|
|
1770 | 2.0 : 2.0 | Roch. Saarlouis I | 1780 | |
|---|---|---|---|---|---|
1 |
1745 |
0 - 1 |
1948 |
||
2 |
1816 |
1 - 0 |
1908 |
||
3 |
1905 |
1 - 0 |
1753 |
||
4 |
1612 |
0 - 1 |
1511 |
||
|
|
1644 | 0.0 : 4.0 | Turm Illingen 1 | 1880 | |
1 |
1734 |
0 - 1 |
2117 |
||
2 |
1722 |
0 - 1 |
2151 |
||
3 |
1654 |
0 - 1 |
2053 |
||
4 |
1464 |
0 - 1 |
|||
|
|
2032 | 2.5 : 1.5 | Saarbruecken 1 | 1978 | |
1 |
2024 |
0 - 1 |
2032 |
||
2 |
2035 |
1 - 0 |
2094 |
||
3 |
2041 |
1 - 0 |
1902 |
||
4 |
2027 |
0.5 - 0.5 |
1884 |
||
|
|
1366 | 0.0 : 4.0 | Eppelborn 1 | 1845 | |
1 |
1601 |
0 - 1 |
1945 |
||
2 |
1363 |
0 - 1 |
1854 |
||
3 |
1484 |
0 - 1 |
1909 |
||
4 |
1017 |
0 - 1 |
1670 |
||
|
|
1662 | 1.0 : 3.0 | Saarbruecken 2 | 1646 | |
1 |
1873 |
0 - 1 |
1814 |
||
2 |
1462 |
0 - 1 |
1710 |
||
3 |
1735 |
1 - 0 |
1685 |
||
4 |
1579 |
0 - 1 |
1374 |
||
|
|
1579 | 3.0 : 1.0 | Steinitz Püttlingen | 1581 | |
1 |
1758 |
0.5 - 0.5 |
2002 |
||
2 |
1463 |
1 - 0 |
1610 |
||
3 |
1649 |
0.5 - 0.5 |
1454 |
||
4 |
1447 |
1 - 0 |
1259 |
||
|
|
1399 | 2.5 : 1.5 | Roch. Saarlouis II | 1519 | |
1 |
1709 |
0.5 - 0.5 |
1733 |
||
2 |
0 - 1 |
1577 |
|||
3 |
1390 |
1 - 0 |
1565 |
||
4 |
1296 |
1 - 0 |
|||
|
|
1085 | 2.5 : 1.5 | Roch. Blitzqueens | 1191 | |
1 |
1457 |
0 - 1 |
1663 |
||
2 |
1043 |
0.5 - 0.5 |
1402 |
||
3 |
943 |
1 - 0 |
891 |
||
4 |
897 |
1 - 0 |
807 |
||
|
|
921 | 0.0 : 4.0 | Riegelsberger Allerlei | 1289 | |
1 |
949 |
0 - 1 |
1571 |
||
2 |
762 |
0 - 1 |
1206 |
||
3 |
771 |
0 - 1 |
1306 |
||
4 |
0 - 1 |
1071 |
|||
|
|
1191 | 0.0 : 4.0 | Caissa Homburg | 1278 | |
1 |
1480 |
0 - 1 |
1454 |
||
2 |
1001 |
0 - 1 |
|||
3 |
1083 |
0 - 1 |
|||
4 |
0 - 1 |
1256 |
|||
|
|
879 | 0.0 : 4.0 | Turm Illingen 2 | 1146 | |
1 |
783 |
0 - 1 |
1721 |
||
2 |
0 - 1 |
1079 |
|||
3 |
850 |
0 - 1 |
993 |
||
4 |
684 |
0 - 1 |
789 |
||
= Details ausblenden.
= Ergebnis gemeldet von
| Rangliste nach Runde 8 | Rg |
Mannschaft |
1 |
2 |
3 |
4 |
5 |
6 |
7 |
8 |
9 |
10 |
11 |
12 |
13 |
14 |
15 |
MP |
BP | Bhz |
||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 |
(1880)
|
4.0 (14) | 4.0 (12) | 3.0 (2) | 2.5 (4) | 2.0 (5) | 2.0 (3) | 4.0 (7) | 4.0 (13) | 2.5 (6) | 4.0 (9) | 3.0 (10) | 4.0 (11) | 3.0 (15) | 4.0 (8) | 4.0 (20) | 14 |
25.5 | 238.0 | |||||||
| 2 |
(1780)
|
4.0 (9) | 3.5 (10) | 3.0 (3) | 3.5 (7) | 2.0 (1) | 3.5 (13) | 2.5 (2) | 2.0 (6) | 0.5 (4) | 4.0 (8) | 1.0 (11) | 3.0 (14) | 4.0 (22) | 4.0 (17) | 3.0 (15) | 14 |
24.0 | 243.0 | |||||||
| 3 |
(2032)
|
2.0 (15) | 3.5 (11) | 1.0 (1) | 2.5 (6) | 3.0 (7) | 4.0 (4) | 1.5 (5) | 2.5 (3) | 4.0 (10) | 3.0 (13) | 4.0 (8) | 3.0 (9) | 4.0 (17) | 3.5 (12) | 4.0 (21) | 12 |
20.0 | 235.0 | |||||||
| 4 |
(1978)
|
4.0 (8) | 4.0 (13) | 1.0 (5) | 3.5 (11) | 3.5 (4) | 2.0 (1) | 2.0 (6) | 1.5 (2) | 3.0 (7) | 3.5 (14) | 4.0 (15) | 3.0 (12) | 3.5 (10) | 4.0 (9) | 4.0 (22) | 10 |
21.5 | 236.0 | |||||||
| 5 |
(1845)
|
4.0 (19) | 3.0 (6) | 4.0 (17) | 1.5 (1) | 0.5 (3) | 0.0 (2) | 4.0 (8) | 4.0 (15) | 3.5 (5) | 4.0 (7) | 3.0 (13) | 4.0 (16) | 2.5 (11) | 3.5 (14) | 3.5 (10) | 10 |
21.0 | 220.0 | |||||||
| 6 |
(1770)
|
4.0 (21) | 1.0 (4) | 3.0 (14) | 1.5 (2) | 4.0 (9) | 3.0 (15) | 2.0 (3) | 2.0 (5) | 1.5 (1) | 3.0 (12) | 3.0 (17) | 3.0 (7) | 3.5 (13) | 3.0 (16) | 3.0 (11) | 10 |
20.5 | 214.0 | |||||||
| 7 |
(1646)
|
4.0 (17) | 3.5 (18) | 3.0 (12) | 0.5 (5) | 1.0 (2) | 4.0 (14) | 0.0 (1) | 3.0 (11) | 1.0 (3) | 0.0 (4) | 4.0 (22) | 1.0 (6) | 3.0 (20) | 4.0 (19) | 3.0 (13) | 10 |
19.0 | 223.0 | |||||||
| 8 |
(1659)
|
3.0 (16) | 0.5 (5) | 4.0 (9) | 1.0 (13) | 1.5 (14) | 2.0 (8) | 4.0 (19) | 3.0 (12) | 0.0 (2) | 4.0 (18) | 1.0 (1) | 4.0 (20) | 0.5 (3) | 4.0 (22) | 0.5 (4) | 9 |
19.0 | 202.0 | |||||||
| 9 |
(1644)
|
4.0 (20) | 0.0 (3) | 3.5 (19) | 3.0 (10) | 2.5 (11) | 0.5 (5) | 2.0 (12) | 0.0 (1) | 3.0 (15) | 1.0 (2) | 1.0 (4) | 4.0 (21) | 0.5 (6) | 3.0 (18) | 1.0 (7) | 9 |
15.5 | 217.0 | |||||||
| 10 |
(1289)
|
0.0 (3) | 4.0 (20) | 0.0 (11) | 2.0 (15) | 3.0 (17) | 2.0 (10) | 0.0 (4) | 4.0 (21) | 3.0 (18) | 0.0 (5) | 0.0 (2) | 4.0 (22) | 4.0 (19) | 0.0 (1) | 3.0 (16) | 9 |
15.0 | 192.0 | |||||||
| 11 |
(1375)
|
0.0 (5) | 3.0 (16) | 0.0 (10) | 4.0 (20) | 0.0 (6) | 1.0 (11) | 3.0 (22) | 2.5 (14) | 3.0 (17) | 0.0 (1) | 4.0 (19) | 1.0 (2) | 4.0 (21) | 0.0 (3) | 4.0 (18) | 8 |
13.5 | 188.0 | |||||||
| 12 |
(1085)
|
0.0 (11) | 0.5 (7) | 1.0 (15) | 3.0 (22) | 3.5 (20) | 0.0 (12) | 3.0 (21) | 2.5 (19) | 1.0 (8) | 0.0 (10) | 0.5 (16) | 1.5 (17) | 1.0 (14) | 1.0 (13) | 0.0 (9) | 8 |
13.5 | 167.0 | |||||||
| 13 |
(1412)
|
1.0 (2) | 2.0 (17) | 3.0 (18) | 1.0 (8) | 2.5 (12) | 0.0 (6) | 3.0 (16) | 0.0 (4) | 0.0 (13) | 3.0 (22) | 0.0 (3) | 2.5 (19) | 0.0 (1) | 3.0 (21) | 0.0 (5) | 8 |
12.5 | 207.0 | |||||||
| 14 |
(1662)
|
4.0 (18) | 0.5 (2) | 4.0 (8) | 0.5 (3) | 1.5 (13) | 3.0 (9) | 2.0 (14) | 1.0 (7) | 3.0 (16) | 3.0 (21) | 3.0 (5) | 0.0 (1) | 1.5 (4) | 4.0 (20) | 1.0 (6) | 7 |
16.5 | 210.0 | |||||||
| 15 |
(1581)
|
4.0 (22) | 0.0 (1) | 1.0 (7) | 4.0 (19) | 0.5 (15) | 4.0 (18) | 2.0 (13) | 1.0 (10) | 4.0 (21) | 1.0 (6) | 4.0 (20) | 1.0 (3) | 2.5 (16) | 0.5 (2) | 2.5 (17) | 7 |
16.5 | 198.0 | |||||||
| 16 |
(1278)
|
1.0 (10) | 1.0 (9) | 3.0 (22) | 1.0 (14) | 2.0 (19) | 3.5 (21) | 0.0 (15) | 4.0 (20) | 1.0 (11) | 2.0 (17) | 3.5 (18) | 0.0 (4) | 1.5 (12) | 1.0 (6) | 1.0 (8) | 7 |
15.5 | 168.0 | |||||||
| 17 |
(1568)
|
0.0 (1) | 4.0 (22) | 1.0 (6) | 3.0 (16) | 2.5 (10) | 0.0 (7) | 2.0 (11) | 1.5 (9) | 3.0 (20) | 0.5 (3) | 3.0 (21) | 1.0 (5) | 3.0 (18) | 0.5 (4) | 3.0 (19) | 7 |
14.0 | 200.0 | |||||||
| 18 |
(1146)
|
0.0 (7) | 1.0 (15) | 0.0 (4) | 4.0 (21) | 1.0 (8) | 1.5 (19) | 4.0 (20) | 4.0 (22) | 1.0 (9) | 2.0 (16) | 1.0 (6) | 2.5 (18) | 0.0 (2) | 0.0 (5) | 1.5 (12) | 6 |
15.5 | 166.0 | |||||||
| 19 |
(1191)
|
0.0 (4) | 3.0 (21) | 0.5 (13) | 0.0 (12) | 2.0 (16) | 2.5 (17) | 0.0 (10) | 1.5 (18) | 2.0 (22) | 3.0 (20) | 0.0 (9) | 0.5 (15) | 0.0 (8) | 0.0 (7) | 1.0 (14) | 5 |
9.5 | 185.0 | |||||||
| 20 |
(1191)
|
0.0 (13) | 0.0 (8) | 3.0 (21) | 0.0 (9) | 0.5 (18) | 3.0 (22) | 0.0 (17) | 0.0 (16) | 1.0 (14) | 1.0 (19) | 0.0 (12) | 0.0 (10) | 1.0 (7) | 0.0 (11) | 0.0 (1) | 4 |
6.5 | 171.0 | |||||||
| 21 |
(1016)
|
0.0 (6) | 1.0 (19) | 1.0 (20) | 0.0 (17) | 2.5 (22) | 0.5 (16) | 1.0 (18) | 0.0 (8) | 0.0 (12) | 1.0 (11) | 1.0 (14) | 0.0 (13) | 0.0 (9) | 0.0 (15) | 0.0 (2) | 2 |
6.0 | 163.0 | |||||||
| 22 |
(879)
|
0.0 (12) | 0.0 (14) | 1.0 (16) | 1.0 (18) | 1.5 (21) | 1.0 (20) | 1.0 (9) | 0.0 (17) | 2.0 (19) | 0.0 (15) | 0.0 (7) | 0.0 (8) | 0.0 (5) | 0.0 (10) | 0.0 (3) | 0 |
5.5 | 157.0 | |||||||