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Vereinsmeisterschaft https://www.schach-lendersdorf.de/index.php/vereinsm 2024-05-04T03:38:32+02:00 SV Lendersdorf '57 e.V. Joomla! - Open Source Content Management Eric Peters gewinnt Kinder- und Jugendblitzturnierturnier 2024-01-14T06:58:00+01:00 2024-01-14T06:58:00+01:00 https://www.schach-lendersdorf.de/index.php/vereinsm/59-test-test-9 Peter <p><span style="font-size:11.0pt;line-height:107%; font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;mso-fareast-font-family: &quot;Times New Roman&quot;;mso-fareast-theme-font:minor-fareast;mso-hansi-theme-font: minor-latin;mso-bidi-font-family:&quot;Times New Roman&quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:DE;mso-fareast-language:DE;mso-bidi-language:AR-SA">Einen Tag vor Heiligabend trafen sich 15 Kinder und Jugendliche des Vereins um sich im Schnellschach zu messen. Normalerweise kommen sie zusammen, um sich mit ihren vier Trainern am Brett weiter zu qualifizieren. Vor Heiligabend stand aber der Spaß und das Kräftemessen im Mittelpunkt. In zehn Minuten Partien wurden sieben Runden gespielt. Am Ende hatte Eric Peters etwas überraschend die Nase vorn und durfte als erster an die Sachpreise. </span></p> <p><img alt="" 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" /></p> <p><span style="font-size:11.0pt;line-height:107%; font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;mso-fareast-font-family: &quot;Times New Roman&quot;;mso-fareast-theme-font:minor-fareast;mso-hansi-theme-font: minor-latin;mso-bidi-font-family:&quot;Times New Roman&quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:DE;mso-fareast-language:DE;mso-bidi-language:AR-SA">Der 1. Vorsitzende Peter Titz gratuliert Eric Peters zum Sieg</span><br /> geschrieben von Holger HInz</p> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="9">Rangliste:&nbsp;&nbsp;Stand&nbsp;nach&nbsp;der&nbsp;5.&nbsp;Runde&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>TWZ</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Peters,Eric</td> <td>861</td> <td>4</td> <td>1</td> <td>0</td> <td>4.5</td> <td>13.5</td> <td>12.25</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Lange,Arvid</td> <td>836</td> <td>4</td> <td>0</td> <td>1</td> <td>4.0</td> <td>16.0</td> <td>11.50</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ganin,Maksim</td> <td>881</td> <td>3</td> <td>1</td> <td>1</td> <td>3.5</td> <td>14.0</td> <td>8.75</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Shakbandaryan,Arm</td> <td>1269</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>16.0</td> <td>7.50</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Pieck,Leon</td> <td>1112</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>14.5</td> <td>7.00</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Demchenko,Dimitro</td> <td>500</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>13.5</td> <td>6.50</td> </tr> <tr bgcolor="#00FFFF"> <td>7</td> <td>Weber&nbsp;Michael</td> <td>100</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>9.5</td> <td>4.50</td> </tr> <tr bgcolor="#00FFFF"> <td>8</td> <td>Schefer,Alexander</td> <td>400</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>8.5</td> <td>3.00</td> </tr> <tr bgcolor="#00FFFF"> <td>9</td> <td>Lange,Tarja</td> <td>864</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>14.0</td> <td>5.25</td> </tr> <tr bgcolor="#00FFFF"> <td>10</td> <td>Weber,Laurin</td> <td>810</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>11.5</td> <td>3.75</td> </tr> <tr bgcolor="#00FFFF"> <td>11</td> <td>Ganin,Leonard</td> <td>813</td> <td>2</td> <td>0</td> <td>3</td> <td>2.0</td> <td>14.0</td> <td>6.00</td> </tr> <tr bgcolor="#00FFFF"> <td>12</td> <td>Dau&nbsp;Maxim</td> <td>100</td> <td>2</td> <td>0</td> <td>3</td> <td>2.0</td> <td>12.0</td> <td>2.00</td> </tr> <tr bgcolor="#00FFFF"> <td>13</td> <td>Polnev,Kiana</td> <td>600</td> <td>2</td> <td>0</td> <td>3</td> <td>2.0</td> <td>9.5</td> <td>1.00</td> </tr> <tr bgcolor="#00FFFF"> <td>14</td> <td>Frohn,Noah</td> <td>250</td> <td>1</td> <td>0</td> <td>4</td> <td>1.0</td> <td>13.5</td> <td>1.00</td> </tr> <tr bgcolor="#00FFFF"> <td>15</td> <td>Frohn&nbsp;Samuel</td> <td>300</td> <td>1</td> <td>0</td> <td>4</td> <td>1.0</td> <td>9.5</td> <td>0.00</td> </tr> <tr bgcolor="#00FFFF"> <td>16</td> <td>Frohn&nbsp;Ella</td> <td>97</td> <td>0</td> <td>0</td> <td>5</td> <td>0.0</td> <td>10.5</td> <td>0.00</td> </tr> </tbody> </table> <p><span style="font-size:11.0pt;line-height:107%; font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;mso-fareast-font-family: &quot;Times New Roman&quot;;mso-fareast-theme-font:minor-fareast;mso-hansi-theme-font: minor-latin;mso-bidi-font-family:&quot;Times New Roman&quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:DE;mso-fareast-language:DE;mso-bidi-language:AR-SA">Einen Tag vor Heiligabend trafen sich 15 Kinder und Jugendliche des Vereins um sich im Schnellschach zu messen. Normalerweise kommen sie zusammen, um sich mit ihren vier Trainern am Brett weiter zu qualifizieren. Vor Heiligabend stand aber der Spaß und das Kräftemessen im Mittelpunkt. In zehn Minuten Partien wurden sieben Runden gespielt. Am Ende hatte Eric Peters etwas überraschend die Nase vorn und durfte als erster an die Sachpreise. </span></p> <p><img alt="" 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" /></p> <p><span style="font-size:11.0pt;line-height:107%; font-family:&quot;Calibri&quot;,sans-serif;mso-ascii-theme-font:minor-latin;mso-fareast-font-family: &quot;Times New Roman&quot;;mso-fareast-theme-font:minor-fareast;mso-hansi-theme-font: minor-latin;mso-bidi-font-family:&quot;Times New Roman&quot;;mso-bidi-theme-font:minor-bidi; mso-ansi-language:DE;mso-fareast-language:DE;mso-bidi-language:AR-SA">Der 1. Vorsitzende Peter Titz gratuliert Eric Peters zum Sieg</span><br /> geschrieben von Holger HInz</p> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="9">Rangliste:&nbsp;&nbsp;Stand&nbsp;nach&nbsp;der&nbsp;5.&nbsp;Runde&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>TWZ</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Peters,Eric</td> <td>861</td> <td>4</td> <td>1</td> <td>0</td> <td>4.5</td> <td>13.5</td> <td>12.25</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Lange,Arvid</td> <td>836</td> <td>4</td> <td>0</td> <td>1</td> <td>4.0</td> <td>16.0</td> <td>11.50</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ganin,Maksim</td> <td>881</td> <td>3</td> <td>1</td> <td>1</td> <td>3.5</td> <td>14.0</td> <td>8.75</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Shakbandaryan,Arm</td> <td>1269</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>16.0</td> <td>7.50</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Pieck,Leon</td> <td>1112</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>14.5</td> <td>7.00</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Demchenko,Dimitro</td> <td>500</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>13.5</td> <td>6.50</td> </tr> <tr bgcolor="#00FFFF"> <td>7</td> <td>Weber&nbsp;Michael</td> <td>100</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>9.5</td> <td>4.50</td> </tr> <tr bgcolor="#00FFFF"> <td>8</td> <td>Schefer,Alexander</td> <td>400</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>8.5</td> <td>3.00</td> </tr> <tr bgcolor="#00FFFF"> <td>9</td> <td>Lange,Tarja</td> <td>864</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>14.0</td> <td>5.25</td> </tr> <tr bgcolor="#00FFFF"> <td>10</td> <td>Weber,Laurin</td> <td>810</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>11.5</td> <td>3.75</td> </tr> <tr bgcolor="#00FFFF"> <td>11</td> <td>Ganin,Leonard</td> <td>813</td> <td>2</td> <td>0</td> <td>3</td> <td>2.0</td> <td>14.0</td> <td>6.00</td> </tr> <tr bgcolor="#00FFFF"> <td>12</td> <td>Dau&nbsp;Maxim</td> <td>100</td> <td>2</td> <td>0</td> <td>3</td> <td>2.0</td> <td>12.0</td> <td>2.00</td> </tr> <tr bgcolor="#00FFFF"> <td>13</td> <td>Polnev,Kiana</td> <td>600</td> <td>2</td> <td>0</td> <td>3</td> <td>2.0</td> <td>9.5</td> <td>1.00</td> </tr> <tr bgcolor="#00FFFF"> <td>14</td> <td>Frohn,Noah</td> <td>250</td> <td>1</td> <td>0</td> <td>4</td> <td>1.0</td> <td>13.5</td> <td>1.00</td> </tr> <tr bgcolor="#00FFFF"> <td>15</td> <td>Frohn&nbsp;Samuel</td> <td>300</td> <td>1</td> <td>0</td> <td>4</td> <td>1.0</td> <td>9.5</td> <td>0.00</td> </tr> <tr bgcolor="#00FFFF"> <td>16</td> <td>Frohn&nbsp;Ella</td> <td>97</td> <td>0</td> <td>0</td> <td>5</td> <td>0.0</td> <td>10.5</td> <td>0.00</td> </tr> </tbody> </table> Vereinsmeisterschaft 2023/2024 2024-02-26T06:58:00+01:00 2024-02-26T06:58:00+01:00 https://www.schach-lendersdorf.de/index.php/vereinsm/58-test-test-8 Peter <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="7">Teilnehmerliste:&nbsp;(Sortiert&nbsp;nach&nbsp;Spielernummer)</td> </tr> <tr bgcolor="#00FF00"> <th>TlnNr</th> <th>Teilnehmer</th> <th>Titel</th> <th>TWZ</th> <th>Attr</th> <th>Land</th> <th>Geburt</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>&nbsp;</td> <td>2038</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td>&nbsp;</td> <td>2031</td> <td>&nbsp;</td> <td>GER</td> <td>1958</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td>&nbsp;</td> <td>1798</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Alexander</td> <td>&nbsp;</td> <td>1793</td> <td>&nbsp;</td> <td>GER</td> <td>1978</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Staab,Jacques</td> <td>&nbsp;</td> <td>1733</td> <td>&nbsp;</td> <td>-</td> <td>1994</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>1525</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>1947</td> </tr> <tr bgcolor="#00FFFF"> <td>7</td> <td>Beyer,Jens</td> <td>&nbsp;</td> <td>1525</td> <td>&nbsp;</td> <td>GER</td> <td>1963</td> </tr> <tr bgcolor="#00FFFF"> <td>8</td> <td>Attianese,Alessandro</td> <td>&nbsp;</td> <td>1394</td> <td>&nbsp;</td> <td>GER</td> <td>1984</td> </tr> <tr bgcolor="#00FFFF"> <td>9</td> <td>Frohn,Ralf</td> <td>&nbsp;</td> <td>1322</td> <td>&nbsp;</td> <td>-</td> <td>1961</td> </tr> <tr bgcolor="#00FFFF"> <td>10</td> <td>Eredzhebov,Erdoan</td> <td>&nbsp;</td> <td>1259</td> <td>&nbsp;</td> <td>-</td> <td>1988</td> </tr> <tr bgcolor="#00FFFF"> <td>11</td> <td>Pieck,Leon</td> <td>&nbsp;</td> <td>1119</td> <td>&nbsp;</td> <td>-</td> <td>2007</td> </tr> <tr bgcolor="#00FFFF"> <td>12</td> <td>Liesenfeld,Leon</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>-</td> <td>2013</td> </tr> </tbody> </table> <p>&nbsp;</p> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;1.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>()</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>8</td> <td>Attianese,Alessa</td> <td>()</td> <td>-</td> <td>2</td> <td>Flatten,Arnold</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>3</td> <td>Titz,Peter</td> <td>()</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>()</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>5</td> <td>Staab,Jacques</td> <td>()</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>()</td> <td>-</td> <td>6</td> <td>Heinen,Richard</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;2.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>4</td> <td>Diel,Alexander</td> <td>(1)</td> <td>-</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>2</td> <td>Flatten,Arnold</td> <td>(1)</td> <td>-</td> <td>5</td> <td>Staab,Jacques</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>6</td> <td>Heinen,Richard</td> <td>(1)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>7</td> <td>Beyer,Jens</td> <td>(0)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>11</td> <td>Pieck,Leon</td> <td>(0)</td> <td>-</td> <td>8</td> <td>Attianese,Alessa</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>9</td> <td>Frohn,Ralf</td> <td>(0)</td> <td>-</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;3.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(2)</td> <td>-</td> <td>2</td> <td>Flatten,Arnold</td> <td>(2)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>3</td> <td>Titz,Peter</td> <td>(2)</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>5</td> <td>Staab,Jacques</td> <td>(1)</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>(1)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>-</td> <td>6</td> <td>Heinen,Richard</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(0)</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;4.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>6</td> <td>Heinen,Richard</td> <td>(2)</td> <td>-</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(2½)</td> <td>-&nbsp;-&nbsp;+</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>2</td> <td>Flatten,Arnold</td> <td>(2½)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>4</td> <td>Diel,Alexander</td> <td>(2)</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>-</td> <td>5</td> <td>Staab,Jacques</td> <td>(1½)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>7</td> <td>Beyer,Jens</td> <td>(1½)</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;5.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>4</td> <td>Diel,Alexander</td> <td>(3)</td> <td>-</td> <td>2</td> <td>Flatten,Arnold</td> <td>(3½)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>5</td> <td>Staab,Jacques</td> <td>(2½)</td> <td>-</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(3½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>6</td> <td>Heinen,Richard</td> <td>(2)</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>(2½)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>9</td> <td>Frohn,Ralf</td> <td>(2)</td> <td>-</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>3</td> <td>Titz,Peter</td> <td>(2)</td> <td>-</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>11</td> <td>Pieck,Leon</td> <td>(1)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;6.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>2</td> <td>Flatten,Arnold</td> <td>(4½)</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>(3)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(3½)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(3)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>9</td> <td>Frohn,Ralf</td> <td>(3)</td> <td>-</td> <td>5</td> <td>Staab,Jacques</td> <td>(3½)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>11</td> <td>Pieck,Leon</td> <td>(2)</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>(3)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(1)</td> <td>-</td> <td>6</td> <td>Heinen,Richard</td> <td>(2½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>-</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>+&nbsp;-&nbsp;-</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;7.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>2</td> <td>Flatten,Arnold</td> <td>(5½)</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>(3½)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(4½)</td> <td>-</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(1)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>5</td> <td>Staab,Jacques</td> <td>(4)</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>(4)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>7</td> <td>Beyer,Jens</td> <td>(3)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(3)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>6</td> <td>Heinen,Richard</td> <td>(2½)</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>(2)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(2)</td> <td>-&nbsp;-&nbsp;+</td> </tr> </tbody> </table> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="7">Teilnehmerliste:&nbsp;(Sortiert&nbsp;nach&nbsp;Spielernummer)</td> </tr> <tr bgcolor="#00FF00"> <th>TlnNr</th> <th>Teilnehmer</th> <th>Titel</th> <th>TWZ</th> <th>Attr</th> <th>Land</th> <th>Geburt</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>&nbsp;</td> <td>2038</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td>&nbsp;</td> <td>2031</td> <td>&nbsp;</td> <td>GER</td> <td>1958</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td>&nbsp;</td> <td>1798</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Alexander</td> <td>&nbsp;</td> <td>1793</td> <td>&nbsp;</td> <td>GER</td> <td>1978</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Staab,Jacques</td> <td>&nbsp;</td> <td>1733</td> <td>&nbsp;</td> <td>-</td> <td>1994</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>1525</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>1947</td> </tr> <tr bgcolor="#00FFFF"> <td>7</td> <td>Beyer,Jens</td> <td>&nbsp;</td> <td>1525</td> <td>&nbsp;</td> <td>GER</td> <td>1963</td> </tr> <tr bgcolor="#00FFFF"> <td>8</td> <td>Attianese,Alessandro</td> <td>&nbsp;</td> <td>1394</td> <td>&nbsp;</td> <td>GER</td> <td>1984</td> </tr> <tr bgcolor="#00FFFF"> <td>9</td> <td>Frohn,Ralf</td> <td>&nbsp;</td> <td>1322</td> <td>&nbsp;</td> <td>-</td> <td>1961</td> </tr> <tr bgcolor="#00FFFF"> <td>10</td> <td>Eredzhebov,Erdoan</td> <td>&nbsp;</td> <td>1259</td> <td>&nbsp;</td> <td>-</td> <td>1988</td> </tr> <tr bgcolor="#00FFFF"> <td>11</td> <td>Pieck,Leon</td> <td>&nbsp;</td> <td>1119</td> <td>&nbsp;</td> <td>-</td> <td>2007</td> </tr> <tr bgcolor="#00FFFF"> <td>12</td> <td>Liesenfeld,Leon</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>-</td> <td>2013</td> </tr> </tbody> </table> <p>&nbsp;</p> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;1.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>()</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>8</td> <td>Attianese,Alessa</td> <td>()</td> <td>-</td> <td>2</td> <td>Flatten,Arnold</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>3</td> <td>Titz,Peter</td> <td>()</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>()</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>5</td> <td>Staab,Jacques</td> <td>()</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>()</td> <td>-</td> <td>6</td> <td>Heinen,Richard</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;2.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>4</td> <td>Diel,Alexander</td> <td>(1)</td> <td>-</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>2</td> <td>Flatten,Arnold</td> <td>(1)</td> <td>-</td> <td>5</td> <td>Staab,Jacques</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>6</td> <td>Heinen,Richard</td> <td>(1)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>7</td> <td>Beyer,Jens</td> <td>(0)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>11</td> <td>Pieck,Leon</td> <td>(0)</td> <td>-</td> <td>8</td> <td>Attianese,Alessa</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>9</td> <td>Frohn,Ralf</td> <td>(0)</td> <td>-</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;3.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(2)</td> <td>-</td> <td>2</td> <td>Flatten,Arnold</td> <td>(2)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>3</td> <td>Titz,Peter</td> <td>(2)</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>5</td> <td>Staab,Jacques</td> <td>(1)</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>(1)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>-</td> <td>6</td> <td>Heinen,Richard</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(0)</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;4.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>6</td> <td>Heinen,Richard</td> <td>(2)</td> <td>-</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(2½)</td> <td>-&nbsp;-&nbsp;+</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>2</td> <td>Flatten,Arnold</td> <td>(2½)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>4</td> <td>Diel,Alexander</td> <td>(2)</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>-</td> <td>5</td> <td>Staab,Jacques</td> <td>(1½)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>7</td> <td>Beyer,Jens</td> <td>(1½)</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;5.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>4</td> <td>Diel,Alexander</td> <td>(3)</td> <td>-</td> <td>2</td> <td>Flatten,Arnold</td> <td>(3½)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>5</td> <td>Staab,Jacques</td> <td>(2½)</td> <td>-</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(3½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>6</td> <td>Heinen,Richard</td> <td>(2)</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>(2½)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>9</td> <td>Frohn,Ralf</td> <td>(2)</td> <td>-</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>3</td> <td>Titz,Peter</td> <td>(2)</td> <td>-</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>11</td> <td>Pieck,Leon</td> <td>(1)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;6.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>2</td> <td>Flatten,Arnold</td> <td>(4½)</td> <td>-</td> <td>7</td> <td>Beyer,Jens</td> <td>(3)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(3½)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(3)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>9</td> <td>Frohn,Ralf</td> <td>(3)</td> <td>-</td> <td>5</td> <td>Staab,Jacques</td> <td>(3½)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>11</td> <td>Pieck,Leon</td> <td>(2)</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>(3)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(1)</td> <td>-</td> <td>6</td> <td>Heinen,Richard</td> <td>(2½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(0)</td> <td>-</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>+&nbsp;-&nbsp;-</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;7.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>-</th> <th>TNr</th> <th>Teilnehmer</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>2</td> <td>Flatten,Arnold</td> <td>(5½)</td> <td>-</td> <td>9</td> <td>Frohn,Ralf</td> <td>(3½)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>1</td> <td>Sautter&nbsp;Joshua</td> <td>(4½)</td> <td>-</td> <td>12</td> <td>Liesenfeld,Leon</td> <td>(1)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>5</td> <td>Staab,Jacques</td> <td>(4)</td> <td>-</td> <td>4</td> <td>Diel,Alexander</td> <td>(4)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>7</td> <td>Beyer,Jens</td> <td>(3)</td> <td>-</td> <td>3</td> <td>Titz,Peter</td> <td>(3)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>6</td> <td>Heinen,Richard</td> <td>(2½)</td> <td>-</td> <td>11</td> <td>Pieck,Leon</td> <td>(2)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>8</td> <td>Attianese,Alessa</td> <td>(1)</td> <td>-</td> <td>10</td> <td>Eredzhebov,Erdoa</td> <td>(2)</td> <td>-&nbsp;-&nbsp;+</td> </tr> </tbody> </table> Jugend VM 2023 2023-05-27T05:58:00+02:00 2023-05-27T05:58:00+02:00 https://www.schach-lendersdorf.de/index.php/vereinsm/55-test-test-6 Peter <p>14 Jugendliche kämpften heute um den Titel Jugend Vereinsmeister des SV Lendesdorf, der Vorsitzende Peter Titz freute sich besonders über die hohe 'Teilnehmerzahl und das außerordentlich faire Verhalten der Teilnehmer.<br />Neuer Jugend-Vereinsmeister 2023 wurde <br /><strong><br />Armen Shakbandaryan</strong></p> <p>bester U14 Spieler<strong><br /><br />Arvid Lange <br /><br /></strong>und bester U12 Spieler<strong><br /><br />Leon Liesenfeld</strong></p> <p><img src="https://www.schach-lendersdorf.de/images/Jugend_VM_2023.jpg" width="655" height="874" loading="lazy" data-path="local-images:/Jugend_VM_2023.jpg" /></p> <p> </p> <table style="width: 62.2109%;"> <thead> <tr> <td style="width: 100.149%;" colspan="12" width="534"> <p>Rangliste:  Stand nach der 5. Runde </p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p><strong>Rang</strong></p> </td> <td style="width: 33.683%;" width="162"> <p><strong>Teilnehmer</strong></p> </td> <td style="width: 6.14296%;"> <p><strong>Tite</strong></p> </td> <td style="width: 7.25987%;"> <p><strong>TWZ</strong></p> </td> <td style="width: 3.72301%;"> <p><strong>At</strong></p> </td> <td style="width: 1.4892%;"> <p><strong> </strong></p> </td> <td style="width: 2.23381%;"> <p><strong>S</strong></p> </td> <td style="width: 2.60611%;"> <p><strong>R</strong></p> </td> <td style="width: 2.60611%;"> <p><strong>V</strong></p> </td> <td style="width: 10.7967%;"> <p><strong>Punkte</strong></p> </td> <td style="width: 9.49367%;"> <p><strong>Buchh</strong></p> </td> <td style="width: 10.9829%;"> <p><strong>SoBerg</strong></p> </td> </tr> </thead> <tbody> <tr> <td style="width: 9.13161%;"> <p>1</p> </td> <td style="width: 33.683%;" width="162"> <p>Shakbandaryan,Armen</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>882</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>5</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 10.7967%;"> <p>5.0</p> </td> <td style="width: 9.49367%;"> <p>15.0</p> </td> <td style="width: 10.9829%;"> <p>15.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>2</p> </td> <td style="width: 33.683%;" width="162"> <p>Lange,Arvid</p> </td> <td style="width: 6.14296%;"> <p>U14</p> </td> <td style="width: 7.25987%;"> <p>842</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>4</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>1</p> </td> <td style="width: 10.7967%;"> <p>4.0</p> </td> <td style="width: 9.49367%;"> <p>15.5</p> </td> <td style="width: 10.9829%;"> <p>10.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>3</p> </td> <td style="width: 33.683%;" width="162"> <p>Liesenfeld,Leon</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>740</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>15.0</p> </td> <td style="width: 10.9829%;"> <p>8.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>4</p> </td> <td style="width: 33.683%;" width="162"> <p>Ullubiev,Tamerlan</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>800</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>15.0</p> </td> <td style="width: 10.9829%;"> <p>6.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>5</p> </td> <td style="width: 33.683%;" width="162"> <p>Pieck,Leon</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>961</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>14.5</p> </td> <td style="width: 10.9829%;"> <p>6.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>6</p> </td> <td style="width: 33.683%;" width="162"> <p>Chraibi,Idris</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>1035</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>13.0</p> </td> <td style="width: 10.9829%;"> <p>7.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>7</p> </td> <td style="width: 33.683%;" width="162"> <p>Peters,Eric</p> </td> <td style="width: 6.14296%;"> <p>U14</p> </td> <td style="width: 7.25987%;"> <p>786</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>12.5</p> </td> <td style="width: 10.9829%;"> <p>4.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>8</p> </td> <td style="width: 33.683%;" width="162"> <p>Demchenko,Dimitro</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>500</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>3</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>12.5</p> </td> <td style="width: 10.9829%;"> <p>1.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>9</p> </td> <td style="width: 33.683%;" width="162"> <p>Weber,Laurin</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>780</p> </td> <td style="width: 3.72301%;"> <p>*</p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>12.0</p> </td> <td style="width: 10.9829%;"> <p>2.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>10</p> </td> <td style="width: 33.683%;" width="162"> <p>Lange,Tarja</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>767</p> </td> <td style="width: 3.72301%;"> <p>W</p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>3</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>11.5</p> </td> <td style="width: 10.9829%;"> <p>2.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>11</p> </td> <td style="width: 33.683%;" width="162"> <p>Schefer,Alexander</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>400</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>3</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>11.0</p> </td> <td style="width: 10.9829%;"> <p>2.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>12</p> </td> <td style="width: 33.683%;" width="162"> <p>Frohn Samuel</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>150</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>1</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>4</p> </td> <td style="width: 10.7967%;"> <p>1.0</p> </td> <td style="width: 9.49367%;"> <p>11.5</p> </td> <td style="width: 10.9829%;"> <p>1.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>13</p> </td> <td style="width: 33.683%;" width="162"> <p>Hansche,Sophia</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p> </p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>1</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>4</p> </td> <td style="width: 10.7967%;"> <p>1.0</p> </td> <td style="width: 9.49367%;"> <p>8.0</p> </td> <td style="width: 10.9829%;"> <p>0.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>14</p> </td> <td style="width: 33.683%;" width="162"> <p>Frohn Ella</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>100</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>1</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>4</p> </td> <td style="width: 10.7967%;"> <p>1.0</p> </td> <td style="width: 9.49367%;"> <p>8.0</p> </td> <td style="width: 10.9829%;"> <p>0.00</p> </td> </tr> </tbody> </table> <p> </p> <p>14 Jugendliche kämpften heute um den Titel Jugend Vereinsmeister des SV Lendesdorf, der Vorsitzende Peter Titz freute sich besonders über die hohe 'Teilnehmerzahl und das außerordentlich faire Verhalten der Teilnehmer.<br />Neuer Jugend-Vereinsmeister 2023 wurde <br /><strong><br />Armen Shakbandaryan</strong></p> <p>bester U14 Spieler<strong><br /><br />Arvid Lange <br /><br /></strong>und bester U12 Spieler<strong><br /><br />Leon Liesenfeld</strong></p> <p><img src="https://www.schach-lendersdorf.de/images/Jugend_VM_2023.jpg" width="655" height="874" loading="lazy" data-path="local-images:/Jugend_VM_2023.jpg" /></p> <p> </p> <table style="width: 62.2109%;"> <thead> <tr> <td style="width: 100.149%;" colspan="12" width="534"> <p>Rangliste:  Stand nach der 5. Runde </p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p><strong>Rang</strong></p> </td> <td style="width: 33.683%;" width="162"> <p><strong>Teilnehmer</strong></p> </td> <td style="width: 6.14296%;"> <p><strong>Tite</strong></p> </td> <td style="width: 7.25987%;"> <p><strong>TWZ</strong></p> </td> <td style="width: 3.72301%;"> <p><strong>At</strong></p> </td> <td style="width: 1.4892%;"> <p><strong> </strong></p> </td> <td style="width: 2.23381%;"> <p><strong>S</strong></p> </td> <td style="width: 2.60611%;"> <p><strong>R</strong></p> </td> <td style="width: 2.60611%;"> <p><strong>V</strong></p> </td> <td style="width: 10.7967%;"> <p><strong>Punkte</strong></p> </td> <td style="width: 9.49367%;"> <p><strong>Buchh</strong></p> </td> <td style="width: 10.9829%;"> <p><strong>SoBerg</strong></p> </td> </tr> </thead> <tbody> <tr> <td style="width: 9.13161%;"> <p>1</p> </td> <td style="width: 33.683%;" width="162"> <p>Shakbandaryan,Armen</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>882</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>5</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 10.7967%;"> <p>5.0</p> </td> <td style="width: 9.49367%;"> <p>15.0</p> </td> <td style="width: 10.9829%;"> <p>15.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>2</p> </td> <td style="width: 33.683%;" width="162"> <p>Lange,Arvid</p> </td> <td style="width: 6.14296%;"> <p>U14</p> </td> <td style="width: 7.25987%;"> <p>842</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>4</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>1</p> </td> <td style="width: 10.7967%;"> <p>4.0</p> </td> <td style="width: 9.49367%;"> <p>15.5</p> </td> <td style="width: 10.9829%;"> <p>10.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>3</p> </td> <td style="width: 33.683%;" width="162"> <p>Liesenfeld,Leon</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>740</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>15.0</p> </td> <td style="width: 10.9829%;"> <p>8.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>4</p> </td> <td style="width: 33.683%;" width="162"> <p>Ullubiev,Tamerlan</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>800</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>15.0</p> </td> <td style="width: 10.9829%;"> <p>6.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>5</p> </td> <td style="width: 33.683%;" width="162"> <p>Pieck,Leon</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>961</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>14.5</p> </td> <td style="width: 10.9829%;"> <p>6.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>6</p> </td> <td style="width: 33.683%;" width="162"> <p>Chraibi,Idris</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>1035</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>13.0</p> </td> <td style="width: 10.9829%;"> <p>7.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>7</p> </td> <td style="width: 33.683%;" width="162"> <p>Peters,Eric</p> </td> <td style="width: 6.14296%;"> <p>U14</p> </td> <td style="width: 7.25987%;"> <p>786</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>3</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>3.0</p> </td> <td style="width: 9.49367%;"> <p>12.5</p> </td> <td style="width: 10.9829%;"> <p>4.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>8</p> </td> <td style="width: 33.683%;" width="162"> <p>Demchenko,Dimitro</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>500</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>3</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>12.5</p> </td> <td style="width: 10.9829%;"> <p>1.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>9</p> </td> <td style="width: 33.683%;" width="162"> <p>Weber,Laurin</p> </td> <td style="width: 6.14296%;"> <p> </p> </td> <td style="width: 7.25987%;"> <p>780</p> </td> <td style="width: 3.72301%;"> <p>*</p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>2</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>12.0</p> </td> <td style="width: 10.9829%;"> <p>2.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>10</p> </td> <td style="width: 33.683%;" width="162"> <p>Lange,Tarja</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>767</p> </td> <td style="width: 3.72301%;"> <p>W</p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>3</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>11.5</p> </td> <td style="width: 10.9829%;"> <p>2.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>11</p> </td> <td style="width: 33.683%;" width="162"> <p>Schefer,Alexander</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>400</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>2</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>3</p> </td> <td style="width: 10.7967%;"> <p>2.0</p> </td> <td style="width: 9.49367%;"> <p>11.0</p> </td> <td style="width: 10.9829%;"> <p>2.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>12</p> </td> <td style="width: 33.683%;" width="162"> <p>Frohn Samuel</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>150</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>1</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>4</p> </td> <td style="width: 10.7967%;"> <p>1.0</p> </td> <td style="width: 9.49367%;"> <p>11.5</p> </td> <td style="width: 10.9829%;"> <p>1.00</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>13</p> </td> <td style="width: 33.683%;" width="162"> <p>Hansche,Sophia</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p> </p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>1</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>4</p> </td> <td style="width: 10.7967%;"> <p>1.0</p> </td> <td style="width: 9.49367%;"> <p>8.0</p> </td> <td style="width: 10.9829%;"> <p>0.50</p> </td> </tr> <tr> <td style="width: 9.13161%;"> <p>14</p> </td> <td style="width: 33.683%;" width="162"> <p>Frohn Ella</p> </td> <td style="width: 6.14296%;"> <p>U12</p> </td> <td style="width: 7.25987%;"> <p>100</p> </td> <td style="width: 3.72301%;"> <p> </p> </td> <td style="width: 1.4892%;"> <p> </p> </td> <td style="width: 2.23381%;"> <p>1</p> </td> <td style="width: 2.60611%;"> <p>0</p> </td> <td style="width: 2.60611%;"> <p>4</p> </td> <td style="width: 10.7967%;"> <p>1.0</p> </td> <td style="width: 9.49367%;"> <p>8.0</p> </td> <td style="width: 10.9829%;"> <p>0.00</p> </td> </tr> </tbody> </table> <p> </p> Vereinsmeisterschaft 2022/2023 2023-06-10T05:58:00+02:00 2023-06-10T05:58:00+02:00 https://www.schach-lendersdorf.de/index.php/vereinsm/52-test-test-5 Peter <h3>SV&nbsp;Lendersdorf&nbsp;57&nbsp;e.V.</h3> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="11">Rangliste:&nbsp; Aktueller Stand&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>SoBer</th> <th>Siege</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td>&nbsp;</td> <td>2012</td> <td>&nbsp;</td> <td>7</td> <td>0</td> <td>1</td> <td>7.0</td> <td>21.50</td> <td>7</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Sautter&nbsp;Joshua</td> <td>&nbsp;</td> <td>2038</td> <td>&nbsp;</td> <td>6</td> <td>0</td> <td>0</td> <td>6.0</td> <td>21.50</td> <td>6</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td>&nbsp;</td> <td>1776</td> <td>&nbsp;</td> <td>4</td> <td>2</td> <td>2</td> <td>5.0</td> <td>16.00</td> <td>4</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Shakbandaryan,Arm</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>4</td> <td>0</td> <td>2</td> <td>4.0</td> <td>11.00</td> <td>4</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Titz,Peter</td> <td>&nbsp;</td> <td>1798</td> <td>&nbsp;</td> <td>4</td> <td>0</td> <td>4</td> <td>4.0</td> <td>9.00</td> <td>4</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Staab,Jacques</td> <td>&nbsp;</td> <td>1733</td> <td>&nbsp;</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>9.00</td> <td>3</td> </tr> <tr bgcolor="#00FFFF"> <td>7</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>3</td> <td>0</td> <td>5</td> <td>3.0</td> <td>7.50</td> <td>3</td> </tr> <tr bgcolor="#00FFFF"> <td>8</td> <td>Attianese,Alessan</td> <td>&nbsp;</td> <td>1378</td> <td>&nbsp;</td> <td>2</td> <td>1</td> <td>6</td> <td>2.5</td> <td>5.50</td> <td>2</td> </tr> <tr bgcolor="#00FFFF"> <td>9</td> <td>Eredzhebov,Erdoan</td> <td>&nbsp;</td> <td>1284</td> <td>&nbsp;</td> <td>2</td> <td>0</td> <td>7</td> <td>2.0</td> <td>6.50</td> <td>2</td> </tr> <tr bgcolor="#00FFFF"> <td>10</td> <td>Frohn,Ralf</td> <td>&nbsp;</td> <td>1368</td> <td>&nbsp;</td> <td>1</td> <td>0</td> <td>6</td> <td>1.0</td> <td>2.00</td> <td>1</td> </tr> </tbody> </table> <p>&nbsp;</p> <h3>&nbsp;</h3> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;1.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Staab,Jacques</td> <td>1733</td> <td>()</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>()</td> <td>-&nbsp;-&nbsp;+</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>()</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Frohn,Ralf</td> <td>1368</td> <td>()</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>()</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Attianese,Alessa</td> <td>1378</td> <td>()</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>()</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;2.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(½)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td>1798</td> <td>(0)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(1)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Staab,Jacques</td> <td>1733</td> <td>(0)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(0)</td> <td>-&nbsp;-&nbsp;+</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;3.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(1)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(2)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Diel,Alexander</td> <td>1776</td> <td>(1½)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;4.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(2)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(2½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(3)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Staab,Jacques</td> <td>1733</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(2)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;5.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(2)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(2)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Alexander</td> <td>1776</td> <td>(2½)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(4)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Titz,Peter</td> <td>1798</td> <td>(2)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(3)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;6.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(4)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(5)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(2½)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(3)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;7.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(2)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td>1776</td> <td>(3)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(4)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Titz,Peter</td> <td>1798</td> <td>(2)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(5)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(6)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;8.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(2)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(6)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3½)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(6)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(4)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(3)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(4)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(2)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(1½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;9.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(1½)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Alexander</td> <td>1776</td> <td>(4)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(3)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td>1798</td> <td>(3)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(6)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(4)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(7)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3½)</td> <td>&nbsp;-&nbsp;</td> </tr> </tbody> </table> <h3>SV&nbsp;Lendersdorf&nbsp;57&nbsp;e.V.</h3> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="11">Rangliste:&nbsp; Aktueller Stand&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>SoBer</th> <th>Siege</th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td>&nbsp;</td> <td>2012</td> <td>&nbsp;</td> <td>7</td> <td>0</td> <td>1</td> <td>7.0</td> <td>21.50</td> <td>7</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Sautter&nbsp;Joshua</td> <td>&nbsp;</td> <td>2038</td> <td>&nbsp;</td> <td>6</td> <td>0</td> <td>0</td> <td>6.0</td> <td>21.50</td> <td>6</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td>&nbsp;</td> <td>1776</td> <td>&nbsp;</td> <td>4</td> <td>2</td> <td>2</td> <td>5.0</td> <td>16.00</td> <td>4</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Shakbandaryan,Arm</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>4</td> <td>0</td> <td>2</td> <td>4.0</td> <td>11.00</td> <td>4</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Titz,Peter</td> <td>&nbsp;</td> <td>1798</td> <td>&nbsp;</td> <td>4</td> <td>0</td> <td>4</td> <td>4.0</td> <td>9.00</td> <td>4</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Staab,Jacques</td> <td>&nbsp;</td> <td>1733</td> <td>&nbsp;</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>9.00</td> <td>3</td> </tr> <tr bgcolor="#00FFFF"> <td>7</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>&nbsp;</td> <td>3</td> <td>0</td> <td>5</td> <td>3.0</td> <td>7.50</td> <td>3</td> </tr> <tr bgcolor="#00FFFF"> <td>8</td> <td>Attianese,Alessan</td> <td>&nbsp;</td> <td>1378</td> <td>&nbsp;</td> <td>2</td> <td>1</td> <td>6</td> <td>2.5</td> <td>5.50</td> <td>2</td> </tr> <tr bgcolor="#00FFFF"> <td>9</td> <td>Eredzhebov,Erdoan</td> <td>&nbsp;</td> <td>1284</td> <td>&nbsp;</td> <td>2</td> <td>0</td> <td>7</td> <td>2.0</td> <td>6.50</td> <td>2</td> </tr> <tr bgcolor="#00FFFF"> <td>10</td> <td>Frohn,Ralf</td> <td>&nbsp;</td> <td>1368</td> <td>&nbsp;</td> <td>1</td> <td>0</td> <td>6</td> <td>1.0</td> <td>2.00</td> <td>1</td> </tr> </tbody> </table> <p>&nbsp;</p> <h3>&nbsp;</h3> <table bgcolor="#C0C0C0" border="2" cellpadding="2" cellspacing="2"> <thead> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;1.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> </thead> <tbody> <tr bgcolor="#00FFFF"> <td>1</td> <td>Staab,Jacques</td> <td>1733</td> <td>()</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>()</td> <td>-&nbsp;-&nbsp;+</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>()</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Frohn,Ralf</td> <td>1368</td> <td>()</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>()</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>()</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>()</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Attianese,Alessa</td> <td>1378</td> <td>()</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>()</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;2.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(½)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td>1798</td> <td>(0)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(1)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Staab,Jacques</td> <td>1733</td> <td>(0)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(0)</td> <td>-&nbsp;-&nbsp;+</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;3.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(1)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(0)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(2)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Diel,Alexander</td> <td>1776</td> <td>(1½)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;4.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(2)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(2½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(3)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Staab,Jacques</td> <td>1733</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(2)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;5.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(0)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(2)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(2)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Alexander</td> <td>1776</td> <td>(2½)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(4)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Titz,Peter</td> <td>1798</td> <td>(2)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(3)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;6.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(4)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(5)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(2½)</td> <td>½&nbsp;-&nbsp;½</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(3)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;7.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(2)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(1)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(½)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td>1776</td> <td>(3)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(4)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Titz,Peter</td> <td>1798</td> <td>(2)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(5)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(6)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;8.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(2)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(6)</td> <td>0&nbsp;-&nbsp;1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3½)</td> <td>-</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(6)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(4)</td> <td>-</td> <td>Titz,Peter</td> <td>1798</td> <td>(3)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>-</td> <td>Diel,Alexander</td> <td>1776</td> <td>(4)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(2)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(1½)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr> <td colspan="11">&nbsp;</td> </tr> <tr> <td colspan="11">Paarungsliste&nbsp;der&nbsp;9.&nbsp;Runde&nbsp;&nbsp;</td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-weight: 400;">Tisch</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">-</span></th> <th><span style="font-weight: 400;">Teilnehmer</span></th> <th><span style="font-weight: 400;">TWZ</span></th> <th><span style="font-weight: 400;">Punkte</span></th> <th><span style="font-weight: 400;">Ergebnis</span></th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Attianese,Alessa</td> <td>1378</td> <td>(1½)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1284</td> <td>(2)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Alexander</td> <td>1776</td> <td>(4)</td> <td>-</td> <td>Heinen,Richard</td> <td>&nbsp;</td> <td>(3)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td>1798</td> <td>(3)</td> <td>-</td> <td>Frohn,Ralf</td> <td>1368</td> <td>(1)</td> <td>1&nbsp;-&nbsp;0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Sautter&nbsp;Joshua</td> <td>2038</td> <td>(6)</td> <td>-</td> <td>Shakbandaryan,Ar</td> <td>&nbsp;</td> <td>(4)</td> <td>&nbsp;-&nbsp;</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Flatten,Arnold</td> <td>2012</td> <td>(7)</td> <td>-</td> <td>Staab,Jacques</td> <td>1733</td> <td>(3½)</td> <td>&nbsp;-&nbsp;</td> </tr> </tbody> </table> Jugend-Vereinsmeisterschaft 2021/2022 2022-02-05T08:58:00+01:00 2022-02-05T08:58:00+01:00 https://www.schach-lendersdorf.de/index.php/vereinsm/50-test-test-4 Peter <h2>Wir gratulieren unserem <br /><br /><span style="font-size: 18pt;"><strong>Jugend-Vereinsmeister<br /></strong></span><br /><span style="font-size: 18pt;"><strong>Leon Pieck</strong></span></h2> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="12">Rangliste:  Stand nach der 5. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>At</th> <th>Verein/Ort</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td>Pieck,Leon</td> <td> </td> <td>863</td> <td> </td> <td>SV Lendersdorf</td> <td>5</td> <td>0</td> <td>0</td> <td>5.0</td> <td>11.0</td> <td>11.00</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Ganin,Maksim</td> <td> </td> <td>757</td> <td> </td> <td>SV Lendersdorf</td> <td>3</td> <td>1</td> <td>1</td> <td>3.5</td> <td>14.0</td> <td>8.25</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Chraibi,Idris</td> <td> </td> <td>914</td> <td> </td> <td>SV Lendersdorf</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>12.0</td> <td>5.00</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Peters,Eric</td> <td> </td> <td> </td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>15.0</td> <td>5.25</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Ganin,Leonard</td> <td> </td> <td> </td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>11.5</td> <td>2.25</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Lange,Arvid</td> <td> </td> <td>766</td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>9.5</td> <td>2.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Lange,Tarja</td> <td> </td> <td> </td> <td>W</td> <td>SV Lendersdorf</td> <td>1</td> <td>0</td> <td>4</td> <td>1.0</td> <td>11.0</td> <td>0.00</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Polner Kiana</td> <td> </td> <td> </td> <td>W</td> <td> </td> <td>0</td> <td>0</td> <td>5</td> <td>0.0</td> <td>14.0</td> <td>0.00</td> </tr> </tbody> </table> <h2>  </h2> <table style="width: 480px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Peters,Eric</td> <td> </td> <td>()</td> <td>-</td> <td>Chraibi,Idris</td> <td>914</td> <td>()</td> <td>- - +</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Pieck,Leon</td> <td>863</td> <td>()</td> <td>-</td> <td>Kiana</td> <td> </td> <td>()</td> <td>1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ganin,Leonard</td> <td> </td> <td>()</td> <td>-</td> <td>Lange,Arvid</td> <td>766</td> <td>()</td> <td>0,5  -0,5 </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Ganin,Maksim</td> <td>757</td> <td>()</td> <td>-</td> <td>Lange,Tarja</td> <td> </td> <td>()</td> <td> 1 - 0</td> </tr> </tbody> </table> <h2> </h2> <table style="width: 485px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="12">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Chraibi,Idris</td> <td>914</td> <td>(1)</td> <td>-</td> <td>Pieck,Leon</td> <td> </td> <td>863</td> <td>(1)</td> <td>- - +</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Lange,Arvid</td> <td>766</td> <td>(½)</td> <td>-</td> <td>Ganin,Maksim</td> <td> </td> <td>757</td> <td>(1)</td> <td>0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Kiana</td> <td> </td> <td>(0)</td> <td>-</td> <td>Ganin,Leonard</td> <td> </td> <td> </td> <td>(½)</td> <td>0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Tarja</td> <td> </td> <td>(0)</td> <td>-</td> <td>Peters,Eric</td> <td> </td> <td> </td> <td>(0)</td> <td>0 - 1</td> </tr> </tbody> </table> <h2> </h2> <table style="width: 485px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Ganin,Maksim</td> <td>757</td> <td>(2)</td> <td>-</td> <td>Pieck,Leon</td> <td>863</td> <td>(2)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Idris</td> <td>914</td> <td>(1)</td> <td>-</td> <td>Ganin,Leonard</td> <td> </td> <td>(1½)</td> <td> 1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Peters,Eric</td> <td> </td> <td>(1)</td> <td>-</td> <td>Lange,Arvid</td> <td>766</td> <td>(½)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Tarja</td> <td> </td> <td>(0)</td> <td>-</td> <td>Kiana</td> <td> </td> <td>(0)</td> <td> 1 - 0</td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Pieck,Leon</td> <td>863</td> <td>(3)</td> <td>-</td> <td>Peters,Eric</td> <td> </td> <td>(2)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Idris</td> <td>914</td> <td>(2)</td> <td>-</td> <td>Ganin,Maksim</td> <td>757</td> <td>(2)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ganin,Leonard</td> <td> </td> <td>(1½)</td> <td>-</td> <td>Lange,Tarja</td> <td> </td> <td>(1)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Arvid</td> <td>766</td> <td>(½)</td> <td>-</td> <td>Polner Kiana</td> <td> </td> <td>(0)</td> <td> - </td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Ganin,Leonard</td> <td> </td> <td>(2½)</td> <td>-</td> <td>Pieck,Leon</td> <td>863</td> <td>(4)</td> <td> 0 - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Ganin,Maksim</td> <td>757</td> <td>(3)</td> <td>-</td> <td>Peters,Eric</td> <td> </td> <td>(2)</td> <td>0,5 -0,5 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Polner Kiana</td> <td> </td> <td>(0)</td> <td>-</td> <td>Chraibi,Idris</td> <td>914</td> <td>(2)</td> <td> 0 - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Tarja</td> <td> </td> <td>(1)</td> <td>-</td> <td>Lange,Arvid</td> <td>766</td> <td>(1½)</td> <td> 0 - 1 </td> </tr> </tbody> </table> <h2>Wir gratulieren unserem <br /><br /><span style="font-size: 18pt;"><strong>Jugend-Vereinsmeister<br /></strong></span><br /><span style="font-size: 18pt;"><strong>Leon Pieck</strong></span></h2> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="12">Rangliste:  Stand nach der 5. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>At</th> <th>Verein/Ort</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td>Pieck,Leon</td> <td> </td> <td>863</td> <td> </td> <td>SV Lendersdorf</td> <td>5</td> <td>0</td> <td>0</td> <td>5.0</td> <td>11.0</td> <td>11.00</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Ganin,Maksim</td> <td> </td> <td>757</td> <td> </td> <td>SV Lendersdorf</td> <td>3</td> <td>1</td> <td>1</td> <td>3.5</td> <td>14.0</td> <td>8.25</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Chraibi,Idris</td> <td> </td> <td>914</td> <td> </td> <td>SV Lendersdorf</td> <td>3</td> <td>0</td> <td>2</td> <td>3.0</td> <td>12.0</td> <td>5.00</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Peters,Eric</td> <td> </td> <td> </td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>15.0</td> <td>5.25</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Ganin,Leonard</td> <td> </td> <td> </td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>11.5</td> <td>2.25</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Lange,Arvid</td> <td> </td> <td>766</td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>2</td> <td>2.5</td> <td>9.5</td> <td>2.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Lange,Tarja</td> <td> </td> <td> </td> <td>W</td> <td>SV Lendersdorf</td> <td>1</td> <td>0</td> <td>4</td> <td>1.0</td> <td>11.0</td> <td>0.00</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Polner Kiana</td> <td> </td> <td> </td> <td>W</td> <td> </td> <td>0</td> <td>0</td> <td>5</td> <td>0.0</td> <td>14.0</td> <td>0.00</td> </tr> </tbody> </table> <h2>  </h2> <table style="width: 480px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Peters,Eric</td> <td> </td> <td>()</td> <td>-</td> <td>Chraibi,Idris</td> <td>914</td> <td>()</td> <td>- - +</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Pieck,Leon</td> <td>863</td> <td>()</td> <td>-</td> <td>Kiana</td> <td> </td> <td>()</td> <td>1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ganin,Leonard</td> <td> </td> <td>()</td> <td>-</td> <td>Lange,Arvid</td> <td>766</td> <td>()</td> <td>0,5  -0,5 </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Ganin,Maksim</td> <td>757</td> <td>()</td> <td>-</td> <td>Lange,Tarja</td> <td> </td> <td>()</td> <td> 1 - 0</td> </tr> </tbody> </table> <h2> </h2> <table style="width: 485px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="12">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Chraibi,Idris</td> <td>914</td> <td>(1)</td> <td>-</td> <td>Pieck,Leon</td> <td> </td> <td>863</td> <td>(1)</td> <td>- - +</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Lange,Arvid</td> <td>766</td> <td>(½)</td> <td>-</td> <td>Ganin,Maksim</td> <td> </td> <td>757</td> <td>(1)</td> <td>0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Kiana</td> <td> </td> <td>(0)</td> <td>-</td> <td>Ganin,Leonard</td> <td> </td> <td> </td> <td>(½)</td> <td>0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Tarja</td> <td> </td> <td>(0)</td> <td>-</td> <td>Peters,Eric</td> <td> </td> <td> </td> <td>(0)</td> <td>0 - 1</td> </tr> </tbody> </table> <h2> </h2> <table style="width: 485px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Ganin,Maksim</td> <td>757</td> <td>(2)</td> <td>-</td> <td>Pieck,Leon</td> <td>863</td> <td>(2)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Idris</td> <td>914</td> <td>(1)</td> <td>-</td> <td>Ganin,Leonard</td> <td> </td> <td>(1½)</td> <td> 1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Peters,Eric</td> <td> </td> <td>(1)</td> <td>-</td> <td>Lange,Arvid</td> <td>766</td> <td>(½)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Tarja</td> <td> </td> <td>(0)</td> <td>-</td> <td>Kiana</td> <td> </td> <td>(0)</td> <td> 1 - 0</td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Pieck,Leon</td> <td>863</td> <td>(3)</td> <td>-</td> <td>Peters,Eric</td> <td> </td> <td>(2)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Idris</td> <td>914</td> <td>(2)</td> <td>-</td> <td>Ganin,Maksim</td> <td>757</td> <td>(2)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ganin,Leonard</td> <td> </td> <td>(1½)</td> <td>-</td> <td>Lange,Tarja</td> <td> </td> <td>(1)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Arvid</td> <td>766</td> <td>(½)</td> <td>-</td> <td>Polner Kiana</td> <td> </td> <td>(0)</td> <td> - </td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Ganin,Leonard</td> <td> </td> <td>(2½)</td> <td>-</td> <td>Pieck,Leon</td> <td>863</td> <td>(4)</td> <td> 0 - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Ganin,Maksim</td> <td>757</td> <td>(3)</td> <td>-</td> <td>Peters,Eric</td> <td> </td> <td>(2)</td> <td>0,5 -0,5 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Polner Kiana</td> <td> </td> <td>(0)</td> <td>-</td> <td>Chraibi,Idris</td> <td>914</td> <td>(2)</td> <td> 0 - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Lange,Tarja</td> <td> </td> <td>(1)</td> <td>-</td> <td>Lange,Arvid</td> <td>766</td> <td>(1½)</td> <td> 0 - 1 </td> </tr> </tbody> </table> Vereinsmeisterschaft 2021/2022 2022-08-27T05:58:00+02:00 2022-08-27T05:58:00+02:00 https://www.schach-lendersdorf.de/index.php/vereinsm/48-test-test-3 Peter <h2>Wir gratulieren unserem<br /><span style="font-size: 18pt;"><strong>Vereinsmeister 2021/2</strong></span><br /><br /><span style="font-size: 18pt;"><strong>Arnold Flatten</strong></span></h2> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11"><span style="font-size: 12pt;">Rangliste:  Stand nach der 7. Runde </span></td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-size: 12pt;">Rang</span></th> <th><span style="font-size: 12pt;">Teilnehmer</span></th> <th><span style="font-size: 12pt;">Tite</span></th> <th><span style="font-size: 12pt;">TWZ</span></th> <th><span style="font-size: 12pt;">At</span></th> <th><span style="font-size: 12pt;">S</span></th> <th><span style="font-size: 12pt;">R</span></th> <th><span style="font-size: 12pt;">V</span></th> <th><span style="font-size: 12pt;">Punkte</span></th> <th><span style="font-size: 12pt;">Buchh</span></th> <th><span style="font-size: 12pt;">SoBerg</span></th> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">1.</span></td> <td><span style="font-size: 12pt;">Flatten,Arnold</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2047</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">6</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">6.0</span></td> <td><span style="font-size: 12pt;">26.5</span></td> <td><span style="font-size: 12pt;">20.50</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">2.</span></td> <td><span style="font-size: 12pt;">Sautter,Joshua</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1700</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">6</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">6.0</span></td> <td><span style="font-size: 12pt;">24.0</span></td> <td><span style="font-size: 12pt;">20.50</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">3.</span></td> <td><span style="font-size: 12pt;">Hinz,Holger</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1979</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">4.5</span></td> <td><span style="font-size: 12pt;">30.0</span></td> <td><span style="font-size: 12pt;">15.75</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">4.</span></td> <td><span style="font-size: 12pt;">Titz,Peter</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1766</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">4.5</span></td> <td><span style="font-size: 12pt;">24.5</span></td> <td><span style="font-size: 12pt;">13.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">5.</span></td> <td><span style="font-size: 12pt;">Ludwig,Oliver</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1463</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">3.5</span></td> <td><span style="font-size: 12pt;">28.0</span></td> <td><span style="font-size: 12pt;">9.75</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">6.</span></td> <td><span style="font-size: 12pt;">Diel,Alexander</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1779</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">3.5</span></td> <td><span style="font-size: 12pt;">22.5</span></td> <td><span style="font-size: 12pt;">8.25</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">7.</span></td> <td><span style="font-size: 12pt;">Diel,Tom</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1606</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">3.0</span></td> <td><span style="font-size: 12pt;">29.5</span></td> <td><span style="font-size: 12pt;">12.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">8.</span></td> <td><span style="font-size: 12pt;">Frohn,Ralf</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1242</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">3.0</span></td> <td><span style="font-size: 12pt;">24.0</span></td> <td><span style="font-size: 12pt;">6.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">9.</span></td> <td><span style="font-size: 12pt;">Attianese,Alessan</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1416</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">2.5</span></td> <td><span style="font-size: 12pt;">21.5</span></td> <td><span style="font-size: 12pt;">5.50</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">10.</span></td> <td><span style="font-size: 12pt;">Heinen,Richard</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1500</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">5</span></td> <td><span style="font-size: 12pt;">2.0</span></td> <td><span style="font-size: 12pt;">27.0</span></td> <td><span style="font-size: 12pt;">4.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">11.</span></td> <td><span style="font-size: 12pt;">Salentin,David</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1041</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">5</span></td> <td><span style="font-size: 12pt;">1.5</span></td> <td><span style="font-size: 12pt;">18.5</span></td> <td><span style="font-size: 12pt;">3.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">12.</span></td> <td><span style="font-size: 12pt;">Eredzhebov,Erdoan</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1278</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">1.0</span></td> <td><span style="font-size: 12pt;">18.0</span></td> <td><span style="font-size: 12pt;">2.00</span></td> </tr> </tbody> </table> <h2>  </h2> <table style="width: 450px; height: 180px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td style="width: 700.167px;" colspan="10">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th style="width: 40.8333px;">Tisch</th> <th style="width: 126.117px;">Teilnehmer</th> <th style="width: 35.6px;">TWZ</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 6.71667px;">-</th> <th style="width: 115.4px;">Teilnehmer</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 68.45px;">Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">1</td> <td style="width: 126.117px;">Flatten,Arnold</td> <td style="width: 35.6px;">2047</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Heinen,Richard</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">2</td> <td style="width: 126.117px;">Ludwig,Oliver</td> <td style="width: 35.6px;">1463</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Hinz,Holger</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">3</td> <td style="width: 126.117px;">Diel,Alexander</td> <td style="width: 35.6px;">1779</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Attianese,Alessa</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">4</td> <td style="width: 126.117px;">Eredzhebov,Erdoa</td> <td style="width: 35.6px;">1278</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Titz,Peter</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">5</td> <td style="width: 126.117px;">Sautter,Joshua</td> <td style="width: 35.6px;">1700</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Diel,Tom</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">6</td> <td style="width: 126.117px;">Frohn,Ralf</td> <td style="width: 35.6px;"> </td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Salentin,David</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">1 - 0</td> </tr> </tbody> </table> <h2> </h2> <table style="width: 450px; height: 186px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td style="width: 600.083px;" colspan="11">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th style="width: 40.8333px;">Tisch</th> <th style="width: 115.4px;">Teilnehmer</th> <th style="width: 35.6px;">TWZ</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 6.71667px;">-</th> <th style="width: 126.117px;">Teilnehmer</th> <th style="width: 35.6px;">TWZ</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 68.45px;">Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">1</td> <td style="width: 115.4px;">Titz,Peter</td> <td style="width: 35.6px;">1766</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Flatten,Arnold</td> <td style="width: 35.6px;">2047</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 68.45px;"> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">2</td> <td style="width: 115.4px;">Hinz,Holger</td> <td style="width: 35.6px;">1979</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Frohn,Ralf</td> <td style="width: 35.6px;"> </td> <td style="width: 55.2833px;">(1)</td> <td style="width: 68.45px;"> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">3</td> <td style="width: 115.4px;">Diel,Tom</td> <td style="width: 35.6px;">1606</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Diel,Alexander</td> <td style="width: 35.6px;">1779</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 68.45px;"> 0,5 - 0,5</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">4</td> <td style="width: 115.4px;">Attianese,Alessa</td> <td style="width: 35.6px;">1416</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Sautter,Joshua</td> <td style="width: 35.6px;">1700</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 68.45px;"> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">5</td> <td style="width: 115.4px;">Heinen,Richard</td> <td style="width: 35.6px;">1500</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Eredzhebov,Erdoa</td> <td style="width: 35.6px;">1278</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 68.45px;"> 1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">6</td> <td style="width: 115.4px;">Salentin,David</td> <td style="width: 35.6px;">1041</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Ludwig,Oliver</td> <td style="width: 35.6px;">1463</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 68.45px;"> 0 - 1</td> </tr> </tbody> </table> <p> </p> <table style="width: 450px; height: 186px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(2)</td> <td>-</td> <td>Hinz,Holger</td> <td>1979</td> <td>(2)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Alexander</td> <td>1779</td> <td>(1½)</td> <td>-</td> <td>Titz,Peter</td> <td>1766</td> <td>(1)</td> <td>0 - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(1)</td> <td>-</td> <td>Diel,Tom</td> <td>1606</td> <td>(1½)</td> <td>1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>1500</td> <td>(1)</td> <td>1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Frohn,Ralf</td> <td> </td> <td>(1)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(0)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Eredzhebov,Erdoa</td> <td>1278</td> <td>(0)</td> <td>-</td> <td>Salentin,David</td> <td>1041</td> <td>(0)</td> <td>0 - 1 </td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(2)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(3)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td>1766</td> <td>(2)</td> <td>-</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(2)</td> <td> 0,5 - 0,5</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Hinz,Holger</td> <td>1979</td> <td>(2)</td> <td>-</td> <td>Diel,Alexander</td> <td>1779</td> <td>(1½)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Tom</td> <td>1606</td> <td>(1½)</td> <td>-</td> <td>Salentin,David</td> <td>1041</td> <td>(1)</td> <td> + -  - </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Heinen,Richard</td> <td>1500</td> <td>(1)</td> <td>-</td> <td>Frohn,Ralf</td> <td> </td> <td>(1)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(1)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1278</td> <td>(0)</td> <td> 0 - 1</td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Hinz,Holger</td> <td>1979</td> <td>(3)</td> <td>-</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(3)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(3)</td> <td>-</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(2½)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Tom</td> <td>1606</td> <td>(2½)</td> <td>-</td> <td>Titz,Peter</td> <td>1766</td> <td>(2½)</td> <td>0,5 -0,5</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Frohn,Ralf</td> <td>1242</td> <td>(2)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1278</td> <td>(1)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Diel,Alexander</td> <td>1779</td> <td>(1½)</td> <td>-</td> <td>Heinen,Richard</td> <td>1500</td> <td>(1)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Salentin,David</td> <td>1041</td> <td>(1)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(1)</td> <td> - - +</td> </tr> </tbody> </table> <p> </p> <table style="width: 614px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td style="width: 555px;" colspan="11">Paarungsliste der 6. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th style="width: 40px;">Tisch</th> <th style="width: 126px;">Teilnehmer</th> <th style="width: 35px;">TWZ</th> <th style="width: 55px;">Punkte</th> <th style="width: 6px;">-</th> <th style="width: 115px;">Teilnehmer</th> <th style="width: 35px;">TWZ</th> <th style="width: 42.2597px;">Punkte</th> <th style="width: 80.7403px;">Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">1</td> <td style="width: 126px;">Flatten,Arnold</td> <td style="width: 35px;">2047</td> <td style="width: 55px;">(4)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Diel,Tom</td> <td style="width: 35px;">1606</td> <td style="width: 42.2597px;">(3)</td> <td style="width: 80.7403px;"> 1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">2</td> <td style="width: 126px;">Sautter,Joshua</td> <td style="width: 35px;">1700</td> <td style="width: 55px;">(4)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Frohn,Ralf</td> <td style="width: 35px;">1242</td> <td style="width: 42.2597px;">(3)</td> <td style="width: 80.7403px;"> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">3</td> <td style="width: 126px;">Titz,Peter</td> <td style="width: 35px;">1766</td> <td style="width: 55px;">(3)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Hinz,Holger</td> <td style="width: 35px;">1979</td> <td style="width: 42.2597px;">(3)</td> <td style="width: 80.7403px;"> 0,5 - 0,5 </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">4</td> <td style="width: 126px;">Ludwig,Oliver</td> <td style="width: 35px;">1463</td> <td style="width: 55px;">(2½)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Attianese,Alessa</td> <td style="width: 35px;">1416</td> <td style="width: 42.2597px;">(1½)</td> <td style="width: 80.7403px;"> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">5</td> <td style="width: 126px;">Eredzhebov,Erdoa</td> <td style="width: 35px;">1278</td> <td style="width: 55px;">(1)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Diel,Alexander</td> <td style="width: 35px;">1779</td> <td style="width: 42.2597px;">(2½)</td> <td style="width: 80.7403px;">-  - - </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">6</td> <td style="width: 126px;">Heinen,Richard</td> <td style="width: 35px;">1500</td> <td style="width: 55px;">(1)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Salentin,David</td> <td style="width: 35px;">1041</td> <td style="width: 42.2597px;">(1½)</td> <td style="width: 80.7403px;"> 1 - 0</td> </tr> </tbody> </table> <p> </p> <table style="width: 485px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 7. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(3½)</td> <td>-</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(5)</td> <td>0  - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Frohn,Ralf</td> <td>1242</td> <td>(3)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(5)</td> <td>0  - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Hinz,Holger</td> <td>1979</td> <td>(3½)</td> <td>-</td> <td>Diel,Tom</td> <td>1606</td> <td>(3)</td> <td>+ - - </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Heinen,Richard</td> <td>1500</td> <td>(2)</td> <td>-</td> <td>Titz,Peter</td> <td>1766</td> <td>(3½)</td> <td>0  - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Salentin,David</td> <td>1041</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td>1779</td> <td>(2½)</td> <td>- - +</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(1½)</td> <td>-</td> <td>spielfrei</td> <td> </td> <td>(0)</td> <td>+ - -</td> </tr> </tbody> </table> <h2>Wir gratulieren unserem<br /><span style="font-size: 18pt;"><strong>Vereinsmeister 2021/2</strong></span><br /><br /><span style="font-size: 18pt;"><strong>Arnold Flatten</strong></span></h2> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11"><span style="font-size: 12pt;">Rangliste:  Stand nach der 7. Runde </span></td> </tr> <tr bgcolor="#00FF00"> <th><span style="font-size: 12pt;">Rang</span></th> <th><span style="font-size: 12pt;">Teilnehmer</span></th> <th><span style="font-size: 12pt;">Tite</span></th> <th><span style="font-size: 12pt;">TWZ</span></th> <th><span style="font-size: 12pt;">At</span></th> <th><span style="font-size: 12pt;">S</span></th> <th><span style="font-size: 12pt;">R</span></th> <th><span style="font-size: 12pt;">V</span></th> <th><span style="font-size: 12pt;">Punkte</span></th> <th><span style="font-size: 12pt;">Buchh</span></th> <th><span style="font-size: 12pt;">SoBerg</span></th> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">1.</span></td> <td><span style="font-size: 12pt;">Flatten,Arnold</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2047</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">6</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">6.0</span></td> <td><span style="font-size: 12pt;">26.5</span></td> <td><span style="font-size: 12pt;">20.50</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">2.</span></td> <td><span style="font-size: 12pt;">Sautter,Joshua</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1700</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">6</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">6.0</span></td> <td><span style="font-size: 12pt;">24.0</span></td> <td><span style="font-size: 12pt;">20.50</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">3.</span></td> <td><span style="font-size: 12pt;">Hinz,Holger</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1979</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">4.5</span></td> <td><span style="font-size: 12pt;">30.0</span></td> <td><span style="font-size: 12pt;">15.75</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">4.</span></td> <td><span style="font-size: 12pt;">Titz,Peter</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1766</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">4.5</span></td> <td><span style="font-size: 12pt;">24.5</span></td> <td><span style="font-size: 12pt;">13.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">5.</span></td> <td><span style="font-size: 12pt;">Ludwig,Oliver</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1463</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">3.5</span></td> <td><span style="font-size: 12pt;">28.0</span></td> <td><span style="font-size: 12pt;">9.75</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">6.</span></td> <td><span style="font-size: 12pt;">Diel,Alexander</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1779</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">3.5</span></td> <td><span style="font-size: 12pt;">22.5</span></td> <td><span style="font-size: 12pt;">8.25</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">7.</span></td> <td><span style="font-size: 12pt;">Diel,Tom</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1606</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">3.0</span></td> <td><span style="font-size: 12pt;">29.5</span></td> <td><span style="font-size: 12pt;">12.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">8.</span></td> <td><span style="font-size: 12pt;">Frohn,Ralf</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1242</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">3</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">3.0</span></td> <td><span style="font-size: 12pt;">24.0</span></td> <td><span style="font-size: 12pt;">6.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">9.</span></td> <td><span style="font-size: 12pt;">Attianese,Alessan</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1416</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">2.5</span></td> <td><span style="font-size: 12pt;">21.5</span></td> <td><span style="font-size: 12pt;">5.50</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">10.</span></td> <td><span style="font-size: 12pt;">Heinen,Richard</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1500</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">2</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">5</span></td> <td><span style="font-size: 12pt;">2.0</span></td> <td><span style="font-size: 12pt;">27.0</span></td> <td><span style="font-size: 12pt;">4.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">11.</span></td> <td><span style="font-size: 12pt;">Salentin,David</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1041</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">5</span></td> <td><span style="font-size: 12pt;">1.5</span></td> <td><span style="font-size: 12pt;">18.5</span></td> <td><span style="font-size: 12pt;">3.00</span></td> </tr> <tr bgcolor="#00FFFF"> <td><span style="font-size: 12pt;">12.</span></td> <td><span style="font-size: 12pt;">Eredzhebov,Erdoan</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1278</span></td> <td><span style="font-size: 12pt;"> </span></td> <td><span style="font-size: 12pt;">1</span></td> <td><span style="font-size: 12pt;">0</span></td> <td><span style="font-size: 12pt;">4</span></td> <td><span style="font-size: 12pt;">1.0</span></td> <td><span style="font-size: 12pt;">18.0</span></td> <td><span style="font-size: 12pt;">2.00</span></td> </tr> </tbody> </table> <h2>  </h2> <table style="width: 450px; height: 180px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td style="width: 700.167px;" colspan="10">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th style="width: 40.8333px;">Tisch</th> <th style="width: 126.117px;">Teilnehmer</th> <th style="width: 35.6px;">TWZ</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 6.71667px;">-</th> <th style="width: 115.4px;">Teilnehmer</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 68.45px;">Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">1</td> <td style="width: 126.117px;">Flatten,Arnold</td> <td style="width: 35.6px;">2047</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Heinen,Richard</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">2</td> <td style="width: 126.117px;">Ludwig,Oliver</td> <td style="width: 35.6px;">1463</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Hinz,Holger</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">3</td> <td style="width: 126.117px;">Diel,Alexander</td> <td style="width: 35.6px;">1779</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Attianese,Alessa</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">4</td> <td style="width: 126.117px;">Eredzhebov,Erdoa</td> <td style="width: 35.6px;">1278</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Titz,Peter</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">5</td> <td style="width: 126.117px;">Sautter,Joshua</td> <td style="width: 35.6px;">1700</td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Diel,Tom</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">6</td> <td style="width: 126.117px;">Frohn,Ralf</td> <td style="width: 35.6px;"> </td> <td style="width: 55.2833px;">()</td> <td style="width: 6.71667px;">-</td> <td style="width: 115.4px;">Salentin,David</td> <td style="width: 55.2833px;">()</td> <td style="width: 68.45px;">1 - 0</td> </tr> </tbody> </table> <h2> </h2> <table style="width: 450px; height: 186px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td style="width: 600.083px;" colspan="11">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th style="width: 40.8333px;">Tisch</th> <th style="width: 115.4px;">Teilnehmer</th> <th style="width: 35.6px;">TWZ</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 6.71667px;">-</th> <th style="width: 126.117px;">Teilnehmer</th> <th style="width: 35.6px;">TWZ</th> <th style="width: 55.2833px;">Punkte</th> <th style="width: 68.45px;">Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">1</td> <td style="width: 115.4px;">Titz,Peter</td> <td style="width: 35.6px;">1766</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Flatten,Arnold</td> <td style="width: 35.6px;">2047</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 68.45px;"> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">2</td> <td style="width: 115.4px;">Hinz,Holger</td> <td style="width: 35.6px;">1979</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Frohn,Ralf</td> <td style="width: 35.6px;"> </td> <td style="width: 55.2833px;">(1)</td> <td style="width: 68.45px;"> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">3</td> <td style="width: 115.4px;">Diel,Tom</td> <td style="width: 35.6px;">1606</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Diel,Alexander</td> <td style="width: 35.6px;">1779</td> <td style="width: 55.2833px;">(1)</td> <td style="width: 68.45px;"> 0,5 - 0,5</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">4</td> <td style="width: 115.4px;">Attianese,Alessa</td> <td style="width: 35.6px;">1416</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Sautter,Joshua</td> <td style="width: 35.6px;">1700</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 68.45px;"> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">5</td> <td style="width: 115.4px;">Heinen,Richard</td> <td style="width: 35.6px;">1500</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Eredzhebov,Erdoa</td> <td style="width: 35.6px;">1278</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 68.45px;"> 1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40.8333px;">6</td> <td style="width: 115.4px;">Salentin,David</td> <td style="width: 35.6px;">1041</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 6.71667px;">-</td> <td style="width: 126.117px;">Ludwig,Oliver</td> <td style="width: 35.6px;">1463</td> <td style="width: 55.2833px;">(0)</td> <td style="width: 68.45px;"> 0 - 1</td> </tr> </tbody> </table> <p> </p> <table style="width: 450px; height: 186px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(2)</td> <td>-</td> <td>Hinz,Holger</td> <td>1979</td> <td>(2)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Alexander</td> <td>1779</td> <td>(1½)</td> <td>-</td> <td>Titz,Peter</td> <td>1766</td> <td>(1)</td> <td>0 - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(1)</td> <td>-</td> <td>Diel,Tom</td> <td>1606</td> <td>(1½)</td> <td>1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(1)</td> <td>-</td> <td>Heinen,Richard</td> <td>1500</td> <td>(1)</td> <td>1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Frohn,Ralf</td> <td> </td> <td>(1)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(0)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Eredzhebov,Erdoa</td> <td>1278</td> <td>(0)</td> <td>-</td> <td>Salentin,David</td> <td>1041</td> <td>(0)</td> <td>0 - 1 </td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(2)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(3)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td>1766</td> <td>(2)</td> <td>-</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(2)</td> <td> 0,5 - 0,5</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Hinz,Holger</td> <td>1979</td> <td>(2)</td> <td>-</td> <td>Diel,Alexander</td> <td>1779</td> <td>(1½)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Tom</td> <td>1606</td> <td>(1½)</td> <td>-</td> <td>Salentin,David</td> <td>1041</td> <td>(1)</td> <td> + -  - </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Heinen,Richard</td> <td>1500</td> <td>(1)</td> <td>-</td> <td>Frohn,Ralf</td> <td> </td> <td>(1)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(1)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1278</td> <td>(0)</td> <td> 0 - 1</td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Hinz,Holger</td> <td>1979</td> <td>(3)</td> <td>-</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(3)</td> <td> 0 - 1</td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(3)</td> <td>-</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(2½)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Tom</td> <td>1606</td> <td>(2½)</td> <td>-</td> <td>Titz,Peter</td> <td>1766</td> <td>(2½)</td> <td>0,5 -0,5</td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Frohn,Ralf</td> <td>1242</td> <td>(2)</td> <td>-</td> <td>Eredzhebov,Erdoa</td> <td>1278</td> <td>(1)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Diel,Alexander</td> <td>1779</td> <td>(1½)</td> <td>-</td> <td>Heinen,Richard</td> <td>1500</td> <td>(1)</td> <td> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Salentin,David</td> <td>1041</td> <td>(1)</td> <td>-</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(1)</td> <td> - - +</td> </tr> </tbody> </table> <p> </p> <table style="width: 614px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td style="width: 555px;" colspan="11">Paarungsliste der 6. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th style="width: 40px;">Tisch</th> <th style="width: 126px;">Teilnehmer</th> <th style="width: 35px;">TWZ</th> <th style="width: 55px;">Punkte</th> <th style="width: 6px;">-</th> <th style="width: 115px;">Teilnehmer</th> <th style="width: 35px;">TWZ</th> <th style="width: 42.2597px;">Punkte</th> <th style="width: 80.7403px;">Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">1</td> <td style="width: 126px;">Flatten,Arnold</td> <td style="width: 35px;">2047</td> <td style="width: 55px;">(4)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Diel,Tom</td> <td style="width: 35px;">1606</td> <td style="width: 42.2597px;">(3)</td> <td style="width: 80.7403px;"> 1 - 0 </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">2</td> <td style="width: 126px;">Sautter,Joshua</td> <td style="width: 35px;">1700</td> <td style="width: 55px;">(4)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Frohn,Ralf</td> <td style="width: 35px;">1242</td> <td style="width: 42.2597px;">(3)</td> <td style="width: 80.7403px;"> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">3</td> <td style="width: 126px;">Titz,Peter</td> <td style="width: 35px;">1766</td> <td style="width: 55px;">(3)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Hinz,Holger</td> <td style="width: 35px;">1979</td> <td style="width: 42.2597px;">(3)</td> <td style="width: 80.7403px;"> 0,5 - 0,5 </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">4</td> <td style="width: 126px;">Ludwig,Oliver</td> <td style="width: 35px;">1463</td> <td style="width: 55px;">(2½)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Attianese,Alessa</td> <td style="width: 35px;">1416</td> <td style="width: 42.2597px;">(1½)</td> <td style="width: 80.7403px;"> 1 - 0</td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">5</td> <td style="width: 126px;">Eredzhebov,Erdoa</td> <td style="width: 35px;">1278</td> <td style="width: 55px;">(1)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Diel,Alexander</td> <td style="width: 35px;">1779</td> <td style="width: 42.2597px;">(2½)</td> <td style="width: 80.7403px;">-  - - </td> </tr> <tr bgcolor="#00FFFF"> <td style="width: 40px;">6</td> <td style="width: 126px;">Heinen,Richard</td> <td style="width: 35px;">1500</td> <td style="width: 55px;">(1)</td> <td style="width: 6px;">-</td> <td style="width: 115px;">Salentin,David</td> <td style="width: 35px;">1041</td> <td style="width: 42.2597px;">(1½)</td> <td style="width: 80.7403px;"> 1 - 0</td> </tr> </tbody> </table> <p> </p> <table style="width: 485px;" border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Paarungsliste der 7. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Ludwig,Oliver</td> <td>1463</td> <td>(3½)</td> <td>-</td> <td>Sautter,Joshua</td> <td>1700</td> <td>(5)</td> <td>0  - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Frohn,Ralf</td> <td>1242</td> <td>(3)</td> <td>-</td> <td>Flatten,Arnold</td> <td>2047</td> <td>(5)</td> <td>0  - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Hinz,Holger</td> <td>1979</td> <td>(3½)</td> <td>-</td> <td>Diel,Tom</td> <td>1606</td> <td>(3)</td> <td>+ - - </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Heinen,Richard</td> <td>1500</td> <td>(2)</td> <td>-</td> <td>Titz,Peter</td> <td>1766</td> <td>(3½)</td> <td>0  - 1 </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Salentin,David</td> <td>1041</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td>1779</td> <td>(2½)</td> <td>- - +</td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Attianese,Alessa</td> <td>1416</td> <td>(1½)</td> <td>-</td> <td>spielfrei</td> <td> </td> <td>(0)</td> <td>+ - -</td> </tr> </tbody> </table> Vereinsmeisterschaft 2017/18 2017-03-10T08:58:00+01:00 2017-03-10T08:58:00+01:00 https://www.schach-lendersdorf.de/index.php/vereinsm/28-test-test-2 Peter <h1>Vereinsmeister 2018 Arnold Flatten</h1> <h3> </h3> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="12">Rangliste:  Stand nach der 5. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>At</th> <th>Verein/Ort</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>SoBer</th> <th>Siege</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>M</td> <td>SV Lendersdorf</td> <td>3</td> <td>1</td> <td>0</td> <td>3.5</td> <td>6.25</td> <td>3</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>1</td> <td>2.5</td> <td>3.00</td> <td>2</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>M</td> <td>SV Lendersdorf</td> <td>1</td> <td>2</td> <td>1</td> <td>2.0</td> <td>2.50</td> <td>1</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>M</td> <td>SV Lendersdorf</td> <td>1</td> <td>1</td> <td>2</td> <td>1.5</td> <td>1.50</td> <td>1</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td> </td> <td>SV Lendersdorf</td> <td>0</td> <td>1</td> <td>3</td> <td>0.5</td> <td>1.75</td> <td>0</td> </tr> </tbody> </table> <h3> </h3> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="14">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>()</td> <td>-</td> <td> </td> <td> </td> <td> </td> <td>()</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>()</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>()</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>()</td> <td>½ - ½</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(0)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(0)</td> <td>½ - ½</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(½)</td> <td>-</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(1½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(½)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1)</td> <td>½ - ½</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(1)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(½)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(1½)</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(2½)</td> <td>-</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(2½)</td> <td>0 - 1</td> <td> </td> </tr> </tbody> </table> <p> </p> <h1>Vereinsmeister 2018 Arnold Flatten</h1> <h3> </h3> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="12">Rangliste:  Stand nach der 5. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>At</th> <th>Verein/Ort</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>SoBer</th> <th>Siege</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>M</td> <td>SV Lendersdorf</td> <td>3</td> <td>1</td> <td>0</td> <td>3.5</td> <td>6.25</td> <td>3</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td> </td> <td>SV Lendersdorf</td> <td>2</td> <td>1</td> <td>1</td> <td>2.5</td> <td>3.00</td> <td>2</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>M</td> <td>SV Lendersdorf</td> <td>1</td> <td>2</td> <td>1</td> <td>2.0</td> <td>2.50</td> <td>1</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>M</td> <td>SV Lendersdorf</td> <td>1</td> <td>1</td> <td>2</td> <td>1.5</td> <td>1.50</td> <td>1</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td> </td> <td>SV Lendersdorf</td> <td>0</td> <td>1</td> <td>3</td> <td>0.5</td> <td>1.75</td> <td>0</td> </tr> </tbody> </table> <h3> </h3> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="14">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>()</td> <td>-</td> <td> </td> <td> </td> <td> </td> <td>()</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>()</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>()</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>()</td> <td>½ - ½</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(0)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(0)</td> <td>½ - ½</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(½)</td> <td>-</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(1½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(½)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1)</td> <td>½ - ½</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(1)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(½)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(1½)</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Schumacher,Gerd</td> <td> </td> <td>1690</td> <td>(2½)</td> <td>-</td> <td> </td> <td> </td> <td> </td> <td>(0)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Alexander</td> <td> </td> <td>1735</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1749</td> <td>(½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Tom</td> <td> </td> <td>1582</td> <td>(1½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2072</td> <td>(2½)</td> <td>0 - 1</td> <td> </td> </tr> </tbody> </table> <p> </p> Vereinsmeisterschaft 2016/17 2017-03-10T08:58:00+01:00 2017-03-10T08:58:00+01:00 https://www.schach-lendersdorf.de/index.php/vereinsm/22-test-test Peter <h2><span style="font-size: 14pt;"><strong>Vereinsmeister 2017 Arnold Flatten</strong> </span></h2> <h3> </h3> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Rangliste:  Stand nach der 7. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>M</td> <td>6</td> <td>1</td> <td>0</td> <td>6.5</td> <td>26.5</td> <td>25.00</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Chraibi,Mohcine,D</td> <td> </td> <td>1884</td> <td> </td> <td>5</td> <td>1</td> <td>1</td> <td>5.5</td> <td>25.0</td> <td>16.75</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td> </td> <td>4</td> <td>1</td> <td>2</td> <td>4.5</td> <td>24.5</td> <td>12.50</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>M</td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>24.5</td> <td>10.75</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>M</td> <td>2</td> <td>3</td> <td>2</td> <td>3.5</td> <td>29.0</td> <td>12.00</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>28.0</td> <td>11.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>M</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>24.5</td> <td>10.00</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td> </td> <td>2</td> <td>2</td> <td>3</td> <td>3.0</td> <td>24.5</td> <td>7.75</td> </tr> <tr bgcolor="#00FFFF"> <td>9.</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td> </td> <td>2</td> <td>0</td> <td>5</td> <td>2.0</td> <td>23.0</td> <td>3.50</td> </tr> <tr bgcolor="#00FFFF"> <td>10.</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>M</td> <td>1</td> <td>2</td> <td>4</td> <td>2.0</td> <td>21.0</td> <td>4.50</td> </tr> <tr bgcolor="#00FFFF"> <td>11.</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td> </td> <td>2</td> <td>0</td> <td>5</td> <td>2.0</td> <td>18.5</td> <td>4.00</td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="14">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>()</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>()</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>()</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>()</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>()</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>()</td> <td>-</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>()</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>()</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>()</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(1)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(1)</td> <td>-</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(1)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(½)</td> <td>-</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(0)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(0)</td> <td>-</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(2)</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(2)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(1)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(1½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(1½)</td> <td>-</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(1)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(1)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(0)</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(0)</td> <td>-</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(2½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(3)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(2)</td> <td>-</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(2)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(1½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(1½)</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(1)</td> <td>-</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(4)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(2½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(2½)</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(3)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(2)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(2½)</td> <td>- - +</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(2)</td> <td>-</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(1½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(1½)</td> <td>-</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(1)</td> <td>1 - 0</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 6. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(3½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(5)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(3½)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(2½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(2½)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(3)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(2)</td> <td>-</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(2)</td> <td>+ - -</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(2½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>-</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 7. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(6)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(2½)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(3½)</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(4½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(3½)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(3½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(2)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(3)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(3)</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(1)</td> <td>-</td> <td>spielfrei</td> <td> </td> <td> </td> <td>(0)</td> <td>+ - -</td> <td> </td> </tr> </tbody> </table> <h2><span style="font-size: 14pt;"><strong>Vereinsmeister 2017 Arnold Flatten</strong> </span></h2> <h3> </h3> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Rangliste:  Stand nach der 7. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>M</td> <td>6</td> <td>1</td> <td>0</td> <td>6.5</td> <td>26.5</td> <td>25.00</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Chraibi,Mohcine,D</td> <td> </td> <td>1884</td> <td> </td> <td>5</td> <td>1</td> <td>1</td> <td>5.5</td> <td>25.0</td> <td>16.75</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td> </td> <td>4</td> <td>1</td> <td>2</td> <td>4.5</td> <td>24.5</td> <td>12.50</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>M</td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>24.5</td> <td>10.75</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>M</td> <td>2</td> <td>3</td> <td>2</td> <td>3.5</td> <td>29.0</td> <td>12.00</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>28.0</td> <td>11.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>M</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>24.5</td> <td>10.00</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td> </td> <td>2</td> <td>2</td> <td>3</td> <td>3.0</td> <td>24.5</td> <td>7.75</td> </tr> <tr bgcolor="#00FFFF"> <td>9.</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td> </td> <td>2</td> <td>0</td> <td>5</td> <td>2.0</td> <td>23.0</td> <td>3.50</td> </tr> <tr bgcolor="#00FFFF"> <td>10.</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>M</td> <td>1</td> <td>2</td> <td>4</td> <td>2.0</td> <td>21.0</td> <td>4.50</td> </tr> <tr bgcolor="#00FFFF"> <td>11.</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td> </td> <td>2</td> <td>0</td> <td>5</td> <td>2.0</td> <td>18.5</td> <td>4.00</td> </tr> </tbody> </table> <p> </p> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="14">Paarungsliste der 1. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>()</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>()</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>()</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>()</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>()</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>()</td> <td>-</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>()</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>()</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>()</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>()</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 2. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(1)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(1)</td> <td>-</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(1)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(½)</td> <td>-</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(0)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(0)</td> <td>-</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 3. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(2)</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(2)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(1)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(1½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(1½)</td> <td>-</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(1)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(1)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(0)</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(0)</td> <td>-</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>1 - 0</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 4. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(2½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(3)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(2)</td> <td>-</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(2)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(1½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(1½)</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(1)</td> <td>-</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(½)</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 5. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(4)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(2½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(2½)</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(3)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(2)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(2½)</td> <td>- - +</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(2)</td> <td>-</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(0)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(1½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(1½)</td> <td>-</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(1)</td> <td>1 - 0</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 6. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(3½)</td> <td>-</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(5)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(3½)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(2½)</td> <td>1 - 0</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(2½)</td> <td>-</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(3)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(2)</td> <td>-</td> <td>Liebe,Uwe</td> <td> </td> <td>1830</td> <td>(2)</td> <td>+ - -</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(1)</td> <td>-</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(2½)</td> <td>0 - 1</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>-</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(1)</td> <td>0 - 1</td> <td> </td> </tr> <tr> <td colspan="14"> </td> </tr> <tr> <td colspan="14">Paarungsliste der 7. Runde  </td> </tr> <tr bgcolor="#00FF00"> <th>Tisch</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>-</th> <th>Teilnehmer</th> <th>Tite</th> <th>TWZ</th> <th>Punkte</th> <th>Ergebnis</th> <th>At</th> </tr> <tr bgcolor="#00FFFF"> <td>1</td> <td>Flatten,Arnold</td> <td> </td> <td>2042</td> <td>(6)</td> <td>-</td> <td>Sorokin,Michael</td> <td> </td> <td>1531</td> <td>(2½)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>2</td> <td>Titz,Peter</td> <td> </td> <td>1730</td> <td>(3½)</td> <td>-</td> <td>Chraibi,Mohcine,</td> <td> </td> <td>1884</td> <td>(4½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>3</td> <td>Diel,Tom</td> <td> </td> <td>1506</td> <td>(3½)</td> <td>-</td> <td>Schumacher,Gerd</td> <td> </td> <td>1688</td> <td>(3½)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>4</td> <td>Beyer,Jens</td> <td> </td> <td>1581</td> <td>(2)</td> <td>-</td> <td>Diel,Alexander</td> <td> </td> <td>1687</td> <td>(3)</td> <td> - </td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>5</td> <td>Bausch,Bernd</td> <td> </td> <td>1758</td> <td>(3)</td> <td>-</td> <td>Hantich,Ingo</td> <td> </td> <td>1532</td> <td>(1½)</td> <td>½ - ½</td> <td> </td> </tr> <tr bgcolor="#00FFFF"> <td>6</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td>(1)</td> <td>-</td> <td>spielfrei</td> <td> </td> <td> </td> <td>(0)</td> <td>+ - -</td> <td> </td> </tr> </tbody> </table> Vereinsmeisterschaft 2015/16 2016-09-05T17:24:35+02:00 2016-09-05T17:24:35+02:00 https://www.schach-lendersdorf.de/index.php/vereinsm/7-rur-4 Super User <h2>SV Lendersdorf 57 e.V.</h2> <h1><strong>Vereinsmeister Arnold Flatten</strong></h1> <h1><strong> Jugend-Vereinsmeister Michael Sorokin</strong></h1> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Rangliste:  Stand nach der 7. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td><strong>Flatten,Arnold</strong></td> <td> </td> <td>2048</td> <td>M</td> <td>4</td> <td>3</td> <td>0</td> <td>5.5</td> <td>28.0</td> <td>22.50</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Hinz,Holger</td> <td> </td> <td>1914</td> <td>M</td> <td>4</td> <td>1</td> <td>2</td> <td>4.5</td> <td>25.5</td> <td>14.50</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Diel,Alexander</td> <td> </td> <td>1643</td> <td>M</td> <td>4</td> <td>1</td> <td>2</td> <td>4.5</td> <td>24.0</td> <td>12.50</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Chraibi,Mohcine,D</td> <td> </td> <td>1861</td> <td> </td> <td>4</td> <td>0</td> <td>3</td> <td>4.0</td> <td>28.0</td> <td>14.00</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Zisimou,Dimitrios</td> <td> </td> <td>1720</td> <td>M</td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>26.5</td> <td>13.25</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Titz,Peter</td> <td> </td> <td>1693</td> <td> </td> <td>3</td> <td>1</td> <td>2</td> <td>3.5</td> <td>28.0</td> <td>13.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Liebe,Uwe</td> <td> </td> <td>1796</td> <td>M</td> <td>2</td> <td>3</td> <td>1</td> <td>3.5</td> <td>28.0</td> <td>12.50</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Bausch,Bernd</td> <td> </td> <td>1789</td> <td>M</td> <td>1</td> <td>5</td> <td>1</td> <td>3.5</td> <td>24.0</td> <td>11.25</td> </tr> <tr bgcolor="#00FFFF"> <td>9.</td> <td><strong>Sorokin,Michael</strong></td> <td> </td> <td>1377</td> <td> </td> <td>2</td> <td>3</td> <td>2</td> <td>3.5</td> <td>22.5</td> <td>9.25</td> </tr> <tr bgcolor="#00FFFF"> <td>10.</td> <td>Sorokin,Vadim</td> <td> </td> <td>1501</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>21.5</td> <td>8.25</td> </tr> <tr bgcolor="#00FFFF"> <td>11.</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td> </td> <td>3</td> <td>0</td> <td>4</td> <td>3.0</td> <td>21.5</td> <td>8.00</td> </tr> <tr bgcolor="#00FFFF"> <td>12.</td> <td>Hantich,Ingo</td> <td> </td> <td>1542</td> <td>M</td> <td>1</td> <td>3</td> <td>3</td> <td>2.5</td> <td>23.0</td> <td>6.75</td> </tr> <tr bgcolor="#00FFFF"> <td>13.</td> <td>Diel,Tom</td> <td> </td> <td>1335</td> <td>M</td> <td>1</td> <td>1</td> <td>5</td> <td>1.5</td> <td>23.0</td> <td>3.50</td> </tr> <tr bgcolor="#00FFFF"> <td>14.</td> <td>Bodart,Rene</td> <td> </td> <td>1384</td> <td> </td> <td>1</td> <td>0</td> <td>6</td> <td>1.0</td> <td>20.0</td> <td>3.00</td> </tr> </tbody> </table> <h2>SV Lendersdorf 57 e.V.</h2> <h1><strong>Vereinsmeister Arnold Flatten</strong></h1> <h1><strong> Jugend-Vereinsmeister Michael Sorokin</strong></h1> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Rangliste:  Stand nach der 7. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td><strong>Flatten,Arnold</strong></td> <td> </td> <td>2048</td> <td>M</td> <td>4</td> <td>3</td> <td>0</td> <td>5.5</td> <td>28.0</td> <td>22.50</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Hinz,Holger</td> <td> </td> <td>1914</td> <td>M</td> <td>4</td> <td>1</td> <td>2</td> <td>4.5</td> <td>25.5</td> <td>14.50</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Diel,Alexander</td> <td> </td> <td>1643</td> <td>M</td> <td>4</td> <td>1</td> <td>2</td> <td>4.5</td> <td>24.0</td> <td>12.50</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Chraibi,Mohcine,D</td> <td> </td> <td>1861</td> <td> </td> <td>4</td> <td>0</td> <td>3</td> <td>4.0</td> <td>28.0</td> <td>14.00</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Zisimou,Dimitrios</td> <td> </td> <td>1720</td> <td>M</td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>26.5</td> <td>13.25</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Titz,Peter</td> <td> </td> <td>1693</td> <td> </td> <td>3</td> <td>1</td> <td>2</td> <td>3.5</td> <td>28.0</td> <td>13.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Liebe,Uwe</td> <td> </td> <td>1796</td> <td>M</td> <td>2</td> <td>3</td> <td>1</td> <td>3.5</td> <td>28.0</td> <td>12.50</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Bausch,Bernd</td> <td> </td> <td>1789</td> <td>M</td> <td>1</td> <td>5</td> <td>1</td> <td>3.5</td> <td>24.0</td> <td>11.25</td> </tr> <tr bgcolor="#00FFFF"> <td>9.</td> <td><strong>Sorokin,Michael</strong></td> <td> </td> <td>1377</td> <td> </td> <td>2</td> <td>3</td> <td>2</td> <td>3.5</td> <td>22.5</td> <td>9.25</td> </tr> <tr bgcolor="#00FFFF"> <td>10.</td> <td>Sorokin,Vadim</td> <td> </td> <td>1501</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>21.5</td> <td>8.25</td> </tr> <tr bgcolor="#00FFFF"> <td>11.</td> <td>Heinen Richard</td> <td> </td> <td>1300</td> <td> </td> <td>3</td> <td>0</td> <td>4</td> <td>3.0</td> <td>21.5</td> <td>8.00</td> </tr> <tr bgcolor="#00FFFF"> <td>12.</td> <td>Hantich,Ingo</td> <td> </td> <td>1542</td> <td>M</td> <td>1</td> <td>3</td> <td>3</td> <td>2.5</td> <td>23.0</td> <td>6.75</td> </tr> <tr bgcolor="#00FFFF"> <td>13.</td> <td>Diel,Tom</td> <td> </td> <td>1335</td> <td>M</td> <td>1</td> <td>1</td> <td>5</td> <td>1.5</td> <td>23.0</td> <td>3.50</td> </tr> <tr bgcolor="#00FFFF"> <td>14.</td> <td>Bodart,Rene</td> <td> </td> <td>1384</td> <td> </td> <td>1</td> <td>0</td> <td>6</td> <td>1.0</td> <td>20.0</td> <td>3.00</td> </tr> </tbody> </table> Vereinsmeisterschaft 2014/15 2016-09-05T17:24:35+02:00 2016-09-05T17:24:35+02:00 https://www.schach-lendersdorf.de/index.php/vereinsm/9-rur-5 Super User <h3>SV Lendersdorf 57 e.V.</h3> <h1><strong>Vereinsmeister Holger Hinz</strong></h1> <h1><strong> Jugend-Vereinsmeister Diel Tom</strong></h1> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Rangliste:  Stand nach der 7. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td><strong>Hinz,Holger</strong></td> <td> </td> <td>1855</td> <td>M</td> <td>6</td> <td>0</td> <td>1</td> <td>6.0</td> <td>29.0</td> <td>24.00</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Flatten,Arnold</td> <td> </td> <td>2043</td> <td>M</td> <td>5</td> <td>1</td> <td>1</td> <td>5.5</td> <td>28.5</td> <td>21.25</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Schmidt,Lysander</td> <td> </td> <td>1860</td> <td>M</td> <td>4</td> <td>2</td> <td>1</td> <td>5.0</td> <td>26.0</td> <td>16.50</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Liebe,Uwe</td> <td> </td> <td>1792</td> <td>M</td> <td>5</td> <td>0</td> <td>2</td> <td>5.0</td> <td>25.5</td> <td>17.00</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Diel,Alexander</td> <td> </td> <td>1663</td> <td>M</td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>27.0</td> <td>12.75</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Hantich,Ingo</td> <td> </td> <td>1551</td> <td>M</td> <td>2</td> <td>4</td> <td>1</td> <td>4.0</td> <td>25.5</td> <td>13.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Titz,Peter</td> <td> </td> <td>1742</td> <td> </td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>25.5</td> <td>12.75</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Bausch,Bernd</td> <td> </td> <td>1764</td> <td>M</td> <td>2</td> <td>3</td> <td>2</td> <td>3.5</td> <td>25.5</td> <td>10.25</td> </tr> <tr bgcolor="#00FFFF"> <td>9.</td> <td>Beyer,Jens</td> <td> </td> <td>1556</td> <td>M</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>23.5</td> <td>7.00</td> </tr> <tr bgcolor="#00FFFF"> <td>10.</td> <td>Sorokin,Vadim</td> <td> </td> <td>1528</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>22.5</td> <td>6.75</td> </tr> <tr bgcolor="#00FFFF"> <td>11.</td> <td><strong>Diel,Tom</strong></td> <td> </td> <td>1340</td> <td>M</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>22.0</td> <td>8.75</td> </tr> <tr bgcolor="#00FFFF"> <td>12.</td> <td>Sorokin,Michael</td> <td> </td> <td>945</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>19.5</td> <td>8.00</td> </tr> <tr bgcolor="#00FFFF"> <td>13.</td> <td>Porta,Ingo</td> <td> </td> <td>1453</td> <td> </td> <td>3</td> <td>0</td> <td>4</td> <td>3.0</td> <td>25.0</td> <td>8.50</td> </tr> <tr bgcolor="#00FFFF"> <td>14.</td> <td>Zisimou,Dimitrios</td> <td> </td> <td>1708</td> <td>M</td> <td>1</td> <td>3</td> <td>3</td> <td>2.5</td> <td>28.5</td> <td>9.25</td> </tr> <tr bgcolor="#00FFFF"> <td>15.</td> <td>Heinen Lukas</td> <td> </td> <td>1664</td> <td> </td> <td>2</td> <td>1</td> <td>4</td> <td>2.5</td> <td>26.5</td> <td>7.75</td> </tr> <tr bgcolor="#00FFFF"> <td>16.</td> <td>Klein-Uebbing,Nik</td> <td> </td> <td>1028</td> <td>M</td> <td>2</td> <td>1</td> <td>4</td> <td>2.5</td> <td>22.0</td> <td>5.75</td> </tr> <tr bgcolor="#00FFFF"> <td>17.</td> <td>Heinen Richard</td> <td> </td> <td>1400</td> <td> </td> <td>1</td> <td>2</td> <td>4</td> <td>2.0</td> <td>22.0</td> <td>3.75</td> </tr> <tr bgcolor="#00FFFF"> <td>18.</td> <td>Jopek,Jan</td> <td> </td> <td>1040</td> <td>M</td> <td>1</td> <td>0</td> <td>6</td> <td>1.0</td> <td>19.5</td> <td>2.00</td> </tr> </tbody> </table> <p> </p> <h3>SV Lendersdorf 57 e.V.</h3> <h1><strong>Vereinsmeister Holger Hinz</strong></h1> <h1><strong> Jugend-Vereinsmeister Diel Tom</strong></h1> <table border="2" cellspacing="2" cellpadding="2" bgcolor="#C0C0C0"> <tbody> <tr> <td colspan="11">Rangliste:  Stand nach der 7. Runde </td> </tr> <tr bgcolor="#00FF00"> <th>Rang</th> <th>Teilnehmer</th> <th>Ti</th> <th>TWZ</th> <th>At</th> <th>S</th> <th>R</th> <th>V</th> <th>Punkte</th> <th>Buchh</th> <th>SoBerg</th> </tr> <tr bgcolor="#00FFFF"> <td>1.</td> <td><strong>Hinz,Holger</strong></td> <td> </td> <td>1855</td> <td>M</td> <td>6</td> <td>0</td> <td>1</td> <td>6.0</td> <td>29.0</td> <td>24.00</td> </tr> <tr bgcolor="#00FFFF"> <td>2.</td> <td>Flatten,Arnold</td> <td> </td> <td>2043</td> <td>M</td> <td>5</td> <td>1</td> <td>1</td> <td>5.5</td> <td>28.5</td> <td>21.25</td> </tr> <tr bgcolor="#00FFFF"> <td>3.</td> <td>Schmidt,Lysander</td> <td> </td> <td>1860</td> <td>M</td> <td>4</td> <td>2</td> <td>1</td> <td>5.0</td> <td>26.0</td> <td>16.50</td> </tr> <tr bgcolor="#00FFFF"> <td>4.</td> <td>Liebe,Uwe</td> <td> </td> <td>1792</td> <td>M</td> <td>5</td> <td>0</td> <td>2</td> <td>5.0</td> <td>25.5</td> <td>17.00</td> </tr> <tr bgcolor="#00FFFF"> <td>5.</td> <td>Diel,Alexander</td> <td> </td> <td>1663</td> <td>M</td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>27.0</td> <td>12.75</td> </tr> <tr bgcolor="#00FFFF"> <td>6.</td> <td>Hantich,Ingo</td> <td> </td> <td>1551</td> <td>M</td> <td>2</td> <td>4</td> <td>1</td> <td>4.0</td> <td>25.5</td> <td>13.25</td> </tr> <tr bgcolor="#00FFFF"> <td>7.</td> <td>Titz,Peter</td> <td> </td> <td>1742</td> <td> </td> <td>3</td> <td>2</td> <td>2</td> <td>4.0</td> <td>25.5</td> <td>12.75</td> </tr> <tr bgcolor="#00FFFF"> <td>8.</td> <td>Bausch,Bernd</td> <td> </td> <td>1764</td> <td>M</td> <td>2</td> <td>3</td> <td>2</td> <td>3.5</td> <td>25.5</td> <td>10.25</td> </tr> <tr bgcolor="#00FFFF"> <td>9.</td> <td>Beyer,Jens</td> <td> </td> <td>1556</td> <td>M</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>23.5</td> <td>7.00</td> </tr> <tr bgcolor="#00FFFF"> <td>10.</td> <td>Sorokin,Vadim</td> <td> </td> <td>1528</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>22.5</td> <td>6.75</td> </tr> <tr bgcolor="#00FFFF"> <td>11.</td> <td><strong>Diel,Tom</strong></td> <td> </td> <td>1340</td> <td>M</td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>22.0</td> <td>8.75</td> </tr> <tr bgcolor="#00FFFF"> <td>12.</td> <td>Sorokin,Michael</td> <td> </td> <td>945</td> <td> </td> <td>3</td> <td>1</td> <td>3</td> <td>3.5</td> <td>19.5</td> <td>8.00</td> </tr> <tr bgcolor="#00FFFF"> <td>13.</td> <td>Porta,Ingo</td> <td> </td> <td>1453</td> <td> </td> <td>3</td> <td>0</td> <td>4</td> <td>3.0</td> <td>25.0</td> <td>8.50</td> </tr> <tr bgcolor="#00FFFF"> <td>14.</td> <td>Zisimou,Dimitrios</td> <td> </td> <td>1708</td> <td>M</td> <td>1</td> <td>3</td> <td>3</td> <td>2.5</td> <td>28.5</td> <td>9.25</td> </tr> <tr bgcolor="#00FFFF"> <td>15.</td> <td>Heinen Lukas</td> <td> </td> <td>1664</td> <td> </td> <td>2</td> <td>1</td> <td>4</td> <td>2.5</td> <td>26.5</td> <td>7.75</td> </tr> <tr bgcolor="#00FFFF"> <td>16.</td> <td>Klein-Uebbing,Nik</td> <td> </td> <td>1028</td> <td>M</td> <td>2</td> <td>1</td> <td>4</td> <td>2.5</td> <td>22.0</td> <td>5.75</td> </tr> <tr bgcolor="#00FFFF"> <td>17.</td> <td>Heinen Richard</td> <td> </td> <td>1400</td> <td> </td> <td>1</td> <td>2</td> <td>4</td> <td>2.0</td> <td>22.0</td> <td>3.75</td> </tr> <tr bgcolor="#00FFFF"> <td>18.</td> <td>Jopek,Jan</td> <td> </td> <td>1040</td> <td>M</td> <td>1</td> <td>0</td> <td>6</td> <td>1.0</td> <td>19.5</td> <td>2.00</td> </tr> </tbody> </table> <p> </p>