small;"><strong>Punkte</strong></span></td>
<td><strong><span style="font-size: x-small;">Platz</span></strong></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">1</span></td>
<td><span style="font-size: x-small;">Schmidt, Danny</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1958</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">2</span></td>
<td align="right"><span style="font-size: x-small;">2</span></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">2</span></td>
<td><span style="font-size: x-small;">Fröhlich, Dirk</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1909</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">0,5</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">2,5</span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">3</span></td>
<td><span style="font-size: x-small;">Zimmermann, Jörn</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1756</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">0,5</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1</span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">1,5</span></td>
<td align="right"><span style="font-size: x-small;">3</span></td>
</tr>
<tr height="17">
<td height="17" align="right"><span style="font-size: x-small;">4</span></td>
<td><span style="font-size: x-small;">Nagel, Rolf</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td align="right"><span style="font-size: x-small;">1379</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td><span style="font-size: x-small;"> </span></td>
<td></td>
<td align="right"><span style="font-size: x-small;">0</span></td>
<td align="right"><span style="font-size: x-small;">4</span></td>
</tr>
</tbody>
</table>
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