|
1. Internationales Brühler Open
![](https://www.bsk1920.de/media/Bilder/1.int.BO.jpg)
zu den Bildern
Fortschrittstabelle: Stand nach der 5. Runde (nach Rangliste) |
|
Nr. |
Teilnehmer |
ELO |
NWZ |
1 |
2 |
3 |
4 |
5 |
Punkte |
Buchh |
|
SoBerg |
Preise |
1 |
Van Cappellen,Jon |
2244 |
|
39w1 |
6s1 |
23w1 |
5s½ |
12w1 |
4.5 |
14.5 |
|
13.00 |
1./2. |
2 |
Keller,Thomas |
2234 |
2218 |
24w1 |
15s1 |
27w1 |
16s1 |
4w½ |
4.5 |
14.5 |
|
13.00 |
1./2. |
3 |
Marcziter,Dmitrii |
2235 |
2250 |
21s1 |
17w½ |
56s1 |
53w1 |
13s1 |
4.5 |
13.0 |
|
12.00 |
3. |
4 |
Glöckler,Christia |
2121 |
2096 |
71w1 |
25s1 |
67w1 |
14s1 |
2s½ |
4.5 |
13.0 |
|
10.75 |
4. |
5 |
Peters,Alex |
2152 |
2073 |
44w1 |
22s1 |
69w1 |
1w½ |
7s½ |
4.0 |
15.0 |
|
10.75 |
5. |
6 |
Schott,Guido |
2009 |
2066 |
40w1 |
1w0 |
106s1 |
27s1 |
35w1 |
4.0 |
13.5 |
|
11.00 |
6. |
7 |
Gramb,Marius |
2145 |
2181 |
38w1 |
19s½ |
58w1 |
26s1 |
5w½ |
4.0 |
13.5 |
|
10.50 |
7. |
8 |
Pfrengle,Tim |
2111 |
2143 |
37w1 |
16s0 |
81w1 |
25s1 |
24w1 |
4.0 |
12.5 |
|
11.00 |
|
9 |
Kather,Yannick |
2139 |
2118 |
53s½ |
34w1 |
55s1 |
12w½ |
29s1 |
4.0 |
12.0 |
|
10.25 |
|
10 |
Spilles,Matthias |
2110 |
2096 |
85s1 |
23w0 |
76s1 |
30w1 |
33s1 |
4.0 |
11.5 |
|
10.50 |
|
11 |
Köllner,Christof |
2065 |
2088 |
23s0 |
70w1 |
49s1 |
68w1 |
43s1 |
4.0 |
11.0 |
|
10.00 |
|
12 |
Neubauer,Jürgen |
2056 |
2055 |
52w1 |
18s1 |
65w1 |
9s½ |
1s0 |
3.5 |
15.0 |
|
10.50 |
|
13 |
van der Valk,Nikl |
2142 |
2167 |
50w1 |
26s½ |
54w1 |
19s1 |
3w0 |
3.5 |
14.0 |
|
10.50 |
|
14 |
Köllner,Aaron Noa |
2164 |
2172 |
42s1 |
29w1 |
63s1 |
4w0 |
22s½ |
3.5 |
14.0 |
|
9.75 |
|
15 |
Weber,Olaf |
2061 |
1820 |
62s1 |
2w0 |
73s1 |
51w1 |
18s½ |
3.5 |
14.0 |
|
9.75 |
|
16 |
Browning,Rebecca |
1900 |
1929 |
70s1 |
8w1 |
66s1 |
2w0 |
17s½ |
3.5 |
14.0 |
|
9.75 |
|
17 |
Grzeca,Pascal |
2068 |
2107 |
35w1 |
3s½ |
84w1 |
28s½ |
16w½ |
3.5 |
14.0 |
|
9.00 |
|
18 |
Rybarczyk,Klaus |
2165 |
2199 |
47s1 |
12w0 |
89w1 |
40s1 |
15w½ |
3.5 |
13.0 |
|
9.25 |
|
19 |
Fichtner,Ewald |
2004 |
2044 |
80s1 |
7w½ |
64s1 |
13w0 |
53s1 |
3.5 |
12.0 |
|
8.50 |
|
20 |
Kruse,Victor |
1971 |
2051 |
25w0 |
57s1 |
90w½ |
54s1 |
23w1 |
3.5 |
11.5 |
|
9.25 |
|
21 |
Arns,Danny |
1853 |
1918 |
3w0 |
54s½ |
83w1 |
78s1 |
58w1 |
3.5 |
11.5 |
|
7.75 |
|
22 |
Hank,Holger |
1971 |
1920 |
87s1 |
5w0 |
94s1 |
63w1 |
14w½ |
3.5 |
11.5 |
|
7.25 |
|
23 |
Menzel,Maximilian |
1797 |
1450 |
11w1 |
10s1 |
1s0 |
56w1 |
20s0 |
3.0 |
16.0 |
|
10.50 |
|
24 |
Dörr,Tarik |
1897 |
1898 |
2s0 |
31w1 |
92s1 |
82w1 |
8s0 |
3.0 |
14.0 |
|
7.00 |
|
25 |
Baur,Philipp |
1664 |
1741 |
20s1 |
4w0 |
101s1 |
8w0 |
74s1 |
3.0 |
14.0 |
|
6.50 |
|
26 |
Begri,Felix |
2010 |
2010 |
30s1 |
13w½ |
77s1 |
7w0 |
31s½ |
3.0 |
13.5 |
|
8.25 |
|
27 |
Stegemann,Sven |
|
1628 |
115s1 |
47w1 |
2s0 |
6w0 |
79s1 |
3.0 |
13.5 |
|
7.00 |
|
28 |
Nikolov,Rumen |
2219 |
2243 |
104s½ |
36w1 |
33s½ |
17w½ |
34s½ |
3.0 |
12.5 |
|
7.75 |
|
29 |
Govoreanu,Matei |
1980 |
|
60w1 |
14s0 |
88w1 |
69s1 |
9w0 |
3.0 |
12.0 |
|
6.50 |
|
30 |
Matzner,Julian |
1642 |
1707 |
26w0 |
48s1 |
100w1 |
10s0 |
65w1 |
3.0 |
12.0 |
|
6.50 |
|
31 |
Sheng,Ming |
1554 |
1665 |
59w1 |
24s0 |
32w½ |
89s1 |
26w½ |
3.0 |
11.5 |
|
7.00 |
|
32 |
Geschke,David |
1349 |
1443 |
55s½ |
51w½ |
31s½ |
42w½ |
68s1 |
3.0 |
11.5 |
|
6.50 |
|
33 |
Schnelting,Michae |
1939 |
1894 |
114w1 |
91s½ |
28w½ |
67s1 |
10w0 |
3.0 |
11.5 |
|
6.25 |
|
34 |
Gehring,Sven |
|
1847 |
45w½ |
9s0 |
111w1 |
90s1 |
28w½ |
3.0 |
11.5 |
|
5.00 |
|
35 |
Rewerts,Ingo |
1799 |
1791 |
17s0 |
73w1 |
107s1 |
66w1 |
6s0 |
3.0 |
11.5 |
|
5.00 |
|
36 |
Harringer,Manfred |
2029 |
1997 |
57w½ |
28s0 |
108w1 |
84s1 |
38w½ |
3.0 |
11.0 |
|
7.00 |
|
37 |
Schottmüller,Chri |
|
1843 |
8s0 |
49w1 |
74s½ |
72w½ |
63s1 |
3.0 |
11.0 |
|
7.00 |
|
38 |
Carrella,Adriano |
1864 |
1879 |
7s0 |
64w½ |
97s1 |
75w1 |
36s½ |
3.0 |
11.0 |
|
6.00 |
|
39 |
Kemmler,Michael |
1913 |
1730 |
1s0 |
68w1 |
82s0 |
106+ |
88w1 |
3.0 |
11.0 |
|
5.50 |
|
40 |
Blomer,Moritz |
1689 |
1765 |
6s0 |
94w1 |
102s1 |
18w0 |
86s1 |
3.0 |
11.0 |
|
5.00 |
|
41 |
Krings,Thomas,Dr. |
|
2055 |
46s½ |
53w0 |
61s1 |
64w½ |
77s1 |
3.0 |
10.5 |
|
7.25 |
|
42 |
Wolff,Michael |
1849 |
1878 |
14w0 |
90s1 |
86w½ |
32s½ |
67w1 |
3.0 |
10.5 |
|
6.00 |
|
43 |
Kühn,Viktoria |
1862 |
1854 |
91w0 |
88s1 |
93w1 |
65s1 |
11w0 |
3.0 |
10.5 |
|
5.50 |
|
44 |
Bahr,Maximilian |
1850 |
1739 |
5s0 |
63w0 |
112s1 |
73w1 |
76s1 |
3.0 |
10.5 |
|
5.00 |
|
45 |
Guelsen,Taylan |
2147 |
2120 |
34s½ |
104w½ |
75s½ |
55w½ |
81s1 |
3.0 |
10.0 |
|
6.00 |
|
46 |
Cheng,Noah |
1497 |
1750 |
41w½ |
|
79s½ |
92w1 |
66s1 |
3.0 |
10.0 |
|
6.00 |
|
47 |
Thiemann,Marc |
1897 |
1891 |
18w0 |
27s0 |
95w1 |
93s1 |
69w1 |
3.0 |
10.0 |
|
5.00 |
|
48 |
Abboud,Rabia |
1530 |
1496 |
96s1 |
30w0 |
62s0 |
80w1 |
70s1 |
3.0 |
10.0 |
|
5.00 |
|
49 |
Strumann,Kjartan |
|
1559 |
110w1 |
37s0 |
11w0 |
96s1 |
71w1 |
3.0 |
10.0 |
|
4.00 |
|
50 |
Freiknecht,Holger |
1867 |
1760 |
13s0 |
75w1 |
72s½ |
77w½ |
64s1 |
3.0 |
9.5 |
|
6.00 |
|
51 |
Gail,Edgar |
1641 |
1521 |
111w½ |
32s½ |
105w1 |
15s0 |
78w1 |
3.0 |
9.5 |
|
4.75 |
|
52 |
Tonev,Vasil |
1560 |
1760 |
12s0 |
65w0 |
103s1 |
94w1 |
72s1 |
3.0 |
9.0 |
|
5.00 |
|
53 |
Damm,Yannic |
1839 |
1770 |
9w½ |
41s1 |
91w1 |
3s0 |
19w0 |
2.5 |
15.0 |
|
7.50 |
|
54 |
Pfennig,Konstanti |
1486 |
1664 |
72s1 |
21w½ |
13s0 |
20w0 |
99s1 |
2.5 |
12.5 |
|
5.25 |
|
55 |
Clapis,Giovanni |
1623 |
|
32w½ |
111s1 |
9w0 |
45s½ |
59w½ |
2.5 |
12.5 |
|
4.75 |
|
56 |
Olivieri,Diego |
1313 |
|
83w1 |
114s1 |
3w0 |
23s0 |
60w½ |
2.5 |
12.0 |
|
4.75 |
|
57 |
Suhr,Michael |
1724 |
1699 |
36s½ |
20w0 |
99s1 |
|
89w1 |
2.5 |
11.0 |
|
4.50 |
|
58 |
Esser,Heinz |
1594 |
1668 |
92s½ |
97w1 |
7s0 |
98w1 |
21s0 |
2.5 |
11.0 |
|
4.25 |
|
59 |
Leopold,Patrick |
|
1459 |
31s0 |
109w1 |
68s0 |
87w1 |
55s½ |
2.5 |
9.5 |
|
3.75 |
|
60 |
Marcziter,Alex |
1583 |
1704 |
29s0 |
66w0 |
109s1 |
107w1 |
56s½ |
2.5 |
8.5 |
|
2.75 |
|
61 |
Stuch,Hans-Ferdin |
1622 |
1467 |
105w½ |
89s0 |
41w0 |
95s1 |
90w1 |
2.5 |
7.5 |
|
3.50 |
|
62 |
Klünker,Louis |
|
1764 |
15w0 |
93s1 |
48w1 |
|
|
2.0 |
13.0 |
|
4.50 |
|
63 |
Hepting,Frank |
1506 |
1564 |
116w1 |
44s1 |
14w0 |
22s0 |
37w0 |
2.0 |
13.0 |
|
3.50 |
|
64 |
Charbonnier Schür |
1493 |
1599 |
108w1 |
38s½ |
19w0 |
41s½ |
50w0 |
2.0 |
12.5 |
|
5.00 |
|
65 |
Ramien,Hannah |
1365 |
1504 |
119w1 |
52s1 |
12s0 |
43w0 |
30s0 |
2.0 |
12.5 |
|
4.50 |
|
66 |
Holzwarth,Felix |
1434 |
1415 |
81w1 |
60s1 |
16w0 |
35s0 |
46w0 |
2.0 |
12.5 |
|
4.50 |
|
67 |
Melino,Gianluca |
1548 |
|
109s1 |
80w1 |
4s0 |
33w0 |
42s0 |
2.0 |
12.5 |
|
2.50 |
|
68 |
Bock,Jürgen |
1611 |
1672 |
78w1 |
39s0 |
59w1 |
11s0 |
32w0 |
2.0 |
12.0 |
|
4.50 |
|
69 |
Gellrich,Harald |
1562 |
1549 |
79s1 |
85w1 |
5s0 |
29w0 |
47s0 |
2.0 |
12.0 |
|
4.00 |
|
70 |
Ringeltaube,Denny |
1684 |
1676 |
16w0 |
11s0 |
113w1 |
100s1 |
48w0 |
2.0 |
12.0 |
|
2.00 |
|
71 |
Kuhn,Andreas |
1838 |
1813 |
4s0 |
106w1 |
98s½ |
74w½ |
49s0 |
2.0 |
11.5 |
|
4.00 |
|
72 |
Göb,Franziska |
1289 |
1458 |
54w0 |
110s1 |
50w½ |
37s½ |
52w0 |
2.0 |
11.5 |
|
4.00 |
|
73 |
Rewig,Adrian |
1548 |
1404 |
117w1 |
35s0 |
15w0 |
44s0 |
109w1 |
2.0 |
11.5 |
|
2.50 |
|
74 |
Gulsen,Askin |
1411 |
|
|
117+ |
37w½ |
71s½ |
25w0 |
2.0 |
11.0 |
|
4.00 |
|
75 |
Amodeo,Francesco |
1588 |
|
107w1 |
50s0 |
45w½ |
38s0 |
84w½ |
2.0 |
11.0 |
|
3.50 |
|
76 |
Fischermann,Simon |
1434 |
1568 |
|
116s1 |
10w0 |
105s1 |
44w0 |
2.0 |
11.0 |
|
1.50 |
|
77 |
Signorile,Paolo |
1498 |
1578 |
89w½ |
95s1 |
26w0 |
50s½ |
41w0 |
2.0 |
10.5 |
|
3.75 |
|
78 |
Mohebbi,Sam |
1501 |
1315 |
68s0 |
103w1 |
87s1 |
21w0 |
51s0 |
2.0 |
10.5 |
|
3.50 |
|
79 |
Geschke,Jonathan |
|
1130 |
69w0 |
83s½ |
46w½ |
111s1 |
27w0 |
2.0 |
10.5 |
|
3.25 |
|
80 |
Bauer,Laura Sophi |
1516 |
1739 |
19w0 |
67s0 |
110w1 |
48s0 |
98s1 |
2.0 |
10.5 |
|
3.00 |
|
81 |
Roos Nazario,Vale |
1304 |
1622 |
66s0 |
112w1 |
8s0 |
102w1 |
45w0 |
2.0 |
10.5 |
|
2.00 |
|
82 |
Reielts,Lars |
1446 |
1520 |
95w½ |
105s½ |
39w1 |
24s0 |
|
2.0 |
10.0 |
|
3.75 |
|
83 |
Fürhoff,Simone |
1589 |
1510 |
56s0 |
79w½ |
21s0 |
97w1 |
85s½ |
2.0 |
10.0 |
|
3.50 |
|
84 |
Holzhey,Beate |
1621 |
1407 |
97s½ |
99w1 |
17s0 |
36w0 |
75s½ |
2.0 |
10.0 |
|
3.25 |
|
85 |
Martens,Alexander |
1829 |
1797 |
10w0 |
69s0 |
116w1 |
86s½ |
83w½ |
2.0 |
10.0 |
|
2.50 |
|
86 |
Kosubek,Sven |
1558 |
1445 |
99s½ |
92w½ |
42s½ |
85w½ |
40w0 |
2.0 |
9.5 |
|
4.00 |
|
87 |
Lichtblau,Ernst |
1700 |
1522 |
22w0 |
100s1 |
78w0 |
59s0 |
105w1 |
2.0 |
9.5 |
|
2.50 |
|
88 |
Hoferichter,Micha |
1566 |
1463 |
112s1 |
43w0 |
29s0 |
101w1 |
39s0 |
2.0 |
9.5 |
|
1.50 |
|
89 |
Skorupa,Hans-Ingo |
|
1225 |
77s½ |
61w1 |
18s0 |
31w0 |
57s0 |
1.5 |
12.0 |
|
3.50 |
|
90 |
Feick,Claas Marte |
1584 |
1475 |
102s1 |
42w0 |
20s½ |
34w0 |
61s0 |
1.5 |
12.0 |
|
3.25 |
|
91 |
Patscha,Elias |
2161 |
2034 |
43s1 |
33w½ |
53s0 |
|
|
1.5 |
11.5 |
|
4.50 |
|
92 |
Völker,Werner |
1453 |
1471 |
58w½ |
86s½ |
24w0 |
46s0 |
93w½ |
1.5 |
11.0 |
|
3.00 |
|
93 |
Burlutskaia,Maria |
1440 |
1552 |
103s1 |
62w0 |
43s0 |
47w0 |
92s½ |
1.5 |
10.5 |
|
2.25 |
|
94 |
Pfening,Richard |
1535 |
1519 |
113w1 |
40s0 |
22w0 |
52s0 |
96w½ |
1.5 |
10.5 |
|
1.00 |
|
95 |
Mueller,Kilian |
|
|
82s½ |
77w0 |
47s0 |
61w0 |
112s1 |
1.5 |
10.0 |
|
1.75 |
|
96 |
Moleas,Rossella G |
|
|
48w0 |
108s0 |
+ |
49w0 |
94s½ |
1.5 |
9.5 |
|
1.75 |
|
97 |
Neumair,Dorian |
|
1340 |
84w½ |
58s0 |
38w0 |
83s0 |
113w1 |
1.5 |
9.5 |
|
1.50 |
|
98 |
Fischermann,Charl |
1320 |
1162 |
|
113s1 |
71w½ |
58s0 |
80w0 |
1.5 |
9.5 |
|
1.50 |
|
99 |
Ramien,Eva |
|
943 |
86w½ |
84s0 |
57w0 |
116s1 |
54w0 |
1.5 |
9.5 |
|
1.50 |
|
100 |
Franzmann,Edgar |
|
1509 |
118s1 |
87w0 |
30s0 |
70w0 |
102s½ |
1.5 |
9.0 |
|
2.75 |
|
101 |
Brüning,Max |
|
|
106s0 |
115+ |
25w0 |
88s0 |
110w½ |
1.5 |
8.5 |
|
2.00 |
|
102 |
Sander,Manuel |
|
1244 |
90w0 |
119s1 |
40w0 |
81s0 |
100w½ |
1.5 |
8.0 |
|
2.25 |
|
103 |
Ctistis,Alexander |
|
|
93w0 |
78s0 |
52w0 |
110s½ |
111w1 |
1.5 |
7.5 |
|
1.00 |
|
104 |
Germund,Marlon |
1908 |
1912 |
28w½ |
45s½ |
|
|
|
1.0 |
11.5 |
|
3.00 |
|
105 |
Cordier,Jakob |
1192 |
1357 |
61s½ |
82w½ |
51s0 |
76w0 |
87s0 |
1.0 |
10.5 |
|
2.50 |
|
106 |
Muth,Thomas |
|
1555 |
101w1 |
71s0 |
6w0 |
39- |
|
1.0 |
10.5 |
|
1.00 |
|
107 |
Schmid,Alfred |
1280 |
1089 |
75s0 |
118+ |
35w0 |
60s0 |
|
1.0 |
9.5 |
|
1.50 |
|
108 |
Hermann,Katerina |
1324 |
1294 |
64s0 |
96w1 |
36s0 |
|
|
1.0 |
9.5 |
|
1.00 |
|
109 |
Ingenhaag,Niklas |
|
|
67w0 |
59s0 |
60w0 |
+ |
73s0 |
1.0 |
9.0 |
|
0.50 |
|
110 |
Malagatte,Samiksh |
|
1040 |
49s0 |
72w0 |
80s0 |
103w½ |
101s½ |
1.0 |
8.5 |
|
1.25 |
|
111 |
Prenzel,Thomas |
1453 |
1335 |
51s½ |
55w0 |
34s0 |
79w0 |
103s0 |
0.5 |
10.5 |
|
1.50 |
|
112 |
Reiter,Ute |
1196 |
1115 |
88w0 |
81s0 |
44w0 |
113s½ |
95w0 |
0.5 |
8.5 |
|
0.25 |
|
113 |
Nagel,Simon |
|
|
94s0 |
98w0 |
70s0 |
112w½ |
97s0 |
0.5 |
7.0 |
|
0.25 |
|
114 |
Marzec,Witold |
1685 |
1664 |
33s0 |
56w0 |
|
|
|
0.0 |
9.0 |
|
0.00 |
|
115 |
Cadet,Halil Emre |
1450 |
|
27w0 |
101- |
|
|
|
0.0 |
9.0 |
|
0.00 |
|
116 |
Kurze,Brigitte |
1146 |
964 |
63s0 |
76w0 |
85s0 |
99w0 |
|
0.0 |
8.0 |
|
0.00 |
|
117 |
Eick,Moritz |
|
|
73s0 |
74- |
|
|
|
0.0 |
8.0 |
|
0.00 |
|
118 |
Pechernyi,Rostysl |
|
|
100w0 |
107- |
|
|
|
0.0 |
7.5 |
|
0.00 |
|
119 |
Kronseder,Michael |
1681 |
1529 |
65s0 |
102w0 |
|
|
|
0.0 |
7.0 |
|
0.00 |
|
Ratingsgruppen:
Selektion: Ratinggruppe <1300 DWZ |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Geschke,Jonathan |
|
1130 |
|
Tischtennisclub |
GER |
1 |
2 |
2 |
2.0 |
10.5 |
3.25 |
1. |
2 |
Skorupa,Hans-Ingo |
|
1225 |
|
Schachverein Tu |
GER |
1 |
1 |
3 |
1.5 |
12.0 |
3.50 |
2. |
3 |
Mueller,Kilian |
|
|
|
|
GER |
1 |
1 |
3 |
1.5 |
10.0 |
1.75 |
3. |
4 |
Moleas,Rossella G |
|
|
|
|
GER |
1 |
1 |
3 |
1.5 |
9.5 |
1.75 |
|
5 |
Ramien,Eva |
|
943 |
|
Schachgemeinsch |
GER |
1 |
1 |
3 |
1.5 |
9.5 |
1.50 |
|
6 |
Brüning,Max |
|
|
|
Klub Kölner Sch |
GER |
1 |
1 |
3 |
1.5 |
8.5 |
2.00 |
|
7 |
Sander,Manuel |
|
1244 |
|
Schachverein Er |
GER |
1 |
1 |
3 |
1.5 |
8.0 |
2.25 |
|
8 |
Ctistis,Alexander |
|
|
|
Brühler Schachk |
GER |
1 |
1 |
3 |
1.5 |
7.5 |
1.00 |
|
9 |
Schmid,Alfred |
|
1280 |
* |
Schachverein 19 |
GER |
1 |
0 |
3 |
1.0 |
9.5 |
1.50 |
|
10 |
Ingenhaag,Niklas |
|
|
|
|
GER |
1 |
0 |
4 |
1.0 |
9.0 |
0.50 |
|
11 |
Malagatte,Samiksh |
|
1040 |
|
SV Schwarz-Weiß |
GER |
0 |
2 |
3 |
1.0 |
8.5 |
1.25 |
|
12 |
Reiter,Ute |
|
1196 |
|
Brühler Schachk |
GER |
0 |
1 |
4 |
0.5 |
8.5 |
0.25 |
|
13 |
Nagel,Simon |
|
|
|
SF Köln-Müngers |
- |
0 |
1 |
4 |
0.5 |
7.0 |
0.25 |
|
14 |
Kurze,Brigitte |
|
1146 |
* |
Schachverein 19 |
GER |
0 |
0 |
4 |
0.0 |
8.0 |
0.00 |
|
14 |
Eick,Moritz |
|
|
* |
|
GER |
0 |
0 |
2 |
0.0 |
8.0 |
0.00 |
|
16 |
Pechernyi,Rostysl |
|
|
* |
|
GER |
0 |
0 |
2 |
0.0 |
7.5 |
0.00 |
|
Selektion: Ratinggruppe <1500 DWZ |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Geschke,David |
|
1443 |
|
Tischtennisclub |
GER |
1 |
4 |
0 |
3.0 |
11.5 |
6.50 |
1. |
2 |
Olivieri,Diego |
|
1313 |
|
|
ITA |
2 |
1 |
2 |
2.5 |
12.0 |
4.75 |
2. |
3 |
Leopold,Patrick |
|
1459 |
|
Schachklub Turm |
GER |
2 |
1 |
2 |
2.5 |
9.5 |
3.75 |
3. |
4 |
Holzwarth,Felix |
|
1434 |
|
Schachgemeinsch |
GER |
2 |
0 |
3 |
2.0 |
12.5 |
4.50 |
|
5 |
Göb,Franziska |
|
1458 |
|
SG Porz e. V. |
GER |
1 |
2 |
2 |
2.0 |
11.5 |
4.00 |
|
6 |
Gulsen,Askin |
|
1411 |
|
|
TUR |
1 |
2 |
1 |
2.0 |
11.0 |
4.00 |
|
7 |
Völker,Werner |
|
1471 |
|
Schachgemeinsch |
GER |
0 |
3 |
2 |
1.5 |
11.0 |
3.00 |
|
8 |
Neumair,Dorian |
|
1340 |
|
Schachclub Erkr |
GER |
1 |
1 |
3 |
1.5 |
9.5 |
1.50 |
|
8 |
Fischermann,Charl |
|
1320 |
|
Tischtennisclub |
GER |
1 |
1 |
2 |
1.5 |
9.5 |
1.50 |
|
10 |
Cordier,Jakob |
|
1357 |
|
Schachverein Er |
GER |
0 |
2 |
3 |
1.0 |
10.5 |
2.50 |
|
11 |
Hermann,Katerina |
|
1324 |
* |
Schachverein Be |
GER |
1 |
0 |
2 |
1.0 |
9.5 |
1.00 |
|
12 |
Prenzel,Thomas |
|
1453 |
|
Klub Kölner Sch |
GER |
0 |
1 |
4 |
0.5 |
10.5 |
1.50 |
|
Selektion: Ratinggruppe <1700 DWZ |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Stegemann,Sven |
|
1628 |
|
Schachverein Tü |
GER |
3 |
0 |
2 |
3.0 |
13.5 |
7.00 |
1. |
2 |
Sheng,Ming |
|
1665 |
|
SC Rochade Saar |
GER |
2 |
2 |
1 |
3.0 |
11.5 |
7.00 |
2. |
3 |
Abboud,Rabia |
|
1530 |
|
Schachverein He |
GER |
3 |
0 |
2 |
3.0 |
10.0 |
5.00 |
3. |
4 |
Strumann,Kjartan |
|
1559 |
|
Schachverein Tü |
GER |
3 |
0 |
2 |
3.0 |
10.0 |
4.00 |
|
5 |
Gail,Edgar |
|
1641 |
|
Klub Kölner Sch |
GER |
2 |
2 |
1 |
3.0 |
9.5 |
4.75 |
|
6 |
Pfennig,Konstanti |
|
1664 |
|
Schachverein Tu |
GER |
2 |
1 |
2 |
2.5 |
12.5 |
5.25 |
|
7 |
Clapis,Giovanni |
|
1623 |
|
|
ITA |
1 |
3 |
1 |
2.5 |
12.5 |
4.75 |
|
8 |
Esser,Heinz |
|
1668 |
|
Brühler Schachk |
GER |
2 |
1 |
2 |
2.5 |
11.0 |
4.25 |
|
9 |
Stuch,Hans-Ferdin |
|
1622 |
|
Godesberger Sch |
GER |
2 |
1 |
2 |
2.5 |
7.5 |
3.50 |
|
10 |
Hepting,Frank |
|
1564 |
|
DJK Aufwärts St |
GER |
2 |
0 |
3 |
2.0 |
13.0 |
3.50 |
|
11 |
Charbonnier Schür |
|
1599 |
|
Schachverein We |
GER |
1 |
2 |
2 |
2.0 |
12.5 |
5.00 |
|
12 |
Ramien,Hannah |
|
1504 |
|
Schachgemeinsch |
GER |
2 |
0 |
3 |
2.0 |
12.5 |
4.50 |
|
13 |
Melino,Gianluca |
|
1548 |
|
|
ITA |
2 |
0 |
3 |
2.0 |
12.5 |
2.50 |
|
14 |
Bock,Jürgen |
|
1672 |
|
Schachclub Düss |
GER |
2 |
0 |
3 |
2.0 |
12.0 |
4.50 |
|
15 |
Gellrich,Harald |
|
1562 |
|
Schachverein He |
GER |
2 |
0 |
3 |
2.0 |
12.0 |
4.00 |
|
16 |
Ringeltaube,Denny |
|
1684 |
|
Klub Kölner Sch |
GER |
2 |
0 |
3 |
2.0 |
12.0 |
2.00 |
|
17 |
Rewig,Adrian |
|
1548 |
|
SC Königsspring |
GER |
2 |
0 |
3 |
2.0 |
11.5 |
2.50 |
|
18 |
Amodeo,Francesco |
|
1588 |
|
|
ITA |
1 |
2 |
2 |
2.0 |
11.0 |
3.50 |
|
19 |
Fischermann,Simon |
|
1568 |
|
Tischtennisclub |
GER |
2 |
0 |
2 |
2.0 |
11.0 |
1.50 |
|
20 |
Signorile,Paolo |
|
1578 |
|
SC Königsspring |
ITA |
1 |
2 |
2 |
2.0 |
10.5 |
3.75 |
|
21 |
Mohebbi,Sam |
|
1501 |
|
Schachgemeinsch |
GER |
2 |
0 |
3 |
2.0 |
10.5 |
3.50 |
|
22 |
Roos Nazario,Vale |
|
1622 |
|
Tischtennisclub |
GER |
2 |
0 |
3 |
2.0 |
10.5 |
2.00 |
|
23 |
Reielts,Lars |
|
1520 |
* |
SV Worms 1878 |
GER |
1 |
2 |
1 |
2.0 |
10.0 |
3.75 |
|
24 |
Fürhoff,Simone |
|
1589 |
|
Brühler Schachk |
GER |
1 |
2 |
2 |
2.0 |
10.0 |
3.50 |
|
25 |
Holzhey,Beate |
|
1621 |
|
Brühler Schachk |
GER |
1 |
2 |
2 |
2.0 |
10.0 |
3.25 |
|
26 |
Kosubek,Sven |
|
1558 |
|
Schachverein We |
- |
0 |
4 |
1 |
2.0 |
9.5 |
4.00 |
|
27 |
Hoferichter,Micha |
|
1566 |
|
Bergische Schac |
GER |
2 |
0 |
3 |
2.0 |
9.5 |
1.50 |
|
28 |
Feick,Claas Marte |
|
1584 |
|
SF Neuberg |
GER |
1 |
1 |
3 |
1.5 |
12.0 |
3.25 |
|
29 |
Burlutskaia,Maria |
|
1552 |
|
Schachgemeinsch |
GER |
1 |
1 |
3 |
1.5 |
10.5 |
2.25 |
|
30 |
Pfening,Richard |
|
1535 |
|
Schachklub Turm |
GER |
1 |
1 |
3 |
1.5 |
10.5 |
1.00 |
|
31 |
Franzmann,Edgar |
|
1509 |
|
Kölner Schachkl |
GER |
1 |
1 |
3 |
1.5 |
9.0 |
2.75 |
|
32 |
Muth,Thomas |
|
1555 |
* |
SF Fallersleben |
GER |
1 |
0 |
3 |
1.0 |
10.5 |
1.00 |
|
33 |
Marzec,Witold |
|
1685 |
* |
|
GER |
0 |
0 |
2 |
0.0 |
9.0 |
0.00 |
|
34 |
Kronseder,Michael |
|
1681 |
* |
Brühler Schachk |
GER |
0 |
0 |
2 |
0.0 |
7.0 |
0.00 |
|
Selektion: Ratinggruppe <1900 DWZ |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Menzel,Maximilian |
|
1797 |
|
Schachklub Heim |
GER |
3 |
0 |
2 |
3.0 |
16.0 |
10.50 |
1. |
2 |
Dörr,Tarik |
|
1898 |
|
SC ML Kastellau |
GER |
3 |
0 |
2 |
3.0 |
14.0 |
7.00 |
2. |
3 |
Baur,Philipp |
|
1741 |
|
SG Trier 1877 e |
GER |
3 |
0 |
2 |
3.0 |
14.0 |
6.50 |
3. |
4 |
Matzner,Julian |
|
1707 |
|
Schachklub Köln |
GER |
3 |
0 |
2 |
3.0 |
12.0 |
6.50 |
|
5 |
Gehring,Sven |
|
1847 |
|
Schachgruppe Ro |
GER |
2 |
2 |
1 |
3.0 |
11.5 |
5.00 |
|
5 |
Rewerts,Ingo |
|
1799 |
|
Schachverein Ho |
GER |
3 |
0 |
2 |
3.0 |
11.5 |
5.00 |
|
7 |
Schottmüller,Chri |
|
1843 |
|
Brühler Schachk |
GER |
2 |
2 |
1 |
3.0 |
11.0 |
7.00 |
|
8 |
Carrella,Adriano |
|
1879 |
|
SC Hennweiler |
GER |
2 |
2 |
1 |
3.0 |
11.0 |
6.00 |
|
9 |
Blomer,Moritz |
|
1765 |
|
Schachgemeinsch |
GER |
3 |
0 |
2 |
3.0 |
11.0 |
5.00 |
|
10 |
Wolff,Michael |
|
1878 |
|
Ford Schachfreu |
GER |
2 |
2 |
1 |
3.0 |
10.5 |
6.00 |
|
11 |
Kühn,Viktoria |
|
1862 |
|
Schachklub Turm |
GER |
3 |
0 |
2 |
3.0 |
10.5 |
5.50 |
|
12 |
Bahr,Maximilian |
|
1850 |
|
Schachclub Roch |
GER |
3 |
0 |
2 |
3.0 |
10.5 |
5.00 |
|
13 |
Cheng,Noah |
|
1750 |
|
Schachverein Er |
GER |
2 |
2 |
0 |
3.0 |
10.0 |
6.00 |
|
14 |
Thiemann,Marc |
|
1897 |
|
Aachener Schach |
GER |
3 |
0 |
2 |
3.0 |
10.0 |
5.00 |
|
15 |
Freiknecht,Holger |
|
1867 |
|
SV Schwarz-Weiß |
GER |
2 |
2 |
1 |
3.0 |
9.5 |
6.00 |
|
16 |
Tonev,Vasil |
|
1760 |
|
Schachverein Ho |
GER |
3 |
0 |
2 |
3.0 |
9.0 |
5.00 |
|
17 |
Damm,Yannic |
|
1839 |
|
Schachclub Bonn |
GER |
2 |
1 |
2 |
2.5 |
15.0 |
7.50 |
|
18 |
Suhr,Michael |
|
1724 |
|
SC Schönberg |
GER |
2 |
1 |
1 |
2.5 |
11.0 |
4.50 |
|
19 |
Marcziter,Alex |
|
1704 |
|
Schachgemeinsch |
GER |
2 |
1 |
2 |
2.5 |
8.5 |
2.75 |
|
20 |
Klünker,Louis |
|
1764 |
* |
Brühler Schachk |
GER |
2 |
0 |
1 |
2.0 |
13.0 |
4.50 |
|
21 |
Kuhn,Andreas |
|
1838 |
|
Schachgemeinsch |
GER |
1 |
2 |
2 |
2.0 |
11.5 |
4.00 |
|
22 |
Bauer,Laura Sophi |
|
1739 |
|
SC Sulzbach-Ros |
GER |
2 |
0 |
3 |
2.0 |
10.5 |
3.00 |
|
23 |
Martens,Alexander |
|
1829 |
|
SK Nürnberg 191 |
GER |
1 |
2 |
2 |
2.0 |
10.0 |
2.50 |
|
24 |
Lichtblau,Ernst |
|
1700 |
|
Brühler Schachk |
GER |
2 |
0 |
3 |
2.0 |
9.5 |
2.50 |
|
Selektion: Ratinggruppe <2100 DWZ |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Schott,Guido |
|
2066 |
|
Schachverein He |
GER |
4 |
0 |
1 |
4.0 |
13.5 |
11.00 |
1. |
2 |
Köllner,Christof |
|
2088 |
|
SF Deizisau |
GER |
4 |
0 |
1 |
4.0 |
11.0 |
10.00 |
2. |
3 |
Neubauer,Jürgen |
|
2056 |
|
Schachklub Turm |
GER |
3 |
1 |
1 |
3.5 |
15.0 |
10.50 |
3. |
4 |
Weber,Olaf |
|
2061 |
|
Schachfreunde L |
GER |
3 |
1 |
1 |
3.5 |
14.0 |
9.75 |
|
4 |
Browning,Rebecca |
|
1929 |
|
Märkischer Spri |
GER |
3 |
1 |
1 |
3.5 |
14.0 |
9.75 |
|
6 |
Fichtner,Ewald |
|
2044 |
|
Schachgesellsch |
GER |
3 |
1 |
1 |
3.5 |
12.0 |
8.50 |
|
7 |
Kruse,Victor |
|
2051 |
|
Schachklub Köln |
GER |
3 |
1 |
1 |
3.5 |
11.5 |
9.25 |
|
8 |
Arns,Danny |
|
1918 |
|
Schachfreunde 1 |
GER |
3 |
1 |
1 |
3.5 |
11.5 |
7.75 |
|
9 |
Hank,Holger |
|
1971 |
|
Brühler Schachk |
GER |
3 |
1 |
1 |
3.5 |
11.5 |
7.25 |
|
10 |
Begri,Felix |
|
2010 |
|
SV 1920 Hofheim |
GER |
2 |
2 |
1 |
3.0 |
13.5 |
8.25 |
|
11 |
Govoreanu,Matei |
|
1980 |
|
Leuven |
BEL |
3 |
0 |
2 |
3.0 |
12.0 |
6.50 |
|
12 |
Schnelting,Michae |
|
1939 |
|
Schachklub Wern |
GER |
2 |
2 |
1 |
3.0 |
11.5 |
6.25 |
|
13 |
Harringer,Manfred |
|
2029 |
|
Bergische Schac |
GER |
2 |
2 |
1 |
3.0 |
11.0 |
7.00 |
|
14 |
Kemmler,Michael |
|
1913 |
|
|
GER |
3 |
0 |
2 |
3.0 |
11.0 |
5.50 |
|
15 |
Krings,Thomas,Dr. |
|
2055 |
|
Schachverein Ho |
GER |
2 |
2 |
1 |
3.0 |
10.5 |
7.25 |
|
16 |
Germund,Marlon |
|
1912 |
* |
Schachverein Tu |
GER |
0 |
2 |
0 |
1.0 |
11.5 |
3.00 |
|
Selektion: Damenwertung |
|
Rang |
Teilnehmer |
Titel |
NWZ |
G |
S |
R |
V |
Land |
Punkte |
Buchholz |
SoBerger Wer |
H.Pa |
Preise |
1 |
Browning,Rebecca |
|
1929 |
5 |
3 |
1 |
1 |
|
3.5 |
14.0 |
9.75 |
|
1. |
2 |
Kühn,Viktoria |
|
1854 |
5 |
3 |
0 |
2 |
|
3.0 |
10.5 |
5.50 |
|
2. |
3 |
Ramien,Hannah |
|
1504 |
5 |
2 |
0 |
3 |
|
2.0 |
12.5 |
4.50 |
|
3. |
4 |
Göb,Franziska |
|
1458 |
5 |
1 |
2 |
2 |
|
2.0 |
11.5 |
4.00 |
|
|
5 |
Bauer,Laura Sophie |
|
1739 |
5 |
2 |
0 |
3 |
|
2.0 |
10.5 |
3.00 |
|
|
6 |
Fürhoff,Simone |
|
1510 |
5 |
1 |
2 |
2 |
|
2.0 |
10.0 |
3.50 |
|
|
7 |
Holzhey,Beate |
|
1407 |
5 |
1 |
2 |
2 |
|
2.0 |
10.0 |
3.25 |
|
|
8 |
Burlutskaia,Maria |
|
1552 |
5 |
1 |
1 |
3 |
|
1.5 |
10.5 |
2.25 |
|
|
9 |
Moleas,Rossella Graz |
|
|
5 |
1 |
1 |
3 |
|
1.5 |
9.5 |
1.75 |
|
|
10 |
Fischermann,Charlott |
|
1162 |
4 |
1 |
1 |
2 |
|
1.5 |
9.5 |
1.50 |
|
|
10 |
Ramien,Eva |
|
943 |
5 |
1 |
1 |
3 |
|
1.5 |
9.5 |
1.50 |
|
|
12 |
Hermann,Katerina |
|
1294 |
3 |
1 |
0 |
2 |
|
1.0 |
9.5 |
1.00 |
|
|
13 |
Malagatte,Samiksha |
|
1040 |
5 |
0 |
2 |
3 |
|
1.0 |
8.5 |
1.25 |
|
|
14 |
Reiter,Ute |
|
1115 |
5 |
0 |
1 |
4 |
|
0.5 |
8.5 |
0.25 |
|
|
15 |
Kurze,Brigitte |
|
964 |
4 |
0 |
0 |
4 |
|
0.0 |
8.0 |
0.00 |
|
|
Selektion: Jugendwertung |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Glöckler,Christia |
|
2121 |
|
SC Königsflügel |
GER |
4 |
1 |
0 |
4.5 |
13.0 |
10.75 |
1. |
2 |
Menzel,Maximilian |
|
1797 |
|
Schachklub Heim |
GER |
3 |
0 |
2 |
3.0 |
16.0 |
10.50 |
2. |
3 |
Baur,Philipp |
|
1741 |
|
SG Trier 1877 e |
GER |
3 |
0 |
2 |
3.0 |
14.0 |
6.50 |
3. |
4 |
Govoreanu,Matei |
|
1980 |
|
Leuven |
BEL |
3 |
0 |
2 |
3.0 |
12.0 |
6.50 |
|
5 |
Sheng,Ming |
|
1665 |
|
SC Rochade Saar |
GER |
2 |
2 |
1 |
3.0 |
11.5 |
7.00 |
|
6 |
Geschke,David |
|
1443 |
|
Tischtennisclub |
GER |
1 |
4 |
0 |
3.0 |
11.5 |
6.50 |
|
7 |
Blomer,Moritz |
|
1765 |
|
Schachgemeinsch |
GER |
3 |
0 |
2 |
3.0 |
11.0 |
5.00 |
|
8 |
Cheng,Noah |
|
1750 |
|
Schachverein Er |
GER |
2 |
2 |
0 |
3.0 |
10.0 |
6.00 |
|
9 |
Marcziter,Alex |
|
1704 |
|
Schachgemeinsch |
GER |
2 |
1 |
2 |
2.5 |
8.5 |
2.75 |
|
10 |
Ramien,Hannah |
|
1504 |
|
Schachgemeinsch |
GER |
2 |
0 |
3 |
2.0 |
12.5 |
4.50 |
|
10 |
Holzwarth,Felix |
|
1434 |
|
Schachgemeinsch |
GER |
2 |
0 |
3 |
2.0 |
12.5 |
4.50 |
|
12 |
Göb,Franziska |
|
1458 |
|
SG Porz e. V. |
GER |
1 |
2 |
2 |
2.0 |
11.5 |
4.00 |
|
13 |
Fischermann,Simon |
|
1568 |
|
Tischtennisclub |
GER |
2 |
0 |
2 |
2.0 |
11.0 |
1.50 |
|
14 |
Mohebbi,Sam |
|
1501 |
|
Schachgemeinsch |
GER |
2 |
0 |
3 |
2.0 |
10.5 |
3.50 |
|
15 |
Geschke,Jonathan |
|
1130 |
|
Tischtennisclub |
GER |
1 |
2 |
2 |
2.0 |
10.5 |
3.25 |
|
16 |
Bauer,Laura Sophi |
|
1739 |
|
SC Sulzbach-Ros |
GER |
2 |
0 |
3 |
2.0 |
10.5 |
3.00 |
|
17 |
Roos Nazario,Vale |
|
1622 |
|
Tischtennisclub |
GER |
2 |
0 |
3 |
2.0 |
10.5 |
2.00 |
|
18 |
Reielts,Lars |
|
1520 |
* |
SV Worms 1878 |
GER |
1 |
2 |
1 |
2.0 |
10.0 |
3.75 |
|
19 |
Feick,Claas Marte |
|
1584 |
|
SF Neuberg |
GER |
1 |
1 |
3 |
1.5 |
12.0 |
3.25 |
|
20 |
Burlutskaia,Maria |
|
1552 |
|
Schachgemeinsch |
GER |
1 |
1 |
3 |
1.5 |
10.5 |
2.25 |
|
21 |
Fischermann,Charl |
|
1320 |
|
Tischtennisclub |
GER |
1 |
1 |
2 |
1.5 |
9.5 |
1.50 |
|
21 |
Ramien,Eva |
|
943 |
|
Schachgemeinsch |
GER |
1 |
1 |
3 |
1.5 |
9.5 |
1.50 |
|
23 |
Sander,Manuel |
|
1244 |
|
Schachverein Er |
GER |
1 |
1 |
3 |
1.5 |
8.0 |
2.25 |
|
24 |
Cordier,Jakob |
|
1357 |
|
Schachverein Er |
GER |
0 |
2 |
3 |
1.0 |
10.5 |
2.50 |
|
25 |
Hermann,Katerina |
|
1324 |
* |
Schachverein Be |
GER |
1 |
0 |
2 |
1.0 |
9.5 |
1.00 |
|
26 |
Malagatte,Samiksh |
|
1040 |
|
SV Schwarz-Weiß |
GER |
0 |
2 |
3 |
1.0 |
8.5 |
1.25 |
|
27 |
Nagel,Simon |
|
|
|
SF Köln-Müngers |
- |
0 |
1 |
4 |
0.5 |
7.0 |
0.25 |
|
28 |
Pechernyi,Rostysl |
|
|
* |
|
GER |
0 |
0 |
2 |
0.0 |
7.5 |
0.00 |
|
Selektion: Seniorenwertung |
|
Rang |
Teilnehmer |
Titel |
TWZ |
At |
Verein/Ort |
Land |
S |
R |
V |
Punkte |
Buchh |
SoBerg |
Preise |
1 |
Schott,Guido |
|
2066 |
|
Schachverein He |
GER |
4 |
0 |
1 |
4.0 |
13.5 |
11.00 |
1. |
2 |
Harringer,Manfred |
|
2029 |
|
Bergische Schac |
GER |
2 |
2 |
1 |
3.0 |
11.0 |
7.00 |
2. |
3 |
Kemmler,Michael |
|
1913 |
|
|
GER |
3 |
0 |
2 |
3.0 |
11.0 |
5.50 |
3. |
4 |
Freiknecht,Holger |
|
1867 |
|
SV Schwarz-Weiß |
GER |
2 |
2 |
1 |
3.0 |
9.5 |
6.00 |
|
5 |
Gail,Edgar |
|
1641 |
|
Klub Kölner Sch |
GER |
2 |
2 |
1 |
3.0 |
9.5 |
4.75 |
|
6 |
Esser,Heinz |
|
1668 |
|
Brühler Schachk |
GER |
2 |
1 |
2 |
2.5 |
11.0 |
4.25 |
|
7 |
Gellrich,Harald |
|
1562 |
|
Schachverein He |
GER |
2 |
0 |
3 |
2.0 |
12.0 |
4.00 |
|
8 |
Kuhn,Andreas |
|
1838 |
|
Schachgemeinsch |
GER |
1 |
2 |
2 |
2.0 |
11.5 |
4.00 |
|
9 |
Signorile,Paolo |
|
1578 |
|
SC Königsspring |
ITA |
1 |
2 |
2 |
2.0 |
10.5 |
3.75 |
|
10 |
Lichtblau,Ernst |
|
1700 |
|
Brühler Schachk |
GER |
2 |
0 |
3 |
2.0 |
9.5 |
2.50 |
|
11 |
Hoferichter,Micha |
|
1566 |
|
Bergische Schac |
GER |
2 |
0 |
3 |
2.0 |
9.5 |
1.50 |
|
12 |
Skorupa,Hans-Ingo |
|
1225 |
|
Schachverein Tu |
GER |
1 |
1 |
3 |
1.5 |
12.0 |
3.50 |
|
13 |
Völker,Werner |
|
1471 |
|
Schachgemeinsch |
GER |
0 |
3 |
2 |
1.5 |
11.0 |
3.00 |
|
14 |
Franzmann,Edgar |
|
1509 |
|
Kölner Schachkl |
GER |
1 |
1 |
3 |
1.5 |
9.0 |
2.75 |
|
15 |
Ctistis,Alexander |
|
|
|
Brühler Schachk |
GER |
1 |
1 |
3 |
1.5 |
7.5 |
1.00 |
|
16 |
Schmid,Alfred |
|
1280 |
* |
Schachverein 19 |
GER |
1 |
0 |
3 |
1.0 |
9.5 |
1.50 |
|
17 |
Prenzel,Thomas |
|
1453 |
|
Klub Kölner Sch |
GER |
0 |
1 |
4 |
0.5 |
10.5 |
1.50 |
|
18 |
Reiter,Ute |
|
1196 |
|
Brühler Schachk |
GER |
0 |
1 |
4 |
0.5 |
8.5 |
0.25 |
|
19 |
Marzec,Witold |
|
1685 |
* |
|
GER |
0 |
0 |
2 |
0.0 |
9.0 |
0.00 |
|
20 |
Kurze,Brigitte |
|
1146 |
* |
Schachverein 19 |
GER |
0 |
0 |
4 |
0.0 |
8.0 |
0.00 |
|
21 |
Kronseder,Michael |
|
1681 |
* |
Brühler Schachk |
GER |
0 |
0 |
2 |
0.0 |
7.0 |
0.00 |
|
Ausschreibung:
Regulations:
1st International Brühler Open
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SuQmCC)
Friday, 03.02.2023
until Sunday, 05.02.2023
in Brühl (near Cologne)
Main prizes 600€ / 400€ / 300€ / 200€ / 100€
Organizer: Brühler Schachklub 1920 e.V.
Venue: Cafeteria of the Clemens-August-Schule, Clemens-August-Strasse 33, 50321 Brühl
Mode: 5 rounds accelerated Swiss system according to FIDE rules.
Time 90 min/40 moves + 30 min/rest + 30 sec. per move
The tournament will be rated according to DWZ and ELO.
The waiting time is 30 minutes. The starting rankings are set according to tournament rating (TWZ).
For players with ELO and DWZ numbers, the higher number is decisive.
FIDE ID: All participants must have a valid FIDE ID at the beginning of the tournament or apply for it via the tournament director, stating the necessary data (name, date of birth, gender).
Registration: By email: bsk1920.online(at)googlemail.com stating first and last name, club and FIDE-ID.
Entry fee: 45€ for adults, 30€ for youths (cut-off date 1.1.2005) GM/WGM/IM/WIM are exempt from the entry fee
Transfer until 20.01.2023 with name and club to the account of the BrühlerSchachklub: IBAN: DE24 3705 0299 0120 0004 27, BIC: COKSDE33XXX.If payment is made after 20.01.23, the entry fee will be increased by 10€.
Main prizes: 1st place: 600€ 2nd place: 400€ 3rd place: 300€ 4th place: 200€ 5th place: 100€
Special prizes: At least 5 participants in the respective category
- Best woman: 50€
- Best senior (cut-off date 31.12.1962): 50€
- Best youth (cut-off date 1.1.2005): 50€
- 5 rating prizes according to TWZ: 50€ each ≤ TWZ 2100; ≤ TWZ 1900; ≤ TWZ 1700; ≤ TWZ 1500; ≤ TWZ 1300
In the event of a tie, the Buchholz ranking with one strike result shall apply, followed by the Sonneborn-Berger ranking.
Schedule:
Friday, 03.02.23: Registration until 18:00h 1st round 18:30h
Saturday 04.02.23: 2nd round 09:30h Round 3 16:00h
Sunday, 05.02.23 Round 4 09:30h Round 5 16:00h
Other: By registering, the player declares that he/she agrees to the use of the data and tournament results collected on the occasion of the tournament for the determination of the DWZ and ELO by the bodies responsible for this purpose, as well as that photos, tournament data, match reports and similar may be published.
Arbiter: Jeffrey Paulus, National Arbiter
More info: www.bsk1920.de
Accommodations:
Hotels nearby:
Balthasar Neumann Gästehaus
5-10 minutes walk from the playing hall
- Single room from 59€/night
- Double room from 69€/night
Hotel am Stern
5-10 minutes walk from the playing hall
- Single room from 88€/night
- Double room from 120€/night
H+ Hotel Brühl
10-15 minutes walk from the playing hall
- Single room from 69€/night
- Double room from 78€/night
RS-Hotel
5-10 minutes walk from the playing hall
- Single room from 104€/night
- Double room from 114€/night
Arrival by train
- Arrival by Deutsche Bahn: Station Brühl, from there approx. 15 min. walk to the playing hall
- Arrival from Cologne main station or Bonn main station: Take Tram 18 to Brühl Mitte, from there approx. 5 min. walk to the playing hall
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