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<!--Tornooi 04/02/2022--> ù<DOCUMENT> ù<UITSLAG> ù<U>Wilg en Donk Bridgeclub *** ClubTornooi *** 4 giften per ronde *** 04/02/2022</U> ù<U>Top: 8 paren: 10 giften: 28</U> ù<U> gedrukt op: 04/02/2022</U> ù<U> paar naam ptn % CP #gft ronde1 ronde2 ronde3 ronde4 ronde5 ronde6 ronde7 </U> ù<U> 1( 2)Gielen Steven-Magerman Bart 134,0 59,82 40 28 20 B 13 E 21 b 19 d 13 a 22 c 26 D </U> ù<U> 2( 4)Both Eric-Both Peter 123,0 54,91 30 28 22 D 7 B 18 E 21 b 17 d 23 a 15 c </U> ù<U> 3( 5)Gilis Annick-Brouwers Brigitte 122,0 54,46 20 28 17 E 25 b 15 d 12 a 14 c 13 D 26 B </U> ù<U> 4( 35)De Wilde Frieda-Craeybeckx Luc 120,0 53,57 1 28 15 e 19 e 14 e 19 e 17 e 18 e 18 e </U> ù<U> 5( 3)Moriaux Paul-Moriaux Tinne 117,0 52,23 1 28 24 C 13 C 7 C 28 C 18 C 10 C 17 C </U> ù<U> 6( 33)van Heugten Toon-Aerts Nora 115,0 51,34 1 28 8 c 26 D 11 B 13 E 19 b 19 d 19 a </U> ù<U> 7( 1)De Ryck Hans-Van der Stricht Yvette 101,0 45,09 1 28 16 A 15 A 9 A 20 A 19 A 9 A 13 A </U> ù<U> 8( 31)Van Meir Frans-Van Overloop Mieke 98,0 43,75 1 28 16 a 19 c 17 D 11 B 15 E 14 b 6 d </U> ù<U> ( 34)Van Watermeulen Nicole-Beyers Greta 98,0 43,75 1 28 10 d 17 a 25 c 13 D 13 B 14 E 6 b </U> ù<U> 10( 32)Cleiren Suzanne-Van Den Eede Luc 92,0 41,07 1 28 12 b 6 d 23 a 4 c 15 D 18 B 14 E </U> ù<U>gemiddelde per ronde: 16</U> ù<U>gemaakt met messerbridge versie 7.0.2.0.</U> ù<U>ZZZ</U> ù</UITSLAG> ù<RESULTS> ù<R>10 0 7 4 0 8</R> ù<R> 1 -150 7 1 1 2 N4S-3uh6</R> ù<R> 1 -150 7 1 5 3 N5S-3urH</R> ù<R> 1 -450 4 4 9 8 W5H=ukH</R> ù<R> 1 -480 1 7 4 7 W4H+2usB</R> ù<R> 1 -480 1 7 6 10 W5H+1ukH</R> ù<R> 2 -420 2 6 1 2 O4H=urA</R> ù<R> 2 -1100 0 8 5 3 Z4R!-4us3</R> ù<R> 2 50 8 0 9 8 O4H-1usB</R> ù<R> 2 -180 6 2 4 7 O2N+2ur6</R> ù<R> 2 -400 4 4 6 10 O3N=ur9</R> ù<R> 3 80 6 2 1 2 Z1H=us6</R> ù<R> 3 -110 2 6 5 3 W3R=uk6</R> ù<R> 3 110 8 0 9 8 N2S=ur5</R> ù<R> 3 -100 4 4 4 7 Z3S!-1uhH</R> ù<R> 3 -130 0 8 6 10 W1R+3uh2</R> ù<R> 4 -660 1 7 1 2 W3N+2us10</R> ù<R> 4 -660 1 7 5 3 W3N+2us10</R> ù<R> 4 -150 6 2 9 8 W3R+2us10</R> ù<R> 4 -630 4 4 4 7 O3N+1uhB</R> ù<R> 4 -100 8 0 6 10 Z2S-1uh5</R> ù<R> 5 -480 3 5 1 8 O5S+1us2</R> ù<R> 5 -450 7 1 3 4 O4S+1uh3</R> ù<R> 5 -480 3 5 5 7 W4S+2uhB</R> ù<R> 5 -450 7 1 9 6 W4S+1urA</R> ù<R> 5 -980 0 8 2 10 W6S=urA</R> ù<R> 6 -90 5 3 1 8 O2R=us3</R> ù<R> 6 -90 5 3 3 4 O2R=us3</R> ù<R> 6 -300 2 6 5 7 N5K!-2ur5</R> ù<R> 6 -1100 0 8 9 6 N4S!-5ur6</R> ù<R> 6 100 8 0 2 10 O3R-1ukV</R> ù<R> 7 -790 0 8 1 8 O4S!=uh2</R> ù<R> 7 -170 8 0 3 4 O3S+1ukA</R> ù<R> 7 -620 5 3 5 7 O4S=ukA</R> ù<R> 7 -650 2 6 9 6 O4S+1ur2</R> ù<R> 7 -620 5 3 2 10 O4S=ukA</R> ù<R> 8 110 7 1 1 8 N2R+1ukB</R> ù<R> 8 -300 0 8 3 4 N6N!-2ukB</R> ù<R> 8 110 7 1 5 7 Z2S=uhB</R> ù<R> 8 -50 4 4 9 6 N3N-1uk6</R> ù<R> 8 -100 2 6 2 10 Z5R-2uhB</R> ù<R> 9 420 6 2 1 4 Z4H=ur3</R> ù<R> 9 450 8 0 3 2 N4S+1urA</R> ù<R> 9 200 3 5 5 6 O5R!-1ukA</R> ù<R> 9 -710 0 8 7 9 O4R!=us5</R> ù<R> 9 200 3 5 8 10 Z3H+2ur6</R> ù<R>10 -100 0 8 1 4 N3N-1ur2</R> ù<R>10 150 4 4 3 2 Z2K+3us9</R> ù<R>10 630 8 0 5 6 Z3N+1us4</R> ù<R>10 620 6 2 7 9 Z4H=uk8</R> ù<R>10 120 2 6 8 10 N2N=ur8</R> ù<R>11 170 2 6 1 4 N3H+1ur9</R> ù<R>11 450 6 2 3 2 N4H+1usB</R> ù<R>11 480 8 0 5 6 N4H+2uk5</R> ù<R>11 100 0 8 7 9 W2S!-1uh3</R> ù<R>11 420 4 4 8 10 N4H=uk5</R> ù<R>12 -170 1 7 1 4 W3S+1ukH</R> ù<R>12 500 8 0 3 2 O4S!-3ukH</R> ù<R>12 150 5 3 5 6 W4S-3ukH</R> ù<R>12 -170 1 7 7 9 O4R+2ur9</R> ù<R>12 150 5 3 8 10 O7R-3ukA</R> ù<R>13 170 4 4 1 9 N4K+2ur6</R> ù<R>13 -200 1 7 5 2 N4S-2ur6</R> ù<R>13 680 8 0 7 8 N4H+2usA</R> ù<R>13 620 6 2 4 10 N5K+1ur3</R> ù<R>13 -200 1 7 6 3 N4S-2ur3</R> ù<R>14 -50 5 3 1 9 N4H-1usV</R> ù<R>14 -100 2 6 5 2 N3N-2uk8</R> ù<R>14 -200 0 8 7 8 Z4S-4ur7</R> ù<R>14 400 8 0 4 10 N3N=uk4</R> ù<R>14 -50 5 3 6 3 N3N-1uk2</R> ù<R>15 -90 3 5 1 9 O1N=urV</R> ù<R>15 100 6 2 5 2 O4S-2urV</R> ù<R>15 140 8 0 7 8 Z2H+1us7</R> ù<R>15 -170 0 8 4 10 O3S+1urV</R> ù<R>15 -90 3 5 6 3 O1N=urV</R> ù<R>16 110 8 0 1 9 Z2H=urA</R> ù<R>16 -150 4 4 5 2 W4K+1uhB</R> ù<R>16 -50 6 2 7 8 Z3H-1uk7</R> ù<R>16 -620 0 8 4 10 W5K+1uhB</R> ù<R>16 -170 2 6 6 3 W4K+2uhB</R> ù<R>17 140 6 2 1 3 N3S=urH</R> ù<R>17 50 2 6 5 8 O3H-1ukH</R> ù<R>17 140 6 2 9 10 N2S+1urA</R> ù<R>17 -100 0 8 2 7 N4S!-1urV</R> ù<R>17 140 6 2 6 4 N3S=urV</R> ù<R>18 -480 3 5 1 3 W4S+2ur8</R> ù<R>18 -480 3 5 5 8 W4S+2ur7</R> ù<R>18 -480 3 5 9 10 W4S+2ur8</R> ù<R>18 -480 3 5 2 7 W4S+2ur8</R> ù<R>18 -200 8 0 6 4 W2S+3ur8</R> ù<R>19 -50 4 4 1 3 Z3S-1ur6</R> ù<R>19 -100 0 8 5 8 Z4S-2ur6</R> ù<R>19 110 8 0 9 10 Z2S=ur6</R> ù<R>19 -50 4 4 2 7 Z3S-1us6</R> ù<R>19 -50 4 4 6 4 Z4S-1us4</R> ù<R>20 110 6 2 1 3 N2S=uh6</R> ù<R>20 -100 2 6 5 8 N2S-1uh8</R> ù<R>20 -110 0 8 9 10 W2H=usA</R> ù<R>20 100 4 4 2 7 O3K-1uhA</R> ù<R>20 300 8 0 6 4 W3H-3uk4</R> ù<R>21 -460 0 8 1 7 W3N+2ukA</R> ù<R>21 -450 4 4 3 10 W4H+1ukH</R> ù<R>21 -450 4 4 5 4 O4H+1us10</R> ù<R>21 100 8 0 2 9 O4H-2us10</R> ù<R>21 -450 4 4 8 6 W4H+1ukA</R> ù<R>22 -650 3 5 1 7 O4H+1ukV</R> ù<R>22 -650 3 5 3 10 O4H+1uk6</R> ù<R>22 -620 8 0 5 4 O4H=ukV</R> ù<R>22 -650 3 5 2 9 O4H+1ur4</R> ù<R>22 -650 3 5 8 6 O4H+1ukV</R> ù<R>23 -90 4 4 1 7 O1N=urV</R> ù<R>23 -100 0 8 3 10 N2H-1usA</R> ù<R>23 100 8 0 5 4 W1S-1uhA</R> ù<R>23 -90 4 4 2 9 O1N=uh10</R> ù<R>23 -90 4 4 8 6 O1N=ur2</R> ù<R>24 -460 2 6 1 7 W3N+2uk4</R> ù<R>24 -400 6 2 3 10 O3N=uhV</R> ù<R>24 -130 8 0 5 4 W3R+1uh6</R> ù<R>24 -460 2 6 2 9 O3N+2uh2</R> ù<R>24 -460 2 6 8 6 O3N+2uh3</R> ù<R>25 -620 5 3 1 6 W4S=us5</R> ù<R>25 -620 5 3 5 9 W4S=urV</R> ù<R>25 -630 0 8 7 10 O3N+1uh3</R> ù<R>25 -620 5 3 4 2 W4S=us8</R> ù<R>25 -620 5 3 8 3 W4S=uh5</R> ù<R>26 -650 0 8 1 6 W4H+1uk10</R> ù<R>26 -200 4 4 5 9 W3H+2uk10</R> ù<R>26 -100 8 0 7 10 N3S-1uh6</R> ù<R>26 -200 4 4 4 2 W2H+3uk10</R> ù<R>26 -200 4 4 8 3 W3H+2uk10</R> ù<R>27 130 2 6 1 6 N2R+2us8</R> ù<R>27 150 7 1 5 9 N2R+3uh10</R> ù<R>27 130 2 6 7 10 N4K=uh6</R> ù<R>27 150 7 1 4 2 N2R+3uh10</R> ù<R>27 130 2 6 8 3 N3R+1uh6</R> ù<R>28 -130 6 2 1 6 O2R+2us4</R> ù<R>28 -400 2 6 5 9 O3N=uh2</R> ù<R>28 670 8 0 7 10 N3K!=usB</R> ù<R>28 -400 2 6 4 2 O3N=us2</R> ù<R>28 -400 2 6 8 3 O3N=us2</R> ù<R>ZZZ</R> ù</RESULTS> ù<CARDS> ù<C>ZZZ</C> ù</CARDS> ù<NAMES> ù<N>De Ryck Hans-Van der Stricht Yvette 45,09%;1</N> ù<N>Van Meir Frans-Van Overloop Mieke 43,75%;31</N> ù<N>Gielen Steven-Magerman Bart 59,82%;2</N> ù<N>Cleiren Suzanne-Van Den Eede Luc 41,07%;32</N> ù<N>Moriaux Paul-Moriaux Tinne 52,23%;3</N> ù<N>van Heugten Toon-Aerts Nora 51,34%;33</N> ù<N>Both Eric-Both Peter 54,91%;4</N> ù<N>Van Watermeulen Nicole-Beyers Greta 43,75%;34</N> ù<N>Gilis Annick-Brouwers Brigitte 54,46%;5</N> ù<N>De Wilde Frieda-Craeybeckx Luc 53,57%;35</N> ù<N>ZZZ</N> ù</NAMES> ù<EVALUATION> ù<E>ZZZ</E> ù</EVALUATION> ù</DOCUMENT> ùù