Ehrentafel DMM-Einzelwertung (Punkte)
Jahr |
Name |
Vorname |
Verein |
SP |
Rdn |
Schnitt |
2023 |
Wagner |
Sebastian |
M WB |
300 |
16 |
18,750 |
2022 |
de Kok |
Michael |
BOTDKC |
269 |
16 |
16,813 |
2021 |
Scholten |
Markus |
GÖ TTER |
301 |
16 |
18,813 |
2019 |
Scholten |
Markus |
GÖ TTER |
264 |
20 |
13,200 |
2018 |
Ruben |
Olaf |
GÖ TTER |
319 |
10 |
31,900 |
2017 |
Löffelholz |
Mario |
C ELLE |
341 |
10 |
34,100 |
2016 |
Stopka |
Dominik |
MS DCM |
272 |
20 |
13,600 |
2015 |
Kannenberg |
Leif |
GÖ TTER |
365 |
20 |
18,250 |
2014 |
Hantschel |
Sascha |
BOTDKC |
297 |
20 |
14,850 |
2013 |
Weßels |
Guido |
MS DCM |
480 |
20 |
24,000 |
2012 |
Kümmet |
Hans-Jürgen |
NOMBAZ |
370 |
20 |
18,500 |
2011 |
Bertram |
Kai |
DA JA80 |
335 |
20 |
16,750 |
2010 |
Knuf |
Simon |
BS NON |
315 |
16 |
19,688 |
2009 |
Ehm |
Christa |
W KD |
299 |
17 |
17,588 |
2008 |
Müller |
Jochen |
F JAN |
264 |
14 |
18,857 |
2007 |
Dörflein |
Norbert |
F BiFü |
278 |
24 |
11,583 |
2006 |
Kannenberg |
Leif |
BS NON |
284 |
24 |
11,833 |
2005 |
Vonrüden |
Andreas |
GM RADE |
294 |
20 |
14,700 |
2004 |
Jöns |
Daniel |
BOTDKC |
273 |
24 |
11,375 |
2003 |
Fröhner |
Christian |
MZ DR |
382 |
24 |
15,917 |
2002 |
Stopka |
Dominik |
MI CMDF |
343 |
24 |
14,292 |
2001 |
Hasenburg |
Volker |
GM RADE |
392 |
20 |
19,600 |
2000 |
Liedtke |
Richard |
BS NON |
393 |
24 |
16,375 |
1999 |
Meinecke |
Stephan |
GF Hank |
331 |
22 |
15,045 |
1998 |
van der Wehr |
Dirk |
B FUEX |
257 |
12 |
21,417 |
1997 |
Zecher |
Thomas |
MA HAND |
358 |
20 |
17,900 |
1996 |
Sauerhering |
Frank |
MD NUSO |
349 |
24 |
14,542 |
1995 |
Fischer |
Rüdiger |
DA JA80 |
440 |
24 |
18,333 |
1994 |
Katona |
Arne |
MZ DR |
398 |
24 |
16,583 |
1993 |
Reilich |
Stefan |
WESK92 |
393 |
24 |
16,375 |
1992 |
Hasenburg |
Volker |
GM RADE |
312 |
24 |
13,000 |
1991 |
Weber |
Friedrich |
DA JA80 |
496 |
24 |
20,667 |
1990 |
Meuer |
Axel |
MZ DR |
510 |
24 |
21,250 |
1989 |
Richter |
Günther |
BS 1DDC |
384 |
24 |
16,000 |
1988 |
Gompf |
Hans-Peter |
DA MAUS |
552 |
24 |
23,000 |
1987 |
Zecher |
Thomas |
WI DCKN |
360 |
20 |
18,000 |
DMM 2023 - Einzelwertung
Endstand 2023
Platz |
Name |
Vorname |
Mannschaft |
raus im
|
SP |
RD |
Schnitt |
1 |
Wagner |
Sebastian |
M WB / NOMBAZ |
|
300 |
16 |
18,750 |
2 |
Hegewald |
Wilfried |
SU MOBU |
1/2 |
207 |
16 |
12,938 |
3 |
Günther |
Markus |
MO K92 I |
|
186 |
16 |
11,625 |
4 |
Schützendorf |
Jürgen |
MO K92 I |
|
167 |
14 |
11,929 |
5 |
Geister |
Wolfgang |
EE DIAL |
|
158 |
16 |
9,875 |
6 |
Lechner |
Stefan |
M WB / NOMBAZ |
|
155 |
16 |
9,688 |
7 |
Müller |
Jochen |
F JAN |
1/2 |
149 |
16 |
9,313 |
8 |
Liedtke |
Richard |
BS CBDF / BS DCBL |
1/4 |
128 |
8 |
16,000 |
9 |
Wodsak |
Johannes |
M WB / NOMBAZ |
|
125 |
12 |
10,417 |
10 |
Biersching |
Oliver |
WESDDRN I |
1/8 |
121 |
4 |
30,250 |
11 |
Willmann |
Thomas |
MO K92 I |
|
118 |
16 |
7,375 |
12 |
Quint |
Robert |
F JAN |
1/2 |
116 |
16 |
7,250 |
13 |
Hegewald |
Birte |
SU MOBU |
1/2 |
114 |
16 |
7,125 |
14 |
Helmke |
Hartmut |
BS 1DDC / GF Hank |
|
112 |
16 |
7,000 |
15 |
Schmidt |
Petra |
MZ DR I |
1/4 |
104 |
8 |
13,000 |
16 |
Scholten |
Markus |
GÖ TTER |
1/4 |
99 |
8 |
12,375 |
17 |
Heinecke |
Thomas |
HD SK95 I |
1/4 |
89 |
8 |
11,125 |
18 |
Wallutis |
Ralf |
MO K92 I |
|
82 |
13 |
6,308 |
19 |
Vonrüden |
Andreas |
CE LLE / W KD |
1/4 |
77 |
8 |
9,625 |
20 |
Koppelin |
Markus |
MZ DR II |
1/8 |
75 |
4 |
18,750 |
21 |
Blosen |
Detlef |
DU ZHN |
1/8 |
71 |
4 |
17,750 |
21 |
Kwitt |
Maren |
LG FLLG / LG LüLü |
1/2 |
71 |
4 |
17,750 |
23 |
Baaken |
Hermann |
MO K92 I |
|
70 |
5 |
14,000 |
24 |
L'hoest |
Wilko |
DA JA80 / MZ DR |
1/8 |
69 |
4 |
17,250 |
25 |
Stratmann-Koj |
Helga |
AC DCC |
1/4 |
65 |
8 |
8,125 |
26 |
Knuppe |
Detlev |
EE DIAL |
|
64 |
16 |
4,000 |
27 |
Ferfers |
Rolf |
F GUDE |
1/4 |
59 |
8 |
7,375 |
28 |
Schink |
Herbert |
F JAN |
1/2 |
58 |
13 |
4,462 |
29 |
Barczewski |
Silke |
DO KO |
1/2 |
52 |
16 |
3,250 |
30 |
Hans |
Stephan |
HH FuBu / HH DKCB |
1/8 |
48 |
4 |
12,000 |
31 |
Stäudner |
Frank |
HD SK95 I |
1/4 |
46 |
8 |
5,750 |
31 |
Engelhart |
Thorsten |
MZ DR I |
1/4 |
46 |
8 |
5,750 |
33 |
Drechsler |
Falko |
HH FuBu |
1/8 |
44 |
2 |
22,000 |
34 |
Krybus |
Hermann |
BS 1DDC / GF Hank |
|
43 |
8 |
5,375 |
35 |
Knuppe |
Toni |
EE DIAL |
|
42 |
16 |
2,625 |
36 |
Mertens |
Willy |
AC DCC |
1/4 |
41 |
8 |
5,125 |
37 |
Dröge |
Timo |
M WB / NOMBAZ |
|
39 |
14 |
2,786 |
38 |
Gonsberg |
Jörg |
HB EBDC |
1/8 |
38 |
4 |
9,500 |
39 |
Schierbaum |
Ralf |
M WB / NOMBAZ |
|
36 |
4 |
9,000 |
40 |
Löffelholz |
Mario |
CE LLE / W KD |
1/4 |
33 |
8 |
4,125 |
40 |
Lauterbach |
Frank |
HB EBDC / OL 1ODC |
1/8 |
33 |
4 |
8,250 |
42 |
Unland |
Stefanie |
H MAZO |
1/4 |
30 |
4 |
7,500 |
42 |
Benninghoff |
Dorothee |
MO K92 II |
1/8 |
30 |
4 |
7,500 |
44 |
Hantschel |
Sascha |
BOTDKC |
1/8 |
27 |
4 |
6,750 |
44 |
L'hoest |
Sandra |
MZ DR I |
1/4 |
27 |
8 |
3,375 |
46 |
Menke |
Arndt |
DU ZHN |
1/8 |
26 |
4 |
6,500 |
47 |
Magerstedt |
Jennifer |
DO KO |
1/2 |
23 |
12 |
1,917 |
48 |
Albers |
Michael |
MZ DR I |
1/4 |
21 |
2 |
10,500 |
49 |
Schöler |
Kai |
BOTDKC |
1/8 |
18 |
4 |
4,500 |
49 |
Laubert |
Birgit |
HD SK95 I |
1/4 |
18 |
8 |
2,250 |
51 |
Kümmet |
Hans-Jürgen |
CE LLE / W KD |
1/4 |
17 |
8 |
2,125 |
51 |
Herwig |
Rolf-Dieter |
KS Obw |
1/8 |
17 |
4 |
4,250 |
53 |
Heilmann |
Dirk |
LG FLLG / LG LüLü |
1/2 |
16 |
14 |
1,143 |
54 |
Brüggemann |
Thomas |
BS CBDF / BS DCBL |
1/4 |
15 |
4 |
3,750 |
55 |
Mahnert |
Klaus-Thomas |
DA JA80 / MZ DR |
1/8 |
13 |
4 |
3,250 |
56 |
Birtigh |
Andreas |
MO K92 II |
1/8 |
11 |
2 |
5,500 |
57 |
Elter |
Kai |
B FUEX II |
1/8 |
9 |
4 |
2,250 |
58 |
Radke |
Norbert |
BS 1DDC / GF Hank |
|
7 |
8 |
0,875 |
58 |
Morlang |
Susanne |
KS Obw |
1/8 |
7 |
2 |
3,500 |
60 |
Müller |
Uwe |
H MAZO |
1/4 |
5 |
4 |
1,250 |
61 |
Küter |
Christiane |
BS CBDF / BS DCBL |
1/4 |
4 |
4 |
1,000 |
61 |
Wollenhaupt |
Harry |
KS Obw |
1/8 |
4 |
2 |
2,000 |
61 |
Diekmann |
Andreas |
STD1DVC |
1/8 |
4 |
4 |
1,000 |
64 |
Knigge-Ader |
Brigitte |
H MAZO |
1/4 |
1 |
4 |
0,250 |
65 |
Ullmann |
Angelika |
KS Obw |
1/8 |
0 |
2 |
0,000 |
66 |
Ruben |
Olaf |
GÖ TTER |
1/4 |
-1 |
4 |
-0,250 |
67 |
Topp |
Arne |
LG FLLG / LG LüLü |
1/2 |
-2 |
14 |
-0,143 |
68 |
Ploog |
Carsten |
HH FuBu |
1/8 |
-6 |
4 |
-1,500 |
69 |
Räsch |
Andreas |
F JAN |
1/2 |
-10 |
16 |
-0,625 |
69 |
Widderich |
Nils |
F GUDE |
1/4 |
-10 |
8 |
-1,250 |
71 |
Bischof |
Deto |
DO KO |
1/2 |
-11 |
16 |
-0,688 |
71 |
Bernhardt |
Jochen |
MZ DR II |
1/8 |
-11 |
2 |
-5,500 |
73 |
Schmidt |
Ralf |
BOTDKC |
1/8 |
-12 |
4 |
-3,000 |
74 |
Berger |
Thomas |
BS CBDF / BS DCBL |
1/4 |
-13 |
8 |
-1,625 |
75 |
Kildau |
Horst |
F JAN |
1/2 |
-14 |
3 |
-4,667 |
75 |
Bergmann |
Conrad |
MO K92 II |
1/8 |
-14 |
4 |
-3,500 |
77 |
Casalino |
Raffaela |
M WB / NOMBAZ |
|
-15 |
2 |
-7,500 |
78 |
Kratzke |
Thorsten |
LG FLLG / LG LüLü |
1/2 |
-16 |
8 |
-2,000 |
78 |
Deselaers |
Ernst |
MO K92 II |
1/8 |
-16 |
4 |
-4,000 |
80 |
Wollermann |
Friedhelm |
BS 1DDC / GF Hank |
|
-17 |
16 |
-1,063 |
80 |
Glumm |
Burkhard |
MZ DR II |
1/8 |
-17 |
4 |
-4,250 |
82 |
Gottwald |
Lutz |
HB EBDC |
1/8 |
-19 |
2 |
-9,500 |
82 |
Gerbig |
Sibylle |
HD SK95 II |
1/8 |
-19 |
4 |
-4,750 |
84 |
Kobbe |
Angela |
HB EBDC |
1/8 |
-20 |
4 |
-5,000 |
84 |
Naunin |
Fritjof |
HH FuBu |
1/8 |
-20 |
2 |
-10,000 |
86 |
Velte |
Thomas |
HD SK95 II |
1/8 |
-23 |
4 |
-5,750 |
86 |
Leonhardt |
Ulf |
MZ DR II |
1/8 |
-23 |
2 |
-11,500 |
88 |
Kannenberg |
Leif |
BS CBDF / BS DCBL |
1/4 |
-24 |
8 |
-3,000 |
88 |
Ternes |
Jochen |
MZ DR II |
1/8 |
-24 |
4 |
-6,000 |
90 |
Preikschas |
Martina |
LG FLLG / LG LüLü |
1/2 |
-25 |
8 |
-3,125 |
91 |
Weinert |
Silvia |
H MAZO |
1/4 |
-26 |
8 |
-3,250 |
92 |
Althoff |
Michael |
B FUEX II |
1/8 |
-28 |
4 |
-7,000 |
92 |
Klein |
Burkhard |
MO K92 II |
1/8 |
-28 |
2 |
-14,000 |
92 |
Bössel |
Erwin |
SU MOBU |
1/2 |
-28 |
8 |
-3,500 |
95 |
Matheus |
Christian |
B FUEX I |
1/8 |
-29 |
4 |
-7,250 |
96 |
Sievers |
Hartwig |
STD1DVC |
1/8 |
-30 |
4 |
-7,500 |
99 |
Böhm |
Steffen |
EE DIAL |
|
-31 |
4 |
-7,750 |
100 |
Holberg |
Viola |
HH FuBu |
1/8 |
-32 |
2 |
-16,000 |
101 |
Jöns |
Daniel |
BOTDKC |
1/8 |
-33 |
4 |
-8,250 |
101 |
Kloth |
Andreas |
HH FuBu |
1/8 |
-33 |
4 |
-8,250 |
103 |
Albers-Sellhoff |
Claudia |
MZ DR I |
1/4 |
-35 |
6 |
-5,833 |
104 |
Mussenbrock |
Josef |
HB EBDC |
1/8 |
-36 |
2 |
-18,000 |
105 |
Dauth |
Benjamin |
B FUEX I |
1/8 |
-37 |
4 |
-9,250 |
105 |
Götz |
Peter |
HB EBDC / OL 1ODC |
1/8 |
-37 |
4 |
-9,250 |
105 |
Ahrens |
Uwe |
HH FuBu |
1/8 |
-37 |
2 |
-18,500 |
105 |
Salomon |
Dieter |
KS Obw |
1/8 |
-37 |
4 |
-9,250 |
109 |
Cremer |
Erika |
AC DCC |
1/4 |
-38 |
8 |
-4,750 |
109 |
Wenderoth |
Anja |
HD SK95 II |
1/8 |
-38 |
4 |
-9,500 |
111 |
Rasche |
Karl-Heinz |
H MAZO |
1/4 |
-39 |
8 |
-4,875 |
112 |
Bath |
Ines |
B FUEX II |
1/8 |
-42 |
4 |
-10,500 |
112 |
Hilbrich |
Thomas |
B FUEX II |
1/8 |
-42 |
4 |
-10,500 |
114 |
Brendjes |
Manfred |
WESDDRN I |
1/8 |
-44 |
2 |
-22,000 |
115 |
Pfleger |
Gerald |
HH FuBu / HH DKCB |
1/8 |
-45 |
4 |
-11,250 |
115 |
Bruns |
Frank |
WESDDRN I |
1/8 |
-45 |
4 |
-11,250 |
117 |
Ruschinski |
Evelin |
HH FuBu / HH DKCB |
1/8 |
-46 |
4 |
-11,500 |
117 |
Wolf |
Rüdiger |
STD1DVC |
1/8 |
-46 |
4 |
-11,500 |
119 |
Radau |
Jörn |
F GUDE |
1/4 |
-47 |
8 |
-5,875 |
120 |
Bressler |
Dominik |
B FUEX I |
1/8 |
-48 |
4 |
-12,000 |
120 |
Detjen |
Christian |
STD1DVC |
1/8 |
-48 |
4 |
-12,000 |
122 |
Schewe |
Philipp |
GÖ TTER |
1/4 |
-51 |
6 |
-8,500 |
123 |
Kurzer |
Karsten |
H MAZO |
1/4 |
-52 |
4 |
-13,000 |
124 |
Müller |
Michael |
HB EBDC / OL 1ODC |
1/8 |
-53 |
4 |
-13,250 |
125 |
Faulwetter |
Silke |
HB EBDC / OL 1ODC |
1/8 |
-54 |
4 |
-13,500 |
126 |
Knops |
Edgar |
AC DCC |
1/4 |
-56 |
8 |
-7,000 |
127 |
Buchhalla |
Katharina |
CE LLE / W KD |
1/4 |
-59 |
8 |
-7,375 |
127 |
Schäfer |
Herbert |
DA JA80 / MZ DR |
1/8 |
-59 |
4 |
-14,750 |
129 |
Sikorsky |
Petra |
DA JA80 / MZ DR |
1/8 |
-61 |
4 |
-15,250 |
130 |
Heinrich |
Klaus |
GÖ TTER |
1/4 |
-64 |
8 |
-8,000 |
131 |
Ingenhorst |
Susanne |
LG FLLG / LG LüLü |
1/2 |
-69 |
16 |
-4,313 |
132 |
Gruhm |
Klaus-Dieter |
BS 1DDC / GF Hank |
|
-71 |
16 |
-4,438 |
133 |
Hold |
Fritz |
KS Obw |
1/8 |
-79 |
2 |
-39,500 |
134 |
Brendjes |
Holger |
WESDDRN I |
1/8 |
-83 |
4 |
-20,750 |
135 |
Kosanke |
Elisabeth |
DO KO |
1/2 |
-86 |
4 |
-21,500 |
136 |
van der Wehr |
Dirk |
B FUEX I |
1/8 |
-91 |
4 |
-22,750 |
137 |
Mietzner |
Elmar |
HB EBDC |
1/8 |
-92 |
4 |
-23,000 |
138 |
von Krenski |
Dagmar |
HH FuBu / HH DKCB |
1/8 |
-96 |
4 |
-24,000 |
139 |
Zeimer |
Claudia |
GÖ TTER |
1/4 |
-105 |
6 |
-17,500 |
140 |
Hörnemann |
Dirk |
WESDDRN I |
1/8 |
-106 |
2 |
-53,000 |
141 |
Hegewald |
Jörg |
SU MOBU |
1/2 |
-116 |
16 |
-7,250 |
142 |
Schmitz |
Elmar |
SU MOBU |
1/2 |
-119 |
8 |
-14,875 |
143 |
Heinecke |
Daniel |
HD SK95 I |
1/4 |
-124 |
8 |
-15,500 |
144 |
Magerstedt |
Stefan |
DO KO |
1/2 |
-133 |
16 |
-8,313 |
145 |
Wagener |
Markus |
HD SK95 II |
1/8 |
-136 |
4 |
-34,000 |
146 |
Blosen |
Andrea |
DU ZHN |
1/8 |
-137 |
4 |
-34,250 |
147 |
Zimmer |
Volkmar Max |
EE DIAL |
|
-145 |
12 |
-12,083 |
148 |
Fenten |
Franz |
DU ZHN |
1/8 |
-160 |
4 |
-40,000 |
149 |
Grix |
Rainer |
F GUDE |
1/4 |
-176 |
8 |
-22,000 |
TOP 40 nach der ersten Runde
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)
Einzelwertung nach der ersten Runde (ohne Ausgeschiedene)
DMM 2023 - Einzelwertung |
Gesamt |
Platz |
Name |
Vorname |
Mannschaft |
SP |
RD |
Schnitt |
1 |
Hegewald |
Wilfried |
SU MOBU |
214 |
8 |
26,750 |
2 |
Wagner |
Sebastian |
M WB / NOMBAZ |
172 |
8 |
21,500 |
3 |
Günther |
Markus |
MO K92 I |
159 |
8 |
19,875 |
4 |
Wodsak |
Johannes |
M WB / NOMBAZ |
138 |
8 |
17,250 |
5 |
Lechner |
Stefan |
M WB / NOMBAZ |
132 |
8 |
16,500 |
6 |
Geister |
Wolfgang |
EE DIAL |
121 |
8 |
15,125 |
7 |
Helmke |
Hartmut |
BS 1DDC / GF Hank |
116 |
8 |
14,500 |
8 |
Dröge |
Timo |
M WB / NOMBAZ |
105 |
8 |
13,125 |
9 |
Willmann |
Thomas |
MO K92 I |
97 |
8 |
12,125 |
10 |
Knuppe |
Toni |
EE DIAL |
76 |
8 |
9,500 |
11 |
Heilmann |
Dirk |
LG FLLG / LG LüLü |
76 |
8 |
9,500 |
12 |
Hegewald |
Birte |
SU MOBU |
73 |
8 |
9,125 |
13 |
Quint |
Robert |
F JAN |
71 |
8 |
8,875 |
14 |
Kwitt |
Maren |
LG FLLG / LG LüLü |
71 |
4 |
17,750 |
15 |
Müller |
Jochen |
F JAN |
50 |
8 |
6,250 |
16 |
Topp |
Arne |
LG FLLG / LG LüLü |
50 |
8 |
6,250 |
17 |
Bischof |
Deto |
DO KO |
48 |
8 |
6,000 |
18 |
Krybus |
Hermann |
BS 1DDC / GF Hank |
43 |
8 |
5,375 |
19 |
Schützendorf |
Jürgen |
MO K92 I |
43 |
8 |
5,375 |
20 |
Schink |
Herbert |
F JAN |
32 |
5 |
6,400 |
21 |
Barczewski |
Silke |
DO KO |
20 |
8 |
2,500 |
22 |
Magerstedt |
Stefan |
DO KO |
16 |
8 |
2,000 |
23 |
Kratzke |
Thorsten |
LG FLLG / LG LüLü |
-4 |
4 |
-1,000 |
24 |
Wallutis |
Ralf |
MO K92 I |
-5 |
8 |
-0,625 |
25 |
Magerstedt |
Jennifer |
DO KO |
-10 |
8 |
-1,250 |
26 |
Gruhm |
Klaus-Dieter |
BS 1DDC / GF Hank |
-11 |
8 |
-1,375 |
27 |
Kildau |
Horst |
F JAN |
-14 |
3 |
-4,667 |
28 |
Knuppe |
Detlev |
EE DIAL |
-21 |
8 |
-2,625 |
29 |
Räsch |
Andreas |
F JAN |
-21 |
8 |
-2,625 |
30 |
Bössel |
Erwin |
SU MOBU |
-28 |
8 |
-3,500 |
31 |
Wollermann |
Friedhelm |
BS 1DDC / GF Hank |
-29 |
8 |
-3,625 |
32 |
Zimmer |
Volkmar Max |
EE DIAL |
-51 |
8 |
-6,375 |
33 |
Hegewald |
Jörg |
SU MOBU |
-59 |
8 |
-7,375 |
34 |
Ingenhorst |
Susanne |
LG FLLG / LG LüLü |
-68 |
8 |
-8,500 |