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>
ùBC Pieterman *** ClubTornooi *** 4 giften per ronde *** 25/01/2024
ùTop: 14 paren: 16 giften: 28
ù gedrukt op: 25/01/2024
ù paar naam ptn % CP #gft ronde1 ronde2 ronde3 ronde4 ronde5 ronde6 ronde7 
ùResultaten NZ paren
ù 1( 6)VAN DEN BROECK JEF-THEUNIS MONIQUE 248,0 63,27 32 28 37 F 17 F 46 F 52 F 37 F 30 F 29 F 
ù 2( 1)DEBAILLE JEAN-WALDER FERNAND 246,0 62,76 24 28 21 A 33 A 42 A 37 A 40 A 43 A 30 A 
ù 3( 4)OOMS MARC-BYLEMANS WILFRIED 226,0 57,65 1 28 25 D 40 D 36 D 41 D 35 D 24 D 25 D 
ù 4( 5)VANDEBEEK GUIDO-Van OVERWALLE Greetje 178,0 45,41 1 28 19 E 26 E 25 E 22 E 31 E 39 E 16 E 
ù 5( 7)ROMAIN HERMINE-SCHOCKAERT ERNEST 177,0 45,15 1 28 26 G 23 G 22 G 13 G 48 G 26 G 19 G 
ù 6( 3)NOUWKENS JAN-OYEN ERIC 172,0 43,88 1 28 28 C 25 C 25 C 23 C 33 C 13 C 25 C 
ù 7( 2)DE CUYPER FRANS-INDESTEEGE JOSKE 164,0 41,84 1 28 8 B 22 B 15 B 32 B 28 B 24 B 35 B 
ù 8( 8)PHILIPSEN PETER-VANHOOYMISSEN LIEVE 157,0 40,05 1 28 29 H 28 H 28 H 18 H 12 H 29 H 13 H 
ù_________________________________________________________
ùResultaten OW paren
ù 1( 35)SALIEN RUDY-VANDEGINSTE VERA 247,0 63,01 32 28 37 e 39 f 34 g 19 a 44 h 43 c 31 d 
ù 2( 38)NIJSTEN MARC-KERKHOFS Hilde 219,0 55,87 24 28 27 h 31 c 31 e 43 g 28 b 32 d 27 f 
ù 3( 37)ALMAND PHIL-DALTON CHRIS 208,0 53,06 1 28 30 g 23 a 41 b 33 c 21 d 17 e 43 h 
ù 4( 32)VERBAUWEN MARIJKE-SMITS RUDI 205,0 52,30 1 28 48 b 28 h 20 d 34 e 19 f 30 g 26 a 
ù 5( 31)GIELIS Rita-GYSELEN LUC 203,0 51,79 1 28 35 a 34 b 31 c 15 d 25 e 26 f 37 g 
ù 6( 34)MATTELAER ROOS-VAN DONGEN MARIOLA 188,0 47,96 1 28 31 d 30 e 10 f 38 h 16 a 32 b 31 c 
ù 7( 36)DEMARET ANNIE-VANAUTGAERDEN ALFRED 180,0 45,92 1 28 19 f 33 g 14 a 24 b 23 c 27 h 40 e 
ù 8( 33)WALDER DANY-DE PRE Luc 118,0 30,10 1 28 28 c 16 d 28 h 4 f 8 g 13 a 21 b 
ù_________________________________________________________
ùgemiddelde per ronde: 28
ùgemaakt met messerbridge versie 7.0.3.4.
ùZZZ
ù</UITSLAG>
ù<RESULTS>
ù<R>16 0 7 4 0 14</R>
ù<R> 1 -140 7 7 1 2 O2H+1uk7</R>
ù<R> 1 -140 7 7 3 6 O3H=uh3</R>
ù<R> 1 -420 0 14 5 10 O4H=uk3</R>
ù<R> 1 50 13 1 7 14 O4H-1uh9</R>
ù<R> 1 -170 4 10 9 4 O2H+2uh3</R>
ù<R> 1 0 10 4 11 8 PAS</R>
ù<R> 1 50 13 1 13 12 O4H-1uh9</R>
ù<R> 1 -200 2 12 15 16 N3N-4uhV</R>
ù<R> 2 -140 6 8 1 2 O2S+1uhA</R>
ù<R> 2 -100 12 2 3 6 N2H-1us8</R>
ù<R> 2 -140 6 8 5 10 W2S+1uh6</R>
ù<R> 2 -200 2 12 7 14 N2H-2uk7</R>
ù<R> 2 -110 10 4 9 4 W2S=us3</R>
ù<R> 2 100 14 0 11 8 W2N-2uk5</R>
ù<R> 2 -400 0 14 13 12 W3N=usH</R>
ù<R> 2 -140 6 8 15 16 O3S=uhA</R>
ù<R> 3 170 0 14 1 2 Z3R+3uk6</R>
ù<R> 3 200 3 11 3 6 W5K!-1urA</R>
ù<R> 3 200 3 11 5 10 W6K-2urA</R>
ù<R> 3 420 12 2 7 14 Z5R+1ukA</R>
ù<R> 3 400 8 6 9 4 Z5R=ukA</R>
ù<R> 3 920 14 0 11 8 Z6R=ukA</R>
ù<R> 3 400 8 6 13 12 Z5R=ukA</R>
ù<R> 3 400 8 6 15 16 Z5R=ukA</R>
ù<R> 4 100 8 6 1 2 O2N-1uh3</R>
ù<R> 4 200 13 1 3 6 O3N-2uh5</R>
ù<R> 4 -110 4 10 5 10 W2S=uhV</R>
ù<R> 4 100 8 6 7 14 O2N-1uhA</R>
ù<R> 4 -180 0 14 9 4 O2N+2uhA</R>
ù<R> 4 100 8 6 11 8 O2N-1uh5</R>
ù<R> 4 -150 2 12 13 12 O2N+1uhA</R>
ù<R> 4 200 13 1 15 16 W3S-2uhV</R>
ù<R> 5 -420 11 3 1 14 O4S=ur6</R>
ù<R> 5 -480 0 14 3 4 O4S+2uh8</R>
ù<R> 5 -420 11 3 5 8 O4S=ur3</R>
ù<R> 5 -460 2 12 7 16 W3N+2ur9</R>
ù<R> 5 -450 6 8 9 2 O4S+1ur3</R>
ù<R> 5 -140 14 0 11 6 O3S=uh3</R>
ù<R> 5 -450 6 8 13 10 O4S+1uh3</R>
ù<R> 5 -450 6 8 15 12 O4S+1uhH</R>
ù<R> 6 400 8 6 1 14 N3N=uk6</R>
ù<R> 6 -150 0 14 3 4 Z3N-3us2</R>
ù<R> 6 430 12 2 5 8 N3N+1us2</R>
ù<R> 6 400 8 6 7 16 N3N=uk3</R>
ù<R> 6 400 8 6 9 2 N3N=uk3</R>
ù<R> 6 460 14 0 11 6 N3N+2us8</R>
ù<R> 6 -100 2 12 13 10 Z4H-2ur4</R>
ù<R> 6 170 4 10 15 12 N2H+2uk3</R>
ù<R> 7 -630 8 6 1 14 W3N+1uh8</R>
ù<R> 7 -660 4 10 3 4 W3N+2us4</R>
ù<R> 7 -690 0 14 5 8 W3N+3uh3</R>
ù<R> 7 -660 4 10 7 16 W3N+2uh3</R>
ù<R> 7 -660 4 10 9 2 W3N+2uh3</R>
ù<R> 7 -600 11 3 11 6 W3N=us4</R>
ù<R> 7 -150 14 0 13 10 O3K+2urB</R>
ù<R> 7 -600 11 3 15 12 W3N=us4</R>
ù<R> 8 -50 6 8 1 14 Z4R-1uh7</R>
ù<R> 8 -170 4 10 3 4 W3S+1ur6</R>
ù<R> 8 -200 2 12 5 8 W3S+2ur10</R>
ù<R> 8 100 10 4 7 16 W4S!-1us7</R>
ù<R> 8 110 13 1 9 2 Z3R=usA</R>
ù<R> 8 110 13 1 11 6 Z3R=usA</R>
ù<R> 8 -420 0 14 13 10 W4S=uk2</R>
ù<R> 8 50 8 6 15 12 W3S-1ur10</R>
ù<R> 9 -1430 6 8 1 12 W6H=ukB</R>
ù<R> 9 -680 10 4 3 2 W4H+2ukB</R>
ù<R> 9 -680 10 4 5 6 W4H+2us2</R>
ù<R> 9 -1440 2 12 7 10 O6N=us3</R>
ù<R> 9 -680 10 4 9 14 W4H+2ukB</R>
ù<R> 9 -230 14 0 11 4 W3H+3ukB</R>
ù<R> 9 -1440 2 12 13 16 O6N=us3</R>
ù<R> 9 -1440 2 12 15 8 O6N=us3</R>
ù<R>10 180 14 0 1 12 N1N+3uk3</R>
ù<R>10 -110 4 10 3 2 O3K=uh6</R>
ù<R>10 -200 0 14 5 6 N1N-2ukA</R>
ù<R>10 -100 7 7 7 10 N2S-1ur9</R>
ù<R>10 100 10 4 9 14 O1N-1us4</R>
ù<R>10 170 12 2 11 4 N3S+1ukV</R>
ù<R>10 -100 7 7 13 16 Z2S-1uk4</R>
ù<R>10 -150 2 12 15 8 O1N+2uh4</R>
ù<R>11 200 10 4 1 12 Z2H+3uh7</R>
ù<R>11 90 4 10 3 2 Z1R+1uh7</R>
ù<R>11 450 14 0 5 6 Z4H+1us9</R>
ù<R>11 420 12 2 7 10 Z4H=ur7</R>
ù<R>11 170 7 7 9 14 Z2H+2us10</R>
ù<R>11 170 7 7 11 4 Z3H+1ukB</R>
ù<R>11 -100 0 14 13 16 N4H-2uk4</R>
ù<R>11 -50 2 12 15 8 Z4H-1ukV</R>
ù<R>12 600 12 2 1 12 N3N=uh6</R>
ù<R>12 -100 4 10 3 2 N4H-1urB</R>
ù<R>12 -100 4 10 5 6 Z3N-1ur5</R>
ù<R>12 -100 4 10 7 10 Z4S-1ur2</R>
ù<R>12 600 12 2 9 14 Z3N=ur2</R>
ù<R>12 -100 4 10 11 4 N3N-1uh2</R>
ù<R>12 -100 4 10 13 16 N4H-1urB</R>
ù<R>12 600 12 2 15 8 Z3N=ur4</R>
ù<R>13 100 8 6 1 10 O3K-1ur7</R>
ù<R>13 -200 0 14 3 14 N1K-2us2</R>
ù<R>13 -110 4 10 5 16 O3K=uh10</R>
ù<R>13 -110 4 10 7 8 O3K=uh10</R>
ù<R>13 110 10 4 9 12 N2R+1uhA</R>
ù<R>13 200 12 2 11 2 O4K-2uh10</R>
ù<R>13 300 14 0 13 6 W2N-3uh3</R>
ù<R>13 -110 4 10 15 4 W2H=ur2</R>
ù<R>14 50 8 6 1 10 O2R-1uhA</R>
ù<R>14 80 11 3 3 14 Z1H=us8</R>
ù<R>14 -50 5 9 5 16 Z1H-1urA</R>
ù<R>14 -100 1 13 7 8 Z2S-2urA</R>
ù<R>14 -50 5 9 9 12 N2K-1urV</R>
ù<R>14 -100 1 13 11 2 Z3N-2us8</R>
ù<R>14 100 14 0 13 6 O2R!-1us4</R>
ù<R>14 80 11 3 15 4 Z1H=urA</R>
ù<R>15 130 14 0 1 10 N2R+2uk8</R>
ù<R>15 -100 1 13 3 14 N2H-1us8</R>
ù<R>15 100 4 10 5 16 W2S-2uk10</R>
ù<R>15 120 10 4 7 8 Z2N=uk4</R>
ù<R>15 -100 1 13 9 12 Z2N-1uk4</R>
ù<R>15 120 10 4 11 2 N1N+1ur2</R>
ù<R>15 110 6 8 13 6 Z1S+1urB</R>
ù<R>15 120 10 4 15 4 Z2N=us4</R>
ù<R>16 -660 7 7 1 10 W3N+2us3</R>
ù<R>16 -690 3 11 3 14 W3N+3us2</R>
ù<R>16 -600 12 2 5 16 W3N=us2</R>
ù<R>16 -630 10 4 7 8 W3N+1us2</R>
ù<R>16 -1370 0 14 9 12 O6R=ur4</R>
ù<R>16 -660 7 7 11 2 W3N+2us2</R>
ù<R>16 -200 14 0 13 6 W3H+2ur3</R>
ù<R>16 -690 3 11 15 4 W3N+3us2</R>
ù<R>17 50 7 7 1 8 W2K-1uh10</R>
ù<R>17 200 14 0 3 12 O3N-4uh5</R>
ù<R>17 -50 2 12 5 2 N2N-1us7</R>
ù<R>17 110 12 2 7 6 N1S+1uk6</R>
ù<R>17 50 7 7 9 10 W3K-1uh10</R>
ù<R>17 -50 2 12 11 16 N2S-1uk6</R>
ù<R>17 100 10 4 13 4 W3K-2uh7</R>
ù<R>17 -50 2 12 15 14 N3S-1uk6</R>
ù<R>18 100 13 1 1 8 W4S-2ur2</R>
ù<R>18 -140 3 11 3 12 W2S+1uhA</R>
ù<R>18 -140 3 11 5 2 W1S+2uhA</R>
ù<R>18 -200 0 14 7 6 Z3H-2usA</R>
ù<R>18 -110 6 8 9 10 W1S+1ur9</R>
ù<R>18 100 13 1 11 16 W4S-2uk3</R>
ù<R>18 50 9 5 13 4 W3N-1uh2</R>
ù<R>18 50 9 5 15 14 W2N-1uhA</R>
ù<R>19 480 10 4 1 8 Z4H+2ur5</R>
ù<R>19 450 5 9 3 12 Z4S+1uhV</R>
ù<R>19 480 10 4 5 2 Z4S+2uhV</R>
ù<R>19 980 14 0 7 6 Z6S=ur10</R>
ù<R>19 450 5 9 9 10 Z4H+1uk5</R>
ù<R>19 480 10 4 11 16 Z5S+1uhV</R>
ù<R>19 -50 1 13 13 4 Z4S-1uhV</R>
ù<R>19 -50 1 13 15 14 Z6S-1uh10</R>
ù<R>20 120 10 4 1 8 Z2N=uk6</R>
ù<R>20 120 10 4 3 12 Z2N=us5</R>
ù<R>20 120 10 4 5 2 Z2N=uk4</R>
ù<R>20 600 14 0 7 6 Z3N=uk8</R>
ù<R>20 -200 1 13 9 10 N4H-2uk2</R>
ù<R>20 -100 4 10 11 16 Z2N-1uk4</R>
ù<R>20 70 6 8 13 4 Z1R=uh7</R>
ù<R>20 -200 1 13 15 14 N4S-2uk4</R>
ù<R>21 -100 14 0 1 6 Z3R-1us6</R>
ù<R>21 -170 9 5 3 16 O3H+1ur5</R>
ù<R>21 -200 4 10 5 14 O3H+2ur5</R>
ù<R>21 -140 12 2 7 4 O3H=ur10</R>
ù<R>21 -200 4 10 9 8 O3H+2ur2</R>
ù<R>21 -170 9 5 11 12 O3H+1ur10</R>
ù<R>21 -200 4 10 13 2 O3H+2ur10</R>
ù<R>21 -450 0 14 15 10 O4H+1uhA</R>
ù<R>22 150 12 2 1 6 N2N+1us10</R>
ù<R>22 110 7 7 3 16 Z3K=urA</R>
ù<R>22 170 14 0 5 14 Z3S+1urA</R>
ù<R>22 140 10 4 7 4 Z2S+1urA</R>
ù<R>22 -110 0 14 9 8 W2R+1us8</R>
ù<R>22 110 7 7 11 12 Z2S=urA</R>
ù<R>22 -50 4 10 13 2 Z3N-1urA</R>
ù<R>22 -90 2 12 15 10 W2R=us8</R>
ù<R>23 680 12 2 1 6 N4H+2uk9</R>
ù<R>23 660 10 4 3 16 N3N+2uk6</R>
ù<R>23 600 5 9 5 14 N3N=uk6</R>
ù<R>23 -100 1 13 7 4 N6H-1uk6</R>
ù<R>23 690 14 0 9 8 N3N+3uk6</R>
ù<R>23 630 8 6 11 12 N3N+1uk5</R>
ù<R>23 -100 1 13 13 2 N4H-1ur9</R>
ù<R>23 600 5 9 15 10 N3N=uk4</R>
ù<R>24 -50 5 9 1 6 N4S-1us5</R>
ù<R>24 -100 2 12 3 16 Z4H-2urA</R>
ù<R>24 -200 0 14 5 14 Z4H-4us7</R>
ù<R>24 420 13 1 7 4 Z4H=urA</R>
ù<R>24 170 8 6 9 8 Z2H+2uh8</R>
ù<R>24 420 13 1 11 12 Z4H=us8</R>
ù<R>24 200 10 4 13 2 Z2H+3ukA</R>
ù<R>24 -50 5 9 15 10 Z4H-1ukA</R>
ù<R>25 -90 5 9 1 4 O1N=us4</R>
ù<R>25 150 12 2 3 8 Z1N+2ur6</R>
ù<R>25 -150 2 12 5 12 O1N+2ur5</R>
ù<R>25 110 10 4 7 2 N1H+1ukV</R>
ù<R>25 200 14 0 9 16 O2K-2uk4</R>
ù<R>25 -180 0 14 11 10 O1N+3us2</R>
ù<R>25 -50 8 6 13 14 Z1N-1uh6</R>
ù<R>25 -90 5 9 15 6 O1K+1uk9</R>
ù<R>26 100 11 3 1 4 O3R-1ur2</R>
ù<R>26 -150 0 14 3 8 O3K+2us8</R>
ù<R>26 100 11 3 5 12 O2N-1uhB</R>
ù<R>26 -90 5 9 7 2 O1N=uh3</R>
ù<R>26 -90 5 9 9 16 O2K=uh3</R>
ù<R>26 -90 5 9 11 10 O2K=urB</R>
ù<R>26 200 14 0 13 14 O3N-2uhB</R>
ù<R>26 -90 5 9 15 6 O2K=uh4</R>
ù<R>27 -420 4 10 1 4 O4H=uk6</R>
ù<R>27 -50 10 4 3 8 N4S-1ukA</R>
ù<R>27 50 12 2 5 12 W4H-1usA</R>
ù<R>27 100 14 0 7 2 W5H-2uk8</R>
ù<R>27 -630 0 14 9 16 W3H!+1usA</R>
ù<R>27 -100 8 6 11 10 N4S!-1ukA</R>
ù<R>27 -420 4 10 13 14 W4H=usA</R>
ù<R>27 -420 4 10 15 6 O4H=uh7</R>
ù<R>28 100 10 4 1 4 O4S-2uhB</R>
ù<R>28 -170 2 12 3 8 O2S+2uhA</R>
ù<R>28 50 8 6 5 12 O3S-1uhB</R>
ù<R>28 180 12 2 7 2 N1N+3us4</R>
ù<R>28 -100 6 8 9 16 N1N-1us4</R>
ù<R>28 -140 4 10 11 10 O3S=uhB</R>
ù<R>28 -530 0 14 13 14 O3S!=uk3</R>
ù<R>28 600 14 0 15 6 Z3N=ukA</R>
ù<R>ZZZ</R>
ù</RESULTS>
ù<CARDS>
ù<C>ZZZ</C>
ù</CARDS>
ù<NAMES>
ù<N>DEBAILLE JEAN-WALDER FERNAND 62,76%;1</N>
ù<N>GIELIS Rita-GYSELEN LUC 51,79%;31</N>
ù<N>DE CUYPER FRANS-INDESTEEGE JOSKE 41,84%;2</N>
ù<N>VERBAUWEN MARIJKE-SMITS RUDI 52,3%;32</N>
ù<N>NOUWKENS JAN-OYEN ERIC 43,88%;3</N>
ù<N>WALDER DANY-DE PRE Luc 30,1%;33</N>
ù<N>OOMS MARC-BYLEMANS WILFRIED 57,65%;4</N>
ù<N>MATTELAER ROOS-VAN DONGEN MARIOLA 47,96%;34</N>
ù<N>VANDEBEEK GUIDO-Van OVERWALLE Greetje 45,41%;5</N>
ù<N>SALIEN RUDY-VANDEGINSTE VERA 63,01%;35</N>
ù<N>VAN DEN BROECK JEF-THEUNIS MONIQUE 63,27%;6</N>
ù<N>DEMARET ANNIE-VANAUTGAERDEN ALFRED 45,92%;36</N>
ù<N>ROMAIN HERMINE-SCHOCKAERT ERNEST 45,15%;7</N>
ù<N>ALMAND PHIL-DALTON CHRIS 53,06%;37</N>
ù<N>PHILIPSEN PETER-VANHOOYMISSEN LIEVE 40,05%;8</N>
ù<N>NIJSTEN MARC-KERKHOFS Hilde 55,87%;38</N>
ù<N>ZZZ</N>
ù</NAMES>
ù<EVALUATION>
ù<E>ZZZ</E>
ù</EVALUATION>
ù</DOCUMENT>
ùù