bridgetornooi analyse

Vul het paar of gift nummer in waarvoor een analyse gewenst is en druk daarna op "toon resultaten per paar" of "toon resultaten per gift"

Minimum schermresolutie voor duidelijke lezing: 1024x768 pixels
Paar of gift nr ==pixels==

<?xml version= "1.0"?>
ù
ù<DOCUMENT>
ù<UITSLAG>
ùWilg - Donk *** Clubtornooi *** 4 giften per ronde *** 24/05/2024
ùTop: 14 paren: 17 giften: 28
ù gedrukt op: 24/05/2024
ù paar naam ptn % CP #gft ronde1 ronde2 ronde3 ronde4 ronde5 ronde6 ronde7 
ùResultaten NZ paren
ù 1( 2)van Heugten Toon-Aerts Nora 213,0 63,39 36 24 44 B 31 B 43 B 35 B 29 B 31 B 
ù 2( 6)Roelans Chris-Van Uffel Jeannine 195,0 58,04 27 24 47 F 27 F 21 F 35 F 36 F 29 F 
ù 3( 8)Croes Guido-Craeybeckx Luc 188,0 55,95 18 24 39 H 43 H 10 H 39 H 30 H 27 H 
ù 4( 9)Von den Busch Marcel-De Crom Gilbert 171,0 50,89 1 24 6 I 40 I 29 I 34 I 43 I 19 I 
ù 5( 4)Gommeren Gemma-Mertens Alfons 194,0 49,49 1 28 31 D 22 D 24 D 41 D 31 D 30 D 15 D 
ù 6( 7)Roelans Frank-Weymans Marie-Jose 159,0 47,32 1 24 29 G 44 G 29 G 19 G 18 G 20 G 
ù 7( 1)Melis Raoul-Raedschelders Manu 154,0 45,83 1 24 22 A 32 A 41 A 13 A 25 A 21 A 
ù 8( 3)Roels Jo-Van Kerckhoven Anne-mie 143,0 42,56 1 24 21 C 34 C 29 C 21 C 13 C 25 C 
ù 9( 5)Van Watermeulen Nicole-Beyers Greta 151,0 38,52 1 28 34 E 17 E 20 E 14 E 28 E 30 E 8 E 
ù_________________________________________________________
ùResultaten OW paren
ù 1( 39)Gielen Steven-Magerman Bart 259,0 66,07 32 28 50 i 34 d 35 f 43 a 35 c 26 e 36 g 
ù 2( 34)Haagdorens Ludo-Haagdorens Jozef 213,0 54,34 24 28 25 d 39 e 16 i 46 h 31 a 25 b 31 c 
ù 3( 35)Kuijper Leo-Peeters Ilse 206,0 52,55 1 28 22 e 29 f 27 g 27 i 17 h 43 c 41 d 
ù 4( 38)Moriaux Paul-Van Cle Tine 205,0 52,30 1 28 17 h 35 c 36 e 37 g 27 b 26 d 27 f 
ù 5( 32)Herregods Pieter-Leppens Gunter 193,0 49,23 1 28 12 b 13 h 32 d 42 e 21 f 38 g 35 a 
ù 6( 31)Peeters Klaar-Drossaert Paul 181,0 46,17 1 28 34 a 25 b 22 c 15 d 28 e 20 f 37 i 
ù 7( 37)Cleiren Suzanne-Goris Mieke 158,0 40,31 1 28 27 g 24 a 13 b 27 c 25 d 13 i 29 h 
ù 8( 36)Van Meir Frans-Van Overloop Mieke 153,0 39,03 1 28 9 f 12 g 15 a 21 b 22 i 26 h 48 e 
ù_________________________________________________________
ùgemiddelde per ronde: 28
ùgemaakt met messerbridge versie 7.0.3.4.
ùZZZ
ù</UITSLAG>
ù<RESULTS>
ù<R>17 6 7 4 0 14</R>
ù<R> 1 -450 4 10 1 2 O4H+1ukA</R>
ù<R> 1 -2 0 0 3 6 B</R>
ù<R> 1 -450 4 10 5 10 O4H+1ukH</R>
ù<R> 1 -450 4 10 7 14 W4H+1us6</R>
ù<R> 1 -450 4 10 9 4 W4H+1uk2</R>
ù<R> 1 -450 4 10 11 18 W4H+1ur3</R>
ù<R> 1 -420 12 2 13 12 O4H=ukA</R>
ù<R> 1 -420 12 2 15 16 W4H=uh7</R>
ù<R> 1 -420 12 2 17 8 W4H=uk2</R>
ù<R> 2 50 6 8 1 2 O1N-1uh4</R>
ù<R> 2 -2 0 0 3 6 B</R>
ù<R> 2 -80 2 12 5 10 W1S=ukH</R>
ù<R> 2 170 14 0 7 14 N2H+2uk8</R>
ù<R> 2 -100 0 14 9 4 N2H-1uk5</R>
ù<R> 2 110 10 4 11 18 N1H+1usB</R>
ù<R> 2 50 6 8 13 12 O2S-1uh4</R>
ù<R> 2 50 6 8 15 16 W1S-1ukA</R>
ù<R> 2 140 12 2 17 8 N1H+2uk3</R>
ù<R> 3 90 11 3 1 2 Z1N=uk5</R>
ù<R> 3 -2 0 0 3 6 B</R>
ù<R> 3 -50 6 8 5 10 Z1N-1ur6</R>
ù<R> 3 -50 6 8 7 14 Z1N-1us5</R>
ù<R> 3 -50 6 8 9 4 Z1N-1ur6</R>
ù<R> 3 -100 0 14 11 18 Z1N-2ur6</R>
ù<R> 3 200 14 0 13 12 W2K-2uh9</R>
ù<R> 3 90 11 3 15 16 Z1N=us4</R>
ù<R> 3 -90 2 12 17 8 W1N=uk3</R>
ù<R> 4 -200 1 13 1 2 N4S-2uhH</R>
ù<R> 4 -2 0 0 3 6 B</R>
ù<R> 4 -200 1 13 5 10 N4S-2uhH</R>
ù<R> 4 -100 7 7 7 14 N4S-1uhH</R>
ù<R> 4 -140 4 10 9 4 O3H=ur3</R>
ù<R> 4 -100 7 7 11 18 Z3R-1ur5</R>
ù<R> 4 170 12 2 13 12 N2S+2uhH</R>
ù<R> 4 140 10 4 15 16 N3S=uhH</R>
ù<R> 4 200 14 0 17 8 W3K-2us4</R>
ù<R> 5 -420 7 7 1 14 O4S=ur8</R>
ù<R> 5 -420 7 7 3 4 O4S=uk2</R>
ù<R> 5 -420 7 7 5 8 O4S=ur8</R>
ù<R> 5 -420 7 7 7 16 O4S=ur8</R>
ù<R> 5 -200 14 0 9 2 O2S+3uk2</R>
ù<R> 5 -2 0 0 11 6 B</R>
ù<R> 5 -420 7 7 13 10 O4S=ur8</R>
ù<R> 5 -420 7 7 15 12 O4S=ur7</R>
ù<R> 5 -450 0 14 17 18 O4S+1uk2</R>
ù<R> 6 -120 2 12 1 14 W2N=uhB</R>
ù<R> 6 100 14 0 3 4 W3S-1uhB</R>
ù<R> 6 0 8 6 5 8 PAS</R>
ù<R> 6 0 8 6 7 16 PAS</R>
ù<R> 6 0 8 6 9 2 PAS</R>
ù<R> 6 -2 0 0 11 6 B</R>
ù<R> 6 0 8 6 13 10 PAS</R>
ù<R> 6 0 8 6 15 12 PAS</R>
ù<R> 6 -170 0 14 17 18 W3S+1ur5</R>
ù<R> 7 300 11 3 1 14 W3R-3us8</R>
ù<R> 7 300 11 3 3 4 O3S-3uk8</R>
ù<R> 7 130 3 11 5 8 N2K+2urB</R>
ù<R> 7 200 8 6 7 16 W3H-2urH</R>
ù<R> 7 130 3 11 9 2 N2K+2urB</R>
ù<R> 7 -2 0 0 11 6 B</R>
ù<R> 7 780 14 0 13 10 N2K!+3usA</R>
ù<R> 7 130 3 11 15 12 N2K+2urB</R>
ù<R> 7 130 3 11 17 18 N2K+2urB</R>
ù<R> 8 100 12 2 1 14 W3S-2ur8</R>
ù<R> 8 100 12 2 3 4 W4S-2ur8</R>
ù<R> 8 50 7 7 5 8 W3R-1uh2</R>
ù<R> 8 50 7 7 7 16 W3S-1ur8</R>
ù<R> 8 -400 3 11 9 2 O5K=uhA</R>
ù<R> 8 -2 0 0 11 6 B</R>
ù<R> 8 -800 0 14 13 10 Z3R!-4uk9</R>
ù<R> 8 100 12 2 15 12 W3S-2ur8</R>
ù<R> 8 -400 3 11 17 18 O3N=uhA</R>
ù<R> 9 -170 7 7 1 12 O2H+2usB</R>
ù<R> 9 -140 10 4 3 2 O2H+1usB</R>
ù<R> 9 -2 0 0 5 6 B</R>
ù<R> 9 100 12 2 7 10 O4H-1usB</R>
ù<R> 9 -200 2 12 9 18 O2H+3usB</R>
ù<R> 9 200 14 0 11 4 O3N-2usB</R>
ù<R> 9 -200 2 12 13 16 O2H+3usB</R>
ù<R> 9 -200 2 12 15 8 O2H+3usB</R>
ù<R> 9 -170 7 7 17 14 O2H+2us2</R>
ù<R>10 680 11 3 1 12 Z4S+2ukB</R>
ù<R>10 230 1 13 3 2 Z3S+3ukB</R>
ù<R>10 -2 0 0 5 6 B</R>
ù<R>10 230 1 13 7 10 Z3S+3ukB</R>
ù<R>10 680 11 3 9 18 Z4S+2uk7</R>
ù<R>10 680 11 3 11 4 N4H+2ukH</R>
ù<R>10 260 4 10 13 16 Z3S+4ur2</R>
ù<R>10 620 6 8 15 8 N4H=ukA</R>
ù<R>10 680 11 3 17 14 Z4S+2ukB</R>
ù<R>11 120 11 3 1 12 Z1N+1us10</R>
ù<R>11 300 14 0 3 2 W2H!-2urH</R>
ù<R>11 -2 0 0 5 6 B</R>
ù<R>11 -100 1 13 7 10 N2H-2uk5</R>
ù<R>11 90 7 7 9 18 Z1N=us10</R>
ù<R>11 50 4 10 11 4 W3K-1urH</R>
ù<R>11 90 7 7 13 16 Z1N=uk2</R>
ù<R>11 -100 1 13 15 8 Z3N-2us10</R>
ù<R>11 120 11 3 17 14 Z1N+1uh6</R>
ù<R>12 50 12 2 1 12 W1N-1urV</R>
ù<R>12 -140 6 8 3 2 O2S+1ukA</R>
ù<R>12 -2 0 0 5 6 B</R>
ù<R>12 -200 1 13 7 10 N1N-2usH</R>
ù<R>12 -110 10 4 9 18 W2H=uk9</R>
ù<R>12 -140 6 8 11 4 O2S+1us5</R>
ù<R>12 -140 6 8 13 16 O2S+1uh8</R>
ù<R>12 -200 1 13 15 8 Z3R-2usV</R>
ù<R>12 100 14 0 17 14 W2N-2uh4</R>
ù<R>13 -660 5 9 1 18 O3N+2us2</R>
ù<R>13 -630 13 1 3 14 O3N+1ur2</R>
ù<R>13 -660 5 9 5 16 W3N+2uh2</R>
ù<R>13 -660 5 9 7 8 O3N+2ur2</R>
ù<R>13 -660 5 9 9 12 O3N+2ur2</R>
ù<R>13 -660 5 9 11 2 O3N+2ur2</R>
ù<R>13 -2 0 0 13 6 B</R>
ù<R>13 -630 13 1 15 4 W3N+1uk2</R>
ù<R>13 -660 5 9 17 10 O3N+2us2</R>
ù<R>14 50 3 11 1 18 O3H-1ukA</R>
ù<R>14 150 10 4 3 14 Z1N+2us5</R>
ù<R>14 50 3 11 5 16 O2H-1urV</R>
ù<R>14 180 13 1 7 8 Z1N+3uh2</R>
ù<R>14 -110 0 14 9 12 O2H=urV</R>
ù<R>14 180 13 1 11 2 Z1N+3uh2</R>
ù<R>14 -2 0 0 13 6 B</R>
ù<R>14 130 8 6 15 4 N3R+1ur8</R>
ù<R>14 110 6 8 17 10 N3R=uh10</R>
ù<R>15 -430 2 12 1 18 W3N+1uh9</R>
ù<R>15 -150 6 8 3 14 O2K+3uh4</R>
ù<R>15 -400 4 10 5 16 W3N=us5</R>
ù<R>15 100 13 1 7 8 W6R-2uh9</R>
ù<R>15 -460 0 14 9 12 O3N+2uh7</R>
ù<R>15 50 9 5 11 2 W3N-1us5</R>
ù<R>15 -2 0 0 13 6 B</R>
ù<R>15 100 13 1 15 4 W6R-2uh9</R>
ù<R>15 50 9 5 17 10 W5R-1uh2</R>
ù<R>16 100 3 11 1 18 W5K-1uhA</R>
ù<R>16 500 14 0 3 14 W5K!-2uhA</R>
ù<R>16 450 9 5 5 16 N4H+1ur7</R>
ù<R>16 -710 0 14 7 8 W4K!=uhA</R>
ù<R>16 100 3 11 9 12 W5K-1uhA</R>
ù<R>16 450 9 5 11 2 N5H=usA</R>
ù<R>16 -2 0 0 13 6 B</R>
ù<R>16 450 9 5 15 4 N4H+1uk5</R>
ù<R>16 450 9 5 17 10 N5H=usA</R>
ù<R>17 90 4 10 1 8 N1N=uhB</R>
ù<R>17 120 7 7 3 12 N1N+1uhB</R>
ù<R>17 150 12 2 5 2 N1N+2uhB</R>
ù<R>17 -110 0 14 7 18 W2R+1uhA</R>
ù<R>17 150 12 2 9 10 N1N+2uhB</R>
ù<R>17 120 7 7 11 16 N1N+1uhB</R>
ù<R>17 -50 2 12 13 4 N1N-1uhB</R>
ù<R>17 150 12 2 15 14 N1N+2uhB</R>
ù<R>17 -2 0 0 17 6 B</R>
ù<R>18 -400 1 13 1 8 W3N=uh2</R>
ù<R>18 150 14 0 3 12 W3N-3uk8</R>
ù<R>18 50 8 6 5 2 W3N-1uh2</R>
ù<R>18 50 8 6 7 18 W3N-1uh2</R>
ù<R>18 50 8 6 9 10 W3N-1ur2</R>
ù<R>18 50 8 6 11 16 W3N-1uk8</R>
ù<R>18 50 8 6 13 4 W3N-1uh2</R>
ù<R>18 -400 1 13 15 14 W3N=ur4</R>
ù<R>18 -2 0 0 17 6 B</R>
ù<R>19 100 14 0 1 8 W6S-1uhA</R>
ù<R>19 -650 8 6 3 12 W4S+1ukB</R>
ù<R>19 -650 8 6 5 2 W4S+1ukB</R>
ù<R>19 -650 8 6 7 18 W4S+1ukB</R>
ù<R>19 -650 8 6 9 10 W5S=ukB</R>
ù<R>19 -650 8 6 11 16 W4S+1uhA</R>
ù<R>19 -680 2 12 13 4 W4S+2urV</R>
ù<R>19 -850 0 14 15 14 W5S!=ukB</R>
ù<R>19 -2 0 0 17 6 B</R>
ù<R>20 650 6 8 1 8 Z4H+1ur4</R>
ù<R>20 650 6 8 3 12 Z4H+1ur9</R>
ù<R>20 650 6 8 5 2 Z4H+1ur9</R>
ù<R>20 650 6 8 7 18 Z4H+1ur4</R>
ù<R>20 650 6 8 9 10 Z4H+1ur9</R>
ù<R>20 650 6 8 11 16 Z4H+1us4</R>
ù<R>20 650 6 8 13 4 Z4H+1ur9</R>
ù<R>20 680 14 0 15 14 Z4H+2ukA</R>
ù<R>20 -2 0 0 17 6 B</R>
ù<R>21 -2 0 0 1 6 B</R>
ù<R>21 -420 11 3 3 16 O5K+1uh2</R>
ù<R>21 -420 11 3 5 14 W5K+1uhA</R>
ù<R>21 -490 4 10 7 4 W3N+3uhA</R>
ù<R>21 -490 4 10 9 8 W3N+3uhA</R>
ù<R>21 -420 11 3 11 12 W5K+1uhA</R>
ù<R>21 -490 4 10 13 18 W3N+3uhA</R>
ù<R>21 -420 11 3 15 10 W5K+1uhA</R>
ù<R>21 -520 0 14 17 2 W3N+4us8</R>
ù<R>22 -2 0 0 1 6 B</R>
ù<R>22 100 6 8 3 16 W2S-1ur3</R>
ù<R>22 130 10 4 5 14 Z3R+1uhA</R>
ù<R>22 110 8 6 7 4 Z3R=uhA</R>
ù<R>22 -50 3 11 9 8 N2N-1usV</R>
ù<R>22 200 14 0 11 12 W2S-2ur3</R>
ù<R>22 -140 0 14 13 18 W2S+1ur7</R>
ù<R>22 180 12 2 15 10 Z1N+3uhA</R>
ù<R>22 -50 3 11 17 2 Z3R-1uhA</R>
ù<R>23 -2 0 0 1 6 B</R>
ù<R>23 130 12 2 3 16 N3R+1uh7</R>
ù<R>23 -100 6 8 5 14 Z3K-1usH</R>
ù<R>23 -110 2 12 7 4 O2S=ukV</R>
ù<R>23 -560 0 14 9 8 O1S!+2ur7</R>
ù<R>23 130 12 2 11 12 N3R+1uh7</R>
ù<R>23 130 12 2 13 18 N3R+1uh7</R>
ù<R>23 -100 6 8 15 10 N3N-1us2</R>
ù<R>23 -100 6 8 17 2 N3N-1us4</R>
ù<R>24 -2 0 0 1 6 B</R>
ù<R>24 50 0 14 3 16 O3S-1uh4</R>
ù<R>24 100 2 12 5 14 W4S-2urH</R>
ù<R>24 420 10 4 7 4 N4H=ur8</R>
ù<R>24 420 10 4 9 8 N4H=us2</R>
ù<R>24 420 10 4 11 12 N4H=ur8</R>
ù<R>24 170 4 10 13 18 N3H+1ur8</R>
ù<R>24 420 10 4 15 10 N4H=us2</R>
ù<R>24 420 10 4 17 2 N4H=us2</R>
ù<R>25 110 10 4 1 4 Z3K=usB</R>
ù<R>25 -50 7 7 3 8 N3H-1us10</R>
ù<R>25 170 13 1 5 18 N3H+1us3</R>
ù<R>25 -50 7 7 7 2 Z3H-1urB</R>
ù<R>25 -100 3 11 9 16 Z4K-2usA</R>
ù<R>25 -100 3 11 11 10 N2H-2uk8</R>
ù<R>25 -130 0 14 13 14 O4R=uh2</R>
ù<R>25 -2 0 0 15 6 B</R>
ù<R>25 170 13 1 17 12 N3H+1us10</R>
ù<R>26 -200 1 13 1 4 Z1N-2urH</R>
ù<R>26 110 8 6 3 8 Z2H=urA</R>
ù<R>26 -200 1 13 5 18 Z1N-2urH</R>
ù<R>26 120 12 2 7 2 Z1N+1urA</R>
ù<R>26 120 12 2 9 16 Z1N+1urA</R>
ù<R>26 -100 5 9 11 10 Z1N-1urA</R>
ù<R>26 120 12 2 13 14 Z1N+1urA</R>
ù<R>26 -2 0 0 15 6 B</R>
ù<R>26 -100 5 9 17 12 Z1N-1urA</R>
ù<R>27 -120 10 4 1 4 O2N=ur9</R>
ù<R>27 -130 5 9 3 8 O3R+1usA</R>
ù<R>27 -130 5 9 5 18 O3R+1usA</R>
ù<R>27 50 14 0 7 2 O4R-1usA</R>
ù<R>27 -400 0 14 9 16 O3N=uh2</R>
ù<R>27 -130 5 9 11 10 O3R+1usA</R>
ù<R>27 -110 12 2 13 14 O3R=usA</R>
ù<R>27 -2 0 0 15 6 B</R>
ù<R>27 -130 5 9 17 12 O3R+1usA</R>
ù<R>28 -170 0 14 1 4 O2H+2ukH</R>
ù<R>28 100 11 3 3 8 O4K!-1uhA</R>
ù<R>28 -140 2 12 5 18 O2H+1ur7</R>
ù<R>28 90 8 6 7 2 Z1N=ukB</R>
ù<R>28 50 5 9 9 16 W3K-1uh7</R>
ù<R>28 150 14 0 11 10 Z1N+2ukB</R>
ù<R>28 50 5 9 13 14 W3K-1ur3</R>
ù<R>28 -2 0 0 15 6 B</R>
ù<R>28 100 11 3 17 12 O3H!-1ur7</R>
ù<R>ZZZ</R>
ù</RESULTS>
ù<CARDS>
ù<C>1;OOZWWNOONWNWNOWWWWZONWOZONOONZZNWZZWONZZZNONZWZOWZNN</C>
ù<C>2;ZWWOONWZZNOWNWNNNNONOWWZZOOWZONZONZNOZWNNWZZWOWZOZOW</C>
ù<C>3;OOWZZNNWNWWONOZWZZNWOOZNNOWNZONWONWZZOOZNZWOWNWZWZNO</C>
ù<C>4;ZNWNONZWWNNZZZOOWOOWZNOONZNZONWWNNOWZZWWOZNZZWWONOWO</C>
ù<C>5;OWWZNOOWOONNWZOZWZWWWWZZWNNOONNOZZZWONWOZNWOZZNNNNOZ</C>
ù<C>6;ZWNZNWZOWOWWOZWWNNNZWZNZZOONWZNNOOWNOWZONOOWZZONOZWN</C>
ù<C>7;OZOWOONZWWZWNOZWNWZWONZWOOZNNOOWOZZWWZZNONWNWZNZNONN</C>
ù<C>8;WNZWWZNWNZWWNZZZNONWWNWNONWZWOZONOOZOZZOOOZOWWNNONZO</C>
ù<C>9;NOWZNNOONWNOZONONWWOOZNZOZOWWNZZWZOZNWWNWWNWZZWZZONO</C>
ù<C>10;ZZOZZZNWOWZWZNZNWZNOWWZNNNNOWOZNOWOWNZWOOOWZOWWONNON</C>
ù<C>11;ZNZNWOZNWONOOOZWNWWWZWNNNNONOZZZZZWOWOWWOZNOONZWONZW</C>
ù<C>12;NOWOOONWZZONZWOWNOOZNNZNWOZWNZOZWWWNZZWZOZZWNNOWNOWN</C>
ù<C>13;NWZWOOZNZWNWZOOOOWNZZNNONNWOZWOZWONZNWZZOWWZNOZWNWON</C>
ù<C>14;WONWOZZNZWWONZZWWOOONNZOWWNWZZNNONWOZNWZONNWOZOOZWZN</C>
ù<C>15;WWWNZNNZNNZWZONOWZNNZZZZONNOZOWOWWWONZWOZWZOONONWOWO</C>
ù<C>16;ONWZZNOZWZNNWNNOZWNZZNONZNWNNOZWNOZOWWOWOWOOZOWWOZWZ</C>
ù<C>17;WNOOWNOZZWNNNNNZOOOZNOWZWZWNNZWZWOOOWNWWONZZWZZOONWZ</C>
ù<C>18;OZOWZNWZWNNZWOWWNZNOWONWZNWWNNOZOOWZNONZWZWZONZOOOZN</C>
ù<C>19;OWOWWWWWOZWZNNWZWZWWOWNZNNOONNZONOOOZOZZZZNNWNZZNONO</C>
ù<C>20;ZWNOOWWOWNWONNZWOONZZZZWNNZNNOOWZZZWWNOWZONOOZNWNZWO</C>
ù<C>21;WOZOZZNNZWZZNNWNNNZOZNNNWZWWONOZZOOWOONWWWWZOZWWOONO</C>
ù<C>22;NWOOWNWONZNWWWWZWOZOZNNZNOZZZOZNZNWWWNONOZOONWOZNWOZ</C>
ù<C>23;OWONZOWWNNOZOZNZZWNWOOWWZWNNNNWWOZOWZNZOWZZNZOWNZOON</C>
ù<C>24;WWZOZOOWZWONONZNNOZWWZNZONNNZWWWONWZOWZWOZZONONZNWNO</C>
ù<C>25;WWWWONNNOZOONZNONWNNZWNWWZONOWOZOWOONZZZZZWNZOOWZZWN</C>
ù<C>26;OZNZZZONWONOOZNZNZWZWWNONOWWWNZOONNWZONZWOZWNZNOWWOW</C>
ù<C>27;ZNWZNONZNONWWOWNZNWONWNWZZWOOOWZZOOWZZWOZNNONWZOONZW</C>
ù<C>28;OZNOZZZONONWOZWOONZONWNONWZOWZNZNZNOWNWOZZWWOWZWNWWN</C>
ù<C>ZZZ</C>
ù</CARDS>
ù<NAMES>
ù<N>Melis Raoul-Raedschelders Manu 45,83%;1</N>
ù<N>Peeters Klaar-Drossaert Paul 46,17%;31</N>
ù<N>van Heugten Toon-Aerts Nora 63,39%;2</N>
ù<N>Herregods Pieter-Leppens Gunter 49,23%;32</N>
ù<N>Roels Jo-Van Kerckhoven Anne-mie 42,56%;3</N>
ù<N>Bye 0%;33</N>
ù<N>Gommeren Gemma-Mertens Alfons 49,49%;4</N>
ù<N>Haagdorens Ludo-Haagdorens Jozef 54,34%;34</N>
ù<N>Van Watermeulen Nicole-Beyers Greta 38,52%;5</N>
ù<N>Kuijper Leo-Peeters Ilse 52,55%;35</N>
ù<N>Roelans Chris-Van Uffel Jeannine 58,04%;6</N>
ù<N>Van Meir Frans-Van Overloop Mieke 39,03%;36</N>
ù<N>Roelans Frank-Weymans Marie-Jose 47,32%;7</N>
ù<N>Cleiren Suzanne-Goris Mieke 40,31%;37</N>
ù<N>Croes Guido-Craeybeckx Luc 55,95%;8</N>
ù<N>Moriaux Paul-Van Cle Tine 52,3%;38</N>
ù<N>Von den Busch Marcel-De Crom Gilbert 50,89%;9</N>
ù<N>Gielen Steven-Magerman Bart 66,07%;39</N>
ù<N>ZZZ</N>
ù</NAMES>
ù<EVALUATION>
ù<E>1;12872BB55812872BB558</E>
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ù</EVALUATION>
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ùù