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>
ùPieterman *** ClubTornooi *** 4 giften per ronde *** 25/01/2023
ùTop: 14 paren: 17 giften: 28
ù gedrukt op: 25/01/2023
ù paar naam ptn % CP #gft ronde1 ronde2 ronde3 ronde4 ronde5 ronde6 ronde7 
ùResultaten NZ paren
ù 1( 7)VAN DEN HOVE WOUTER-JOSSAER JENS 238,0 60,71 32 28 46 G 38 G 25 G 34 G 49 G 24 G 22 G 
ù 2( 4)GROOTAERS THOMAS-ISHIDA TATSUHIRO 225,0 57,40 24 28 19 D 40 D 23 D 28 D 32 D 43 D 40 D 
ù 3( 2)MALLEGO YVETTE-VAN DEN BROECK JEF 216,0 55,10 1 28 29 B 41 B 30 B 29 B 35 B 34 B 18 B 
ù 4( 1)NIJSTEN MARC-OOMS MARC 215,0 54,85 1 28 29 A 33 A 20 A 24 A 43 A 43 A 23 A 
ù 5( 3)VERCRUYSSE PAUL-VANESSCHE ELIZE 191,0 48,72 1 28 23 C 37 C 20 C 22 C 22 C 29 C 38 C 
ù 6( 8)DEBAILLE JEAN-DEBUS ERIC 179,0 45,66 1 28 23 H 22 H 28 H 38 H 25 H 15 H 28 H 
ù 7( 5)BEERSAERTS MICHE-BELMANS MAGDA 171,0 43,62 1 28 22 E 35 E 26 E 30 E 30 E 11 E 17 E 
ù 8( 6)BORMS TINA-LEPLAT ANDRE 133,0 33,93 1 28 19 F 17 F 25 F 11 F 17 F 26 F 18 F 
ù_________________________________________________________
ùResultaten OW paren
ù 1( 36)HERROELEN PATRICK-OYEN ERIC 198,0 58,93 36 24 37 f 18 g 36 a 27 b 41 h 39 e 
ù 2( 32)WAIRY ELIANE-VERBEKE HUBERT 224,0 57,14 23 28 27 b 34 h 33 d 26 e 39 f 32 g 33 a 
ù ( 39)VANDEBEEK GUIDO-QUANTEN ERWIN 192,0 57,14 23 24 16 d 31 f 32 a 34 c 45 e 34 g 
ù 4( 35)BYLEMANS WILFRIED-PHILIPSEN PETER 178,0 52,98 1 24 34 e 39 f 31 g 31 h 27 c 16 d 
ù 5( 33)LEGRAND NIKI-VAN REMOORTEL LENA 164,0 48,81 1 24 33 c 28 h 45 f 7 g 13 a 38 b 
ù 6( 31)DE VRIENDT CHRIS-BUSSON ROGER 162,0 48,21 1 24 27 a 15 b 36 c 28 d 26 e 30 f 
ù 7( 38)LEMAITRE DIRK-DE WAELE VIVIANE 176,0 44,90 1 28 33 h 19 c 30 e 22 g 21 b 13 d 38 f 
ù 8( 37)CRAENEN MARC-MANET DANIELLE 145,0 43,15 1 24 10 g 23 a 26 b 34 c 24 d 28 h 
ù 9( 34)JACOBS Paul-VERBRUGGHE Wieland 129,0 38,39 1 24 37 d 21 e 18 h 13 a 22 b 18 c 
ù_________________________________________________________
ùgemiddelde per ronde: 28
ùgemaakt met messerbridge versie 7.0.3.0.
ùZZZ
ù</UITSLAG>
ù<RESULTS>
ù<R>17 17 7 4 0 14</R>
ù<R> 1 -50 5 9 1 2 Z4H-1usA</R>
ù<R> 1 -140 0 14 3 6 W3S=ur8</R>
ù<R> 1 -100 2 12 5 10 N5H!-1uh2</R>
ù<R> 1 50 10 4 7 14 W4S-1uh6</R>
ù<R> 1 50 10 4 9 4 W4S-1ur8</R>
ù<R> 1 100 14 0 11 18 O4S-2ur8</R>
ù<R> 1 -50 5 9 13 12 N4H-1usH</R>
ù<R> 1 50 10 4 15 16 W4S-1ur6</R>
ù<R> 1 -2 0 0 17 8 B</R>
ù<R> 2 -590 0 14 1 2 O2N!+1us6</R>
ù<R> 2 110 12 2 3 6 N2S=ukA</R>
ù<R> 2 110 12 2 5 10 N2S=ukA</R>
ù<R> 2 -90 7 7 7 14 O1N=uk3</R>
ù<R> 2 -90 7 7 9 4 O1N=uk3</R>
ù<R> 2 -100 3 11 11 18 N2S-1ukA</R>
ù<R> 2 110 12 2 13 12 N2S=ukA</R>
ù<R> 2 -100 3 11 15 16 N2S-1ukA</R>
ù<R> 2 -2 0 0 17 8 B</R>
ù<R> 3 200 14 0 1 2 O3R!-1urH</R>
ù<R> 3 -50 5 9 3 6 Z2S-1uh5</R>
ù<R> 3 130 10 4 5 10 Z3R+1uh5</R>
ù<R> 3 -100 2 12 7 14 Z2N-2uh2</R>
ù<R> 3 150 12 2 9 4 Z2N+1us3</R>
ù<R> 3 -150 0 14 11 18 Z2N-3uh2</R>
ù<R> 3 110 8 6 13 12 Z2S=uk4</R>
ù<R> 3 -50 5 9 15 16 Z4R-1uh6</R>
ù<R> 3 -2 0 0 17 8 B</R>
ù<R> 4 200 10 4 1 2 W2N-2usH</R>
ù<R> 4 -200 1 13 3 6 N3S-2uhH</R>
ù<R> 4 110 5 9 5 10 N2S=uhH</R>
ù<R> 4 800 13 1 7 14 W4K!-3usH</R>
ù<R> 4 -200 1 13 9 4 N4S-2us8</R>
ù<R> 4 140 8 6 11 18 N3S=us10</R>
ù<R> 4 800 13 1 13 12 W4K!-3ur9</R>
ù<R> 4 110 5 9 15 16 N2S=uk3</R>
ù<R> 4 -2 0 0 17 8 B</R>
ù<R> 5 620 10 4 1 14 N4S=uhA</R>
ù<R> 5 170 2 12 3 4 N3S+1uhA</R>
ù<R> 5 620 10 4 5 8 N4S=uhA</R>
ù<R> 5 620 10 4 7 16 N4S=uhA</R>
ù<R> 5 620 10 4 9 2 N4S=uhA</R>
ù<R> 5 180 4 10 11 6 Z2N+2uh10</R>
ù<R> 5 620 10 4 13 10 N4S=uhA</R>
ù<R> 5 -100 0 14 15 12 N4S-1uh6</R>
ù<R> 5 -2 0 0 17 18 B</R>
ù<R> 6 -100 7 7 1 14 Z3K-2ur9</R>
ù<R> 6 100 12 2 3 4 W2H-1uk2</R>
ù<R> 6 100 12 2 5 8 O3S-1ukA</R>
ù<R> 6 100 12 2 7 16 W3N-1uk2</R>
ù<R> 6 -110 4 10 9 2 O1R+2ukA</R>
ù<R> 6 -150 0 14 11 6 W2N+1us5</R>
ù<R> 6 -140 2 12 13 10 W2H+1uk2</R>
ù<R> 6 -100 7 7 15 12 Z3K-2ur9</R>
ù<R> 6 -2 0 0 17 18 B</R>
ù<R> 7 170 4 10 1 14 Z3S+1uhA</R>
ù<R> 7 620 9 5 3 4 Z4S=uk5</R>
ù<R> 7 650 13 1 5 8 N4S+1us8</R>
ù<R> 7 620 9 5 7 16 Z4S=uhA</R>
ù<R> 7 170 4 10 9 2 N2S+2uhB</R>
ù<R> 7 170 4 10 11 6 N3S+1uhB</R>
ù<R> 7 650 13 1 13 10 N4S+1us10</R>
ù<R> 7 -110 0 14 15 12 O2H=usV</R>
ù<R> 7 -2 0 0 17 18 B</R>
ù<R> 8 50 12 2 1 14 W1N-1uk3</R>
ù<R> 8 -120 6 8 3 4 W1N+1uk2</R>
ù<R> 8 -150 3 11 5 8 W1N+2uk3</R>
ù<R> 8 50 12 2 7 16 W2N-1uk3</R>
ù<R> 8 50 12 2 9 2 W3N-1uk3</R>
ù<R> 8 -150 3 11 11 6 W1N+2uk3</R>
ù<R> 8 -800 0 14 13 10 Z2S!-4uhA</R>
ù<R> 8 -110 8 6 15 12 O2H=usB</R>
ù<R> 8 -2 0 0 17 18 B</R>
ù<R> 9 -170 2 12 1 12 W3S+1ur4</R>
ù<R> 9 -140 6 8 3 2 W2S+1urB</R>
ù<R> 9 -50 10 4 5 6 Z1N-1usV</R>
ù<R> 9 -50 10 4 7 10 Z4R-1uhA</R>
ù<R> 9 -170 2 12 9 18 W2H+2urB</R>
ù<R> 9 -170 2 12 11 4 O2H+2urA</R>
ù<R> 9 -50 10 4 13 16 Z3N-1usV</R>
ù<R> 9 110 14 0 15 8 Z3R=uhA</R>
ù<R> 9 -2 0 0 17 14 B</R>
ù<R>10 -140 6 8 1 12 O2H+1uhA</R>
ù<R>10 100 12 2 3 2 O3H-1urA</R>
ù<R>10 -140 6 8 5 6 W2H+1us2</R>
ù<R>10 110 14 0 7 10 N2S=uhA</R>
ù<R>10 -140 6 8 9 18 O3H=urA</R>
ù<R>10 -300 1 13 11 4 N2S-3ur6</R>
ù<R>10 -110 10 4 13 16 O2H=urA</R>
ù<R>10 -300 1 13 15 8 N3S-3uhA</R>
ù<R>10 -2 0 0 17 14 B</R>
ù<R>11 150 8 6 1 12 W3H-3us2</R>
ù<R>11 170 12 2 3 2 Z2S+2uk8</R>
ù<R>11 110 3 11 5 6 Z2S=uh7</R>
ù<R>11 170 12 2 7 10 Z3S+1ur6</R>
ù<R>11 110 3 11 9 18 Z2S=ur6</R>
ù<R>11 140 6 8 11 4 Z2S+1ur6</R>
ù<R>11 -50 0 14 13 16 Z4S-1uhA</R>
ù<R>11 170 12 2 15 8 Z2S+2ur6</R>
ù<R>11 -2 0 0 17 14 B</R>
ù<R>12 50 4 10 1 12 O3H-1urA</R>
ù<R>12 110 11 3 3 2 Z2R+1uh5</R>
ù<R>12 50 4 10 5 6 O3H-1urA</R>
ù<R>12 50 4 10 7 10 W2S-1ur10</R>
ù<R>12 -100 0 14 9 18 N2N-1uhB</R>
ù<R>12 100 8 6 11 4 W3K-2ur10</R>
ù<R>12 600 14 0 13 16 N3N=uh3</R>
ù<R>12 110 11 3 15 8 Z3R=uh6</R>
ù<R>12 -2 0 0 17 14 B</R>
ù<R>13 -100 1 13 1 18 Z2H-1urV</R>
ù<R>13 140 9 5 3 14 Z2H+1uk2</R>
ù<R>13 140 9 5 5 16 Z2H+1urV</R>
ù<R>13 -100 1 13 7 8 Z2H-1urV</R>
ù<R>13 110 4 10 9 12 Z2H=uk8</R>
ù<R>13 140 9 5 11 2 Z2H+1ur2</R>
ù<R>13 170 14 0 13 6 Z2H+2uk9</R>
ù<R>13 140 9 5 15 4 Z2H+1uk2</R>
ù<R>13 -2 0 0 17 10 B</R>
ù<R>14 140 13 1 1 18 Z3S=us3</R>
ù<R>14 140 13 1 3 14 N2H+1uh2</R>
ù<R>14 100 8 6 5 16 W3R-2uhH</R>
ù<R>14 -100 0 14 7 8 Z4K-2urA</R>
ù<R>14 -50 2 12 9 12 N3H-1urH</R>
ù<R>14 100 8 6 11 2 W3R-2uhH</R>
ù<R>14 100 8 6 13 6 W3R-2uhH</R>
ù<R>14 50 4 10 15 4 W3R-1uhV</R>
ù<R>14 -2 0 0 17 10 B</R>
ù<R>15 -800 0 14 1 18 Z2R!-3uhA</R>
ù<R>15 -460 4 10 3 14 W3N+2uh5</R>
ù<R>15 -430 7 7 5 16 O3N+1ur9</R>
ù<R>15 -420 11 3 7 8 O4H=urA</R>
ù<R>15 -420 11 3 9 12 O4H=uh5</R>
ù<R>15 -430 7 7 11 2 O3N+1ur5</R>
ù<R>15 -110 14 0 13 6 W2K+1ur10</R>
ù<R>15 -490 2 12 15 4 O3N+3ur4</R>
ù<R>15 -2 0 0 17 10 B</R>
ù<R>16 200 10 4 1 18 W2S-2ukA</R>
ù<R>16 120 4 10 3 14 N2N=uh2</R>
ù<R>16 400 13 1 5 16 N3N=urB</R>
ù<R>16 150 7 7 7 8 N2N+1uhB</R>
ù<R>16 -50 0 14 9 12 N2N-1uh7</R>
ù<R>16 110 2 12 11 2 Z3K=us3</R>
ù<R>16 400 13 1 13 6 Z3N=ur8</R>
ù<R>16 150 7 7 15 4 Z1N+2us3</R>
ù<R>16 -2 0 0 17 10 B</R>
ù<R>17 -400 11 3 1 8 O3N=ur8</R>
ù<R>17 -430 7 7 3 12 O3N+1uh4</R>
ù<R>17 -430 7 7 5 2 O3N+1uk7</R>
ù<R>17 -400 11 3 7 18 O3N=ur2</R>
ù<R>17 -460 3 11 9 10 O3N+2uk5</R>
ù<R>17 -460 3 11 11 16 W3N+2uh4</R>
ù<R>17 -1100 0 14 13 4 N5R!-5ukB</R>
ù<R>17 50 14 0 15 14 O3N-1ur5</R>
ù<R>17 -2 0 0 17 6 B</R>
ù<R>18 120 12 2 1 8 Z1N+1uhB</R>
ù<R>18 90 5 9 3 12 Z1N=uhB</R>
ù<R>18 90 5 9 5 2 Z1N=uhB</R>
ù<R>18 120 12 2 7 18 Z1N+1uhB</R>
ù<R>18 90 5 9 9 10 Z1N=ur8</R>
ù<R>18 90 5 9 11 16 Z1N=us3</R>
ù<R>18 120 12 2 13 4 Z1N+1uhB</R>
ù<R>18 0 0 14 15 14 PAS</R>
ù<R>18 -2 0 0 17 6 B</R>
ù<R>19 -50 8 6 1 8 Z3R-1uhB</R>
ù<R>19 110 13 1 3 12 Z3R=uh2</R>
ù<R>19 -50 8 6 5 2 Z3R-1uhB</R>
ù<R>19 110 13 1 7 18 Z3K=urV</R>
ù<R>19 -140 0 14 9 10 O2H+1us3</R>
ù<R>19 -110 2 12 11 16 O2H=us3</R>
ù<R>19 -50 8 6 13 4 N2S-1ukB</R>
ù<R>19 -100 4 10 15 14 N5K-2urA</R>
ù<R>19 -2 0 0 17 6 B</R>
ù<R>20 -90 12 2 1 8 O1K+1uhB</R>
ù<R>20 -620 4 10 3 12 W4H=uk2</R>
ù<R>20 -630 0 14 5 2 O3N+1ur3</R>
ù<R>20 -620 4 10 7 18 O4H=ukA</R>
ù<R>20 200 14 0 9 10 W4S-2uk2</R>
ù<R>20 -600 8 6 11 16 O3N=us7</R>
ù<R>20 -620 4 10 13 4 W4H=us2</R>
ù<R>20 -100 10 4 15 14 N1N-1urA</R>
ù<R>20 -2 0 0 17 6 B</R>
ù<R>21 -200 14 0 1 6 Z5R!-1uhA</R>
ù<R>21 -420 12 2 3 16 O4S=ukA</R>
ù<R>21 -450 6 8 5 14 O4S+1ukA</R>
ù<R>21 -450 6 8 7 4 W4S+1uk9</R>
ù<R>21 -450 6 8 9 8 O4S+1ukA</R>
ù<R>21 -450 6 8 11 12 O4S+1ukA</R>
ù<R>21 -480 0 14 13 18 O4S+2uh8</R>
ù<R>21 -450 6 8 15 10 O4S+1ukA</R>
ù<R>21 -2 0 0 17 2 B</R>
ù<R>22 200 9 5 1 6 W3H-2us2</R>
ù<R>22 200 9 5 3 16 W3H-2us2</R>
ù<R>22 -50 6 8 5 14 Z3S-1uhA</R>
ù<R>22 500 12 2 7 4 W4H-5us10</R>
ù<R>22 -600 2 12 9 8 O3N=us7</R>
ù<R>22 -630 0 14 11 12 O3N+1us6</R>
ù<R>22 3400 14 0 13 18 O3N!!-6uhV</R>
ù<R>22 -110 4 10 15 10 W3K=uhV</R>
ù<R>22 -2 0 0 17 2 B</R>
ù<R>23 100 13 1 1 6 O3H-1us2</R>
ù<R>23 -180 10 4 3 16 O2N+2usB</R>
ù<R>23 -630 3 11 5 14 O3N+1us2</R>
ù<R>23 -630 3 11 7 4 O3N+1us4</R>
ù<R>23 100 13 1 9 8 O3N-1us4</R>
ù<R>23 -630 3 11 11 12 O3N+1us4</R>
ù<R>23 -600 8 6 13 18 O3N=usB</R>
ù<R>23 -630 3 11 15 10 O3N+1us6</R>
ù<R>23 -2 0 0 17 2 B</R>
ù<R>24 -420 7 7 1 6 W5K+1us2</R>
ù<R>24 -460 4 10 3 16 O3N+2us2</R>
ù<R>24 -420 7 7 5 14 O5K+1ukV</R>
ù<R>24 -480 2 12 7 4 O4H+2us2</R>
ù<R>24 -120 14 0 9 8 W1N+1ur9</R>
ù<R>24 -210 10 4 11 12 W2N+3us2</R>
ù<R>24 -800 0 14 13 18 Z3R!-4uh10</R>
ù<R>24 -170 12 2 15 10 O2K+4us6</R>
ù<R>24 -2 0 0 17 2 B</R>
ù<R>25 -630 5 9 1 4 O3N+1uh4</R>
ù<R>25 -620 11 3 3 8 W4S=us4</R>
ù<R>25 -650 1 13 5 18 W4S+1ukV</R>
ù<R>25 -630 5 9 7 2 O3N+1uh4</R>
ù<R>25 -620 11 3 9 16 W4S=ukV</R>
ù<R>25 -620 11 3 11 10 O4S=uh2</R>
ù<R>25 -620 11 3 13 14 O4S=uk9</R>
ù<R>25 -650 1 13 15 6 W4S+1ukV</R>
ù<R>25 -2 0 0 17 12 B</R>
ù<R>26 680 2 12 1 4 N5S+1us7</R>
ù<R>26 1430 9 5 3 8 N6S=ukA</R>
ù<R>26 1430 9 5 5 18 N6S=ukA</R>
ù<R>26 1430 9 5 7 2 N6S=us2</R>
ù<R>26 680 2 12 9 16 N4S+2ur6</R>
ù<R>26 680 2 12 11 10 N5S+1ur6</R>
ù<R>26 1440 14 0 13 14 Z6N=ur2</R>
ù<R>26 1430 9 5 15 6 Z6S=ur8</R>
ù<R>26 -2 0 0 17 12 B</R>
ù<R>27 100 14 0 1 4 O2S-2uh4</R>
ù<R>27 -110 7 7 3 8 O2S=uh5</R>
ù<R>27 -140 2 12 5 18 O2S+1uh6</R>
ù<R>27 -140 2 12 7 2 O2S+1us3</R>
ù<R>27 50 11 3 9 16 O4S-1uh6</R>
ù<R>27 -140 2 12 11 10 O3S=uh4</R>
ù<R>27 -110 7 7 13 14 O2S=uh4</R>
ù<R>27 50 11 3 15 6 W2S-1uh4</R>
ù<R>27 -2 0 0 17 12 B</R>
ù<R>28 50 2 12 1 4 W3S-1uh6</R>
ù<R>28 100 7 7 3 8 W4S-2urA</R>
ù<R>28 150 10 4 5 18 N4K+1usH</R>
ù<R>28 620 12 2 7 2 N4H=usH</R>
ù<R>28 50 2 12 9 16 W3S-1urA</R>
ù<R>28 50 2 12 11 10 O2S-1uhH</R>
ù<R>28 650 14 0 13 14 N5H=usH</R>
ù<R>28 100 7 7 15 6 O3S-2uhA</R>
ù<R>28 -2 0 0 17 12 B</R>
ù<R>ZZZ</R>
ù</RESULTS>
ù<CARDS>
ù<C>ZZZ</C>
ù</CARDS>
ù<NAMES>
ù<N>NIJSTEN MARC-OOMS MARC 54,85%;1</N>
ù<N>DE VRIENDT CHRIS-BUSSON ROGER 48,21%;31</N>
ù<N>MALLEGO YVETTE-VAN DEN BROECK JEF 55,1%;2</N>
ù<N>WAIRY ELIANE-VERBEKE HUBERT 57,14%;32</N>
ù<N>VERCRUYSSE PAUL-VANESSCHE ELIZE 48,72%;3</N>
ù<N>LEGRAND NIKI-VAN REMOORTEL LENA 48,81%;33</N>
ù<N>GROOTAERS THOMAS-ISHIDA TATSUHIRO 57,4%;4</N>
ù<N>JACOBS Paul-VERBRUGGHE Wieland 38,39%;34</N>
ù<N>BEERSAERTS MICHE-BELMANS MAGDA 43,62%;5</N>
ù<N>BYLEMANS WILFRIED-PHILIPSEN PETER 52,98%;35</N>
ù<N>BORMS TINA-LEPLAT ANDRE 33,93%;6</N>
ù<N>HERROELEN PATRICK-OYEN ERIC 58,93%;36</N>
ù<N>VAN DEN HOVE WOUTER-JOSSAER JENS 60,71%;7</N>
ù<N>CRAENEN MARC-MANET DANIELLE 43,15%;37</N>
ù<N>DEBAILLE JEAN-DEBUS ERIC 45,66%;8</N>
ù<N>LEMAITRE DIRK-DE WAELE VIVIANE 44,9%;38</N>
ù<N>Bye 0%;9</N>
ù<N>VANDEBEEK GUIDO-QUANTEN ERWIN 57,14%;39</N>
ù<N>ZZZ</N>
ù</NAMES>
ù<EVALUATION>
ù<E>ZZZ</E>
ù</EVALUATION>
ù</DOCUMENT>
ùù