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>
ùKnokke *** ClubTornooi *** 3 giften per ronde *** 13/04/2026
ùTop: 14 paren: 17 giften: 27
ù gedrukt op: 14/04/2026
ù paar naam ptn % CP #gft ronde1 ronde2 ronde3 ronde4 ronde5 ronde6 ronde7 ronde8 ronde9 
ùResultaten NZ paren
ù 1( 8)Talloen Georges-Plompen Dirk 238,000000 62,9629630 32 27 28 H 31 H 22 H 30 H 31 H 32 H 20 H 26 H 18 H 
ù 2( 2)Indekeu Paul-Moreeuw Danny 225,000000 59,5238100 24 27 21 B 17 B 17 B 33 B 16 B 32 B 40 B 26 B 23 B 
ù 3( 4)Van Hyfte Erik-Naulaerts Eddy 207,000000 54,7619050 1 27 27 D 20 D 29 D 26 D 13 D 10 D 33 D 26 D 23 D 
ù 4( 6)Calliau Simonne-T'jampens Lie 192,000000 50,7936510 1 27 29 F 22 F 27 F 18 F 13 F 22 F 29 F 20 F 12 F 
ù 5( 7)Gilbert Mia-Verbeke Eric 183,000000 48,4126980 1 27 22 G 17 G 25 G 12 G 26 G 13 G 33 G 20 G 15 G 
ù 6( 3)Goethals Chris-De Muelenaere 160,000000 42,3280420 1 27 17 C 5 C 20 C 27 C 2 C 12 C 24 C 30 C 23 C 
ù 7( 5)Hillewaere Jeaninne-Lierman J 155,000000 41,0052910 1 27 27 E 14 E 17 E 9 E 21 E 27 E 12 E 11 E 17 E 
ù 8( 1)Declercq Lut-Vanderhulst Clau 152,000000 40,2116400 1 27 8 A 8 A 27 A 17 A 16 A 12 A 29 A 22 A 13 A 
ù_________________________________________________________
ùResultaten OW paren
ù 1( 32)Schiltz Bart-Sonneville Arlet 213,000000 63,3928570 36 24 21 b 37 c 13 d 33 e 29 f 29 g 22 h 29 a 
ù 2( 38)Schols Huub-Vermeulen Ronald 189,000000 56,2500000 27 24 14 h 15 a 9 b 40 c 32 d 30 e 22 f 27 g 
ù 3( 37)Eeman Anne-Marie-De La Ruelle 182,000000 54,1666670 18 24 20 g 11 h 25 a 26 b 30 c 9 d 31 e 30 f 
ù 4( 39)Lamote Paul-Lievens Guido 177,000000 52,6785710 1 24 34 a 25 b 15 c 29 d 15 e 13 f 22 g 24 h 
ù 5( 31)Hannon Hugo-Lievens Lieven 163,000000 48,5119050 1 24 34 a 25 b 22 c 16 d 21 e 20 f 9 g 16 h 
ù 6( 33)Savels Rita-Hannon Martine 161,000000 47,9166670 1 24 25 c 22 d 25 e 24 f 16 g 10 h 20 a 19 b 
ù 7( 36)Colin Andre-Hens Guido 153,000000 45,5357140 1 24 13 f 25 g 20 h 26 a 10 b 18 c 16 d 25 e 
ù 8( 34)Wentein Martine-Bruggeman Kar 147,000000 43,7500000 1 24 15 d 28 e 15 f 30 g 11 h 13 a 16 b 19 c 
ù 9( 35)Decorte Rita-Van Sande Rudy 127,000000 37,7976190 1 24 15 e 20 f 17 g 12 h 30 a 2 b 12 c 19 d 
ù_________________________________________________________
ùgemiddelde per ronde: 21
ùgemaakt met messerbridge versie 7.0.2.0.
ùZZZ
ù</UITSLAG>
ù<RESULTS>
ù<R>17 17 9 3 0 14</R>
ù<R> 1 -150 1 13 1 2 O2N+1uh4</R>
ù<R> 1 -120 7 7 3 6 O2N=uh4</R>
ù<R> 1 100 14 0 5 10 O4S-2ur9</R>
ù<R> 1 50 12 2 7 14 O2N-1uh4</R>
ù<R> 1 -120 7 7 9 18 O2N=uh3</R>
ù<R> 1 -150 1 13 11 4 O2N+1uh4</R>
ù<R> 1 -120 7 7 13 8 O2N=uh4</R>
ù<R> 1 -120 7 7 15 12 O2N=us2</R>
ù<R> 1 -2 0 0 17 16 B</R>
ù<R> 2 -300 1 13 1 2 Z3N-3uk10</R>
ù<R> 2 110 5 9 3 6 Z2R+1uk9</R>
ù<R> 2 120 10 4 5 10 Z2N=uk10</R>
ù<R> 2 120 10 4 7 14 Z2N=uk10</R>
ù<R> 2 150 14 0 9 18 O2S-3uhA</R>
ù<R> 2 120 10 4 11 4 Z2N=us8</R>
ù<R> 2 110 5 9 13 8 Z3R=us8</R>
ù<R> 2 -300 1 13 15 12 Z3N-3uk10</R>
ù<R> 2 -2 0 0 17 16 B</R>
ù<R> 3 -90 6 8 1 2 W1N=uk3</R>
ù<R> 3 100 11 3 3 6 O2H-1uk8</R>
ù<R> 3 -90 6 8 5 10 W1N=uk6</R>
ù<R> 3 100 11 3 7 14 W1N-1uk10</R>
ù<R> 3 -90 6 8 9 18 W1N=uk3</R>
ù<R> 3 -110 2 12 11 4 O2H=usH</R>
ù<R> 3 -120 0 14 13 8 W2N=uk3</R>
ù<R> 3 140 14 0 15 12 Z2S+1uk2</R>
ù<R> 3 -2 0 0 17 16 B</R>
ù<R> 4 -200 3 11 1 18 Z3N-2uhH</R>
ù<R> 4 -200 3 11 3 4 N3R-2ur2</R>
ù<R> 4 -200 3 11 5 8 Z2S-2uhH</R>
ù<R> 4 110 12 2 7 12 N3K=ur6</R>
ù<R> 4 -200 3 11 9 16 Z3S-2uhH</R>
ù<R> 4 90 10 4 11 2 N2R=ur3</R>
ù<R> 4 120 14 0 13 6 N2N=uh2</R>
ù<R> 4 -100 8 6 15 10 Z3N-1uhH</R>
ù<R> 4 -2 0 0 17 14 B</R>
ù<R> 5 -140 4 10 1 18 W2H+1us3</R>
ù<R> 5 -100 10 4 3 4 Z3H-1usV</R>
ù<R> 5 100 12 2 5 8 W2H-2usV</R>
ù<R> 5 -530 0 14 7 12 W3H!=usV</R>
ù<R> 5 -110 8 6 9 16 W2H=urA</R>
ù<R> 5 -140 4 10 11 2 W3H=usV</R>
ù<R> 5 -140 4 10 13 6 W2H+1usV</R>
ù<R> 5 300 14 0 15 10 W3H!-2usV</R>
ù<R> 5 -2 0 0 17 14 B</R>
ù<R> 6 430 1 13 1 18 N3N+1uh6</R>
ù<R> 6 460 8 6 3 4 N3N+2uh5</R>
ù<R> 6 460 8 6 5 8 N3N+2ur5</R>
ù<R> 6 490 14 0 7 12 Z3N+3uh3</R>
ù<R> 6 430 1 13 9 16 Z3N+1uh4</R>
ù<R> 6 460 8 6 11 2 N3N+2uh6</R>
ù<R> 6 460 8 6 13 6 N3N+2uh6</R>
ù<R> 6 460 8 6 15 10 N3N+2uh2</R>
ù<R> 6 -2 0 0 17 14 B</R>
ù<R> 7 600 7 7 1 16 N3N=uh3</R>
ù<R> 7 600 7 7 3 2 N3N=uk7</R>
ù<R> 7 -100 1 13 5 6 N3N-1ur8</R>
ù<R> 7 600 7 7 7 10 N3N=uh6</R>
ù<R> 7 -100 1 13 9 14 N3N-1us2</R>
ù<R> 7 630 13 1 11 18 N3N+1us2</R>
ù<R> 7 630 13 1 13 4 N3N+1uk7</R>
ù<R> 7 600 7 7 15 8 N3N=us3</R>
ù<R> 7 -2 0 0 17 12 B</R>
ù<R> 8 480 14 0 1 16 Z4S+2urH</R>
ù<R> 8 420 4 10 3 2 N4S=uhB</R>
ù<R> 8 450 10 4 5 6 N4S+1ur3</R>
ù<R> 8 450 10 4 7 10 N4S+1uhB</R>
ù<R> 8 420 4 10 9 14 N4S=ur6</R>
ù<R> 8 420 4 10 11 18 N4S=ur3</R>
ù<R> 8 -100 0 14 13 4 N6S-2uh6</R>
ù<R> 8 450 10 4 15 8 N4S+1uh7</R>
ù<R> 8 -2 0 0 17 12 B</R>
ù<R> 9 -620 6 8 1 16 W4S=uk3</R>
ù<R> 9 -620 6 8 3 2 W4S=urA</R>
ù<R> 9 -620 6 8 5 6 W4S=urA</R>
ù<R> 9 -620 6 8 7 10 W4S=uk6</R>
ù<R> 9 -620 6 8 9 14 W4S=uh7</R>
ù<R> 9 -300 12 2 11 18 N5R!-2usA</R>
ù<R> 9 -650 0 14 13 4 W4S+1uh6</R>
ù<R> 9 100 14 0 15 8 W5S-1urA</R>
ù<R> 9 -2 0 0 17 12 B</R>
ù<R>10 -660 3 11 1 14 W3N+2uk2</R>
ù<R>10 -630 8 6 3 18 W3N+1uh3</R>
ù<R>10 -660 3 11 5 4 W3N+2uh6</R>
ù<R>10 -600 13 1 7 8 W3N=uh3</R>
ù<R>10 -600 13 1 9 12 W3N=uh3</R>
ù<R>10 -690 0 14 11 16 W3N+3uh6</R>
ù<R>10 -630 8 6 13 2 W3N+1uh3</R>
ù<R>10 -630 8 6 15 6 W3N+1uh2</R>
ù<R>10 -2 0 0 17 10 B</R>
ù<R>11 -50 7 7 1 14 N3N-1uk10</R>
ù<R>11 -50 7 7 3 18 N3H-1us4</R>
ù<R>11 -100 2 12 5 4 N4H-2uk5</R>
ù<R>11 -50 7 7 7 8 N4H-1urA</R>
ù<R>11 -110 0 14 9 12 O2S=uh9</R>
ù<R>11 -50 7 7 11 16 N3H-1us4</R>
ù<R>11 80 12 2 13 2 N1H=uk8</R>
ù<R>11 140 14 0 15 6 N2H+1us2</R>
ù<R>11 -2 0 0 17 10 B</R>
ù<R>12 680 7 7 1 14 N4S+2ur6</R>
ù<R>12 300 2 12 3 18 O5K!-2uhH</R>
ù<R>12 100 0 14 5 4 O5K-2usA</R>
ù<R>12 680 7 7 7 8 Z4S+2ukA</R>
ù<R>12 500 4 10 9 12 W6K!-3uhA</R>
ù<R>12 1190 13 1 11 16 N4S!+2ur6</R>
ù<R>12 1190 13 1 13 2 N4S!+2ur6</R>
ù<R>12 710 10 4 15 6 Z4S+3ukA</R>
ù<R>12 -2 0 0 17 10 B</R>
ù<R>13 230 0 14 1 12 Z3S+3ukA</R>
ù<R>13 680 9 5 3 16 Z5S+1ukA</R>
ù<R>13 680 9 5 5 2 Z4S+2ukA</R>
ù<R>13 680 9 5 7 6 Z4S+2ukA</R>
ù<R>13 680 9 5 9 10 Z5S+1ukA</R>
ù<R>13 650 2 12 11 14 Z4S+1ukA</R>
ù<R>13 680 9 5 13 18 Z4S+2ukA</R>
ù<R>13 680 9 5 15 4 Z4S+2ukA</R>
ù<R>13 -2 0 0 17 8 B</R>
ù<R>14 -200 14 0 1 12 O3S+2ukA</R>
ù<R>14 -420 10 4 3 16 W4S=ukV</R>
ù<R>14 -450 3 11 5 2 O4S+1ukA</R>
ù<R>14 -450 3 11 7 6 O5S=ukH</R>
ù<R>14 -420 10 4 9 10 O4S=ur10</R>
ù<R>14 -420 10 4 11 14 O4S=ukA</R>
ù<R>14 -450 3 11 13 18 O4S+1ukA</R>
ù<R>14 -450 3 11 15 4 O5S=ukH</R>
ù<R>14 -2 0 0 17 8 B</R>
ù<R>15 -200 2 12 1 12 Z4S-2uk10</R>
ù<R>15 250 14 0 3 16 W4H-5usA</R>
ù<R>15 -130 8 6 5 2 O3K+1uh7</R>
ù<R>15 -130 8 6 7 6 O4K=uh3</R>
ù<R>15 -130 8 6 9 10 O4K=urA</R>
ù<R>15 -400 0 14 11 14 W3N=ur2</R>
ù<R>15 -130 8 6 13 18 O4K=us9</R>
ù<R>15 -130 8 6 15 4 O4K=us5</R>
ù<R>15 -2 0 0 17 8 B</R>
ù<R>16 -50 5 9 1 10 N3N-1ur3</R>
ù<R>16 400 12 2 3 14 N3N=ur5</R>
ù<R>16 400 12 2 5 18 N3N=us10</R>
ù<R>16 -50 5 9 7 4 N3N-1ur3</R>
ù<R>16 -50 5 9 9 8 N3N-1ur5</R>
ù<R>16 400 12 2 11 12 N3N=ur8</R>
ù<R>16 -50 5 9 13 16 N4H-1us10</R>
ù<R>16 -100 0 14 15 2 N3N-2ur2</R>
ù<R>16 -2 0 0 17 6 B</R>
ù<R>17 -110 0 14 1 10 O2H=uk2</R>
ù<R>17 -50 2 12 3 14 N4S-1ur2</R>
ù<R>17 90 8 6 5 18 Z2R=uh2</R>
ù<R>17 170 12 2 7 4 Z3S+1uh2</R>
ù<R>17 50 5 9 9 8 O2S-1uk3</R>
ù<R>17 50 5 9 11 12 O2H-1usV</R>
ù<R>17 100 10 4 13 16 O2H-2uk3</R>
ù<R>17 500 14 0 15 2 O4H!-3usV</R>
ù<R>17 -2 0 0 17 6 B</R>
ù<R>18 -140 7 7 1 10 W3S=uk9</R>
ù<R>18 -170 2 12 3 14 W3S+1uhA</R>
ù<R>18 -140 7 7 5 18 W3S=uk6</R>
ù<R>18 50 12 2 7 4 W4S-1ur3</R>
ù<R>18 -150 4 10 9 8 W1N+2uk9</R>
ù<R>18 50 12 2 11 12 W4H-1uk9</R>
ù<R>18 -420 0 14 13 16 W4S=uk6</R>
ù<R>18 50 12 2 15 2 W4S-1uk6</R>
ù<R>18 -2 0 0 17 6 B</R>
ù<R>19 0 7 7 1 8 PAS</R>
ù<R>19 100 12 2 3 12 O1N-1ur4</R>
ù<R>19 -110 0 14 5 16 O2S=uh10</R>
ù<R>19 0 7 7 7 2 PAS</R>
ù<R>19 -50 2 12 9 6 Z3R-1uk5</R>
ù<R>19 0 7 7 11 10 PAS</R>
ù<R>19 200 14 0 13 14 W2K-2uh4</R>
ù<R>19 0 7 7 15 18 PAS</R>
ù<R>19 -2 0 0 17 4 B</R>
ù<R>20 100 13 1 1 8 W6H-1uk9</R>
ù<R>20 -680 6 8 3 12 W5H+1uk9</R>
ù<R>20 -1460 0 14 5 16 W6H+1uk9</R>
ù<R>20 -650 10 4 7 2 O4H+1usH</R>
ù<R>20 100 13 1 9 6 W6H-1uk9</R>
ù<R>20 -680 6 8 11 10 W5H+1usV</R>
ù<R>20 -680 6 8 13 14 W4H+2us2</R>
ù<R>20 -1430 2 12 15 18 W6H=uk9</R>
ù<R>20 -2 0 0 17 4 B</R>
ù<R>21 50 9 5 1 8 O1K-1ur4</R>
ù<R>21 100 14 0 3 12 O2N-2uhV</R>
ù<R>21 -70 2 12 5 16 O1K=uh5</R>
ù<R>21 50 9 5 7 2 O1K-1uhV</R>
ù<R>21 -70 2 12 9 6 O1K=ur4</R>
ù<R>21 50 9 5 11 10 O1N-1uk3</R>
ù<R>21 -70 2 12 13 14 O1R=uhV</R>
ù<R>21 50 9 5 15 18 O1K-1uhV</R>
ù<R>21 -2 0 0 17 4 B</R>
ù<R>22 -50 9 5 1 6 N3R-1uh10</R>
ù<R>22 110 12 2 3 10 N2S=uh10</R>
ù<R>22 -300 0 14 5 14 N3S!-2uh10</R>
ù<R>22 -100 6 8 7 18 N3S!-1uh10</R>
ù<R>22 -150 2 12 9 4 N3S-3uh10</R>
ù<R>22 -50 9 5 11 8 N3R-1uh10</R>
ù<R>22 -140 4 10 13 12 W3H=uk10</R>
ù<R>22 200 14 0 15 16 W4H-2uk10</R>
ù<R>22 -2 0 0 17 2 B</R>
ù<R>23 90 5 9 1 6 Z1N=ur10</R>
ù<R>23 150 14 0 3 10 Z1N+2ur10</R>
ù<R>23 -100 0 14 5 14 Z1N-1ur10</R>
ù<R>23 90 5 9 7 18 Z1N=ur10</R>
ù<R>23 90 5 9 9 4 Z1N=ur10</R>
ù<R>23 100 10 4 11 8 O1N-1ukB</R>
ù<R>23 90 5 9 13 12 Z1N=ur10</R>
ù<R>23 120 12 2 15 16 Z1N+1usV</R>
ù<R>23 -2 0 0 17 2 B</R>
ù<R>24 -430 8 6 1 6 O3N+1usV</R>
ù<R>24 50 14 0 3 10 O3N-1usV</R>
ù<R>24 -400 12 2 5 14 W5R=uk7</R>
ù<R>24 -460 2 12 7 18 O3N+2uh4</R>
ù<R>24 -460 2 12 9 4 O3N+2uh4</R>
ù<R>24 -430 8 6 11 8 O3N+1us4</R>
ù<R>24 -430 8 6 13 12 O3N+1usV</R>
ù<R>24 -460 2 12 15 16 O3N+2uk10</R>
ù<R>24 -2 0 0 17 2 B</R>
ù<R>25 -110 1 13 1 4 O3K=uh7</R>
ù<R>25 90 10 4 3 8 Z2R=us10</R>
ù<R>25 90 10 4 5 12 Z2R=us10</R>
ù<R>25 -50 5 9 7 16 N3H-1usH</R>
ù<R>25 100 14 0 9 2 W4K-1uhA</R>
ù<R>25 -110 1 13 11 6 O3K=uh2</R>
ù<R>25 90 10 4 13 10 Z2R=uk5</R>
ù<R>25 -50 5 9 15 14 Z3R-1us10</R>
ù<R>25 -2 0 0 17 18 B</R>
ù<R>26 600 11 3 1 4 Z3N=us2</R>
ù<R>26 110 6 8 3 8 Z1R+2uh9</R>
ù<R>26 120 8 6 5 12 N1N+1uk5</R>
ù<R>26 100 4 10 7 16 W2H-1us3</R>
ù<R>26 -100 1 13 9 2 Z3N-1uh9</R>
ù<R>26 600 11 3 11 6 N3N=uk4</R>
ù<R>26 -100 1 13 13 10 N3S-1uh8</R>
ù<R>26 800 14 0 15 14 W2S!-3uhB</R>
ù<R>26 -2 0 0 17 18 B</R>
ù<R>27 -180 1 13 1 4 W1N+3us2</R>
ù<R>27 -140 10 4 3 8 W2H+1urV</R>
ù<R>27 -170 6 8 5 12 W2H+2ur7</R>
ù<R>27 -180 1 13 7 16 W1N+3us2</R>
ù<R>27 -170 6 8 9 2 W2H+2ur7</R>
ù<R>27 -170 6 8 11 6 W2H+2urV</R>
ù<R>27 50 14 0 13 10 W1N-1ur7</R>
ù<R>27 -110 12 2 15 14 W2H=uh10</R>
ù<R>27 -2 0 0 17 18 B</R>
ù<R>ZZZ</R>
ù</RESULTS>
ù<CARDS>
ù<C>1;ZOOOOZWWNNNZZZNOZWZNOOOZWNOWOZWZNWZNNNNOZOOWWWWNWNZW</C>
ù<C>2;ZNNZOOWNWOOZOZZNWONWNWONOZNWWZZONZOZNONOWOZWWWZWZWNN</C>
ù<C>3;WZZNWOOONZNZOOWWZZZNNWONOOZNWZOZZWNOOWWNWNWONZONWZNW</C>
ù<C>4;ZZOZWOZZWWOWOOWWZOWWNZNNZONWNWZWZNONZOOONNNOWNWZZONN</C>
ù<C>5;OWNNNOOZNWWNOWZZWWWOOZZOZWNOZNNOOOZZWWZWNWZNZWNNONZO</C>
ù<C>6;NNOWNWZNWZNOONZWNZONWOOWWOOZONZZWWNOWZONZZOZZWWWNNZO</C>
ù<C>7;NOWNZOWZZNONOZNNWWWZZONOOZNONZOWOWZWNWZZWOZWNOOWWZNN</C>
ù<C>8;NNNNZNWZZWWZZWZZOOWOWNOZOONWWZONWWOOZONNNWZONOZOWZNW</C>
ù<C>9;OWOZZOWZWWZOWOWZWZOONNONWNNWNZZZNNOOZNZWNOWZWNWNZONO</C>
ù<C>10;NOOZOZNONZZWWONWZZWNONZWNOOWOOONOWZNWZZWZNOWWWNWNZZN</C>
ù<C>11;NOWZZONZWWOWONNNOOZONZZWNOONWWZOWZNZNZWZNWWONOOZNZWW</C>
ù<C>12;ZNNOOOZNNWZNZNZWNNNWZONOWZZWZNZWZWOWZWZWWONOONOWWOOO</C>
ù<C>13;ZNZWZZNWZONZZZZNWWNOZWWOONNZOZNOONNWNWOWWWNOOZOOWOWN</C>
ù<C>14;OWNWZZOOWOOZWOWNWNWNWZZZOWWNOOZOWNZNWNNZZNNOZZONWOZN</C>
ù<C>15;NZOZOZNWZWWZNONOZNNWZWZWZWZWNNOWOZWZNWNOOOOWNWONOONZ</C>
ù<C>16;ZWNNONWZZZWWONNNZWOZWZOWNONWONOWONNOZOWNWZOZOWZNOZWZ</C>
ù<C>17;ONZZNWZWNWNNOONONOWONNOWZWZOZOZNWZZWONOWNZWZNOWWZWZO</C>
ù<C>18;WOONZOOWNWNWWNWZOZNZOOWNZZZNOZZZZNOWONWWWZWWNOONNONZ</C>
ù<C>19;WNOZWOWZNWZWNOOWNZWNONONZWZNOZOZONWZZWNZWNNOWOOZWONZ</C>
ù<C>20;ZZNNONZNNWZZNOWWOWWNOOOZNWOOONZWONWWNNZWZWOZNWZOZWZO</C>
ù<C>21;OZWOZNWWNNOZONOZZWZNNWONWOONOZOWWNZNZWWOZNZONWWOZWZN</C>
ù<C>22;ONNOWNNOWNOZNWWWZOZNOWWZWZZNNWOZNZOONNOOZZWNWWOZZOZW</C>
ù<C>23;NZWWONZOONWNZOZOWNNZONWOWWZZONWWWONWOZNOZWZZNZNOOZNW</C>
ù<C>24;OOZNZWNNOOZNNNONOZNZZWWZOWWWONWWNZNOONWOWZWZZZNWWOOZ</C>
ù<C>25;ZOOZWNONOZWNONNOOZWNZNWWNZOZWZNZONNZOZOOZWWZWONWWWNW</C>
ù<C>26;WZNZNOWZZWWNWZOONZWWWNOWZONONWONZWOZZNZNZONOWOZNOONW</C>
ù<C>27;WNOOOWWZZZNNNZWZWNOZNOOOWOWZNNZONNZWWOWWONOWZZWZNONZ</C>
ù<C>ZZZ</C>
ù</CARDS>
ù<NAMES>
ù<N>Declercq Lut-Vanderhulst Claudine 40,21%;1</N>
ù<N>Hannon Hugo-Lievens Lieven 48,51%;31</N>
ù<N>Indekeu Paul-Moreeuw Danny 59,52%;2</N>
ù<N>Schiltz Bart-Sonneville Arlette 63,39%;32</N>
ù<N>Goethals Chris-De Muelenaere Anne-sophi 42,33%;3</N>
ù<N>Savels Rita-Hannon Martine 47,92%;33</N>
ù<N>Van Hyfte Erik-Naulaerts Eddy 54,76%;4</N>
ù<N>Wentein Martine-Bruggeman Karoline 43,75%;34</N>
ù<N>Hillewaere Jeaninne-Lierman Jean-Marie 41,01%;5</N>
ù<N>Decorte Rita-Van Sande Rudy 37,8%;35</N>
ù<N>Calliau Simonne-T'jampens Lieve 50,79%;6</N>
ù<N>Colin Andre-Hens Guido 45,54%;36</N>
ù<N>Gilbert Mia-Verbeke Eric 48,41%;7</N>
ù<N>Eeman Anne-Marie-De La Ruelle Hugo 54,17%;37</N>
ù<N>Talloen Georges-Plompen Dirk 62,96%;8</N>
ù<N>Schols Huub-Vermeulen Ronald 56,25%;38</N>
ù<N>Bye 0%;9</N>
ù<N>Lamote Paul-Lievens Guido 52,68%;39</N>
ù<N>ZZZ</N>
ù</NAMES>
ù<EVALUATION>
ù<E>1;66745776986674577697</E>
ù<E>2;89968434738996843473</E>
ù<E>3;87777566658777756666</E>
ù<E>4;76877664357687766566</E>
ù<E>5;64784685476568568548</E>
ù<E>6;BABCC23211BABCC23211</E>
ù<E>7;89879445648987944564</E>
ù<E>8;A569927633A569927643</E>
ù<E>9;33945AA49833945AA498</E>
ù<E>10;4534398A994424398A9A</E>
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ù</DOCUMENT>
ùù