1. Mannschaft | Kreisklasse Unterland Süd | Saison 2023/2024
von links nach rechts: Thomas, Andreas, Sala, Pierre, Frank, Stanko und Markus
Tabelle | Kreisklasse UL Süd | Saison 2023/2024
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)
Aufstellung
Brett |
Name |
DWZ |
Brett |
Name |
DWZ |
1 |
Pierre |
1750 |
9 |
Johnny |
1390 |
2 |
Klaus |
|
10 |
Sala |
1469 |
3 |
Tim |
1677 |
11 |
Niyazi |
1451 |
4 |
Markus |
1615 |
12 |
Max |
1384 |
5 |
Stanko |
1590 |
13 |
Thomas |
1449 |
6 |
Frank |
1485 |
14 |
Levent |
|
7 |
Andreas |
1583 |
15 |
Jannik |
798 |
8 |
Dario |
1500 |
16 |
Marvin |
|
Termine und Ergebnisse
Runde 1 am 08.10.2023 um 10:00 Uhr |
SV Oberstenfeld I |
- |
SC Erdmannhausen I |
2:6 |
SK Bietigheim II |
- |
TSG Steinheim I |
4,5:3,5 |
SF Kornwestheim III |
- |
SF Kornwestheim IV |
6:2 |
SV Marbach II
|
- |
SF Pattonville I |
4,5:3,5 |
SF Freiberg I |
- |
SC Asperg I |
2,5:5,5 |
Runde 2 am 22.10.2023 um 10:00 Uhr |
SC Erdmannhausen I |
- |
SC Asperg I |
2,5:5,5 |
SF Pattonville I |
- |
SF Freiberg I |
3:5 |
SF Kornwestheim IV |
- |
SV Marbach II
|
2:6 |
TSG Steinheim I
|
- |
SF Kornwestheim III |
2,5:3,5 |
SV Oberstenfeld I |
- |
SK Bietigheim II |
5,5:3,5 |
Runde 3 am 12.11.2023 um 10:00 Uhr |
SK Bietigheim II |
- |
SC Erdmannhausen I |
1,5:6,5 |
|
SF Kornwestheim III |
- |
SV Oberstenfeld I |
4:4 |
|
SV Marbach II |
- |
TSG Steinheim I |
6,5:1,5 |
|
SF Freiberg I |
- |
SF Kornwestheim IV |
5:3 |
|
SC Asperg I |
- |
SF Pattonville I |
5:3 |
Bericht |
Runde 4 am 03.12.2023 um 10:00 Uhr |
SC Erdmannhausen I |
- |
SF Pattonville I |
5,5:2,5 |
|
SF Kornwestheim IV |
- |
SC Asperg I |
5,5:2,5 |
|
TSG Steinheim I |
- |
SF Freiberg I |
2,5:5,5 |
|
SV Oberstenfeld I |
- |
SV Marbach II |
5:3 |
|
SK Bietigheim II |
- |
SF Kornwestheim III |
1,5:6,5 |
|
Runde 5 am 14.01.2024 um 10:00 Uhr |
SF Kornwestheim III |
- |
SC Erdmannhausen I |
4:4 |
|
SV Marbach II |
- |
SK Bietigheim II |
6:2 |
|
SF Freiberg I |
- |
SV Oberstenfeld I |
6,5:1,5 |
|
SC Asperg I |
- |
TSG Steinheim I |
5,5:2,5 |
|
SF Pattonville I |
- |
SF Kornwestheim IV |
3:5 |
|
Runde 6 am 04.02.2024 um 10:00 Uhr |
SC Erdmannhausen I |
- |
SF Kornwestheim IV |
3,5:4,5 |
|
TSG Steinheim I |
- |
SF Pattonville I |
3:5 |
|
SV Oberstenfeld I |
- |
SC Asperg I |
2,5:5.5 |
|
SK Bietigheim II |
- |
SF Freiberg I |
2:6 |
|
SF Kornwestheim III |
- |
SV Marbach II |
3:5 |
|
Runde 7 am 25.02.2024 um 10:00 Uhr |
SV Marbach II |
- |
SC Erdmannhausen I |
4:4 |
|
SF Freiberg I |
- |
SF Kornwestheim III |
5,5:2,5 |
|
SC Asperg I |
- |
SK Bietigheim II |
5:3 |
|
SF Pattonville I |
- |
SV Oberstenfeld I |
5,5:2,5 |
|
SF Kornwestheim IV |
- |
TSG Steinheim I |
6:2 |
|
Runde 8 am 17.03.2024 um 10:00 Uhr |
SC Erdmannhausen I |
- |
TSG Steinheim I |
5:3 |
|
SV Oberstenfeld I |
- |
SF Kornwestheim IV |
2:6 |
|
SK Bietigheim II |
- |
SF Pattonville I |
2,5:5,5 |
|
SF Kornwestheim III |
- |
SC Asperg I |
6:2 |
|
SV Marbach II |
- |
SF Freiberg I |
4,5:3,5 |
|
Runde 9 am 21.04.2024 um 10:00 Uhr |
SF Freiberg I |
- |
SC Erdmannhausen I |
5:3 |
|
SC Asperg I |
- |
SV Marbach II |
2:6 |
|
SF Pattonville I |
- |
SF Kornwestheim III |
3,5:4,5 |
|
SF Kornwestheim IV |
- |
SK Bietigheim II |
2:6 |
|
TSG Steinheim I |
- |
SV Oberstenfeld I |
1,5:6,5 |
|
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