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 *** 04/01/2025
ùTop: 12 paren: 15 giften: 28
ù gedrukt op: 04/01/2025
ù paar naam ptn % CP #gft ronde1 ronde2 ronde3 ronde4 ronde5 ronde6 ronde7 
ùResultaten NZ paren
ù 1( 7)Nora Aerts-Willem Heukels 192,0 66,67 32 24 28 G 33 G 36 G 36 G 29 G 30 G 
ù 2( 4)Frans Van Meir-Mieke Van Overloop 175,7 61,00 24 24 32 D 20 D 20 D 28 D 38 D 37 D 
ù 3( 6)Raf Vercauteren-Jeannine Van Uffel 146,7 50,93 1 24 13 F 23 F 23 F 39 F 27 F 22 F 
ù 4( 5)Haagdorens Ludo-Jozef Haagdorens 141,8 49,25 1 24 22 E 29 E 23 E 14 E 25 E 29 E 
ù 5( 1)Klaar Peeters-Paul Drossaert 161,8 48,16 1 28 6 A 33 A 27 A 18 A 23 A 31 A 24 A 
ù 6( 2)Ilse Peeters-Leo Kuijper 138,2 47,97 1 24 27 B 18 B 18 B 18 B 29 B 29 B 
ù 7( 8)Patrick Piraux-Fabienne Lampo 101,0 40,08 1 21 13 H 24 H 14(3) 11(3) 9(3) 30 H 
ù 8( 3)Greta Beyers-Nicole Van Waterme 100,8 35,01 1 24 14 C 26 C 27 C 12 C 16 C 6 C 
ù_________________________________________________________
ùResultaten OW paren
ù 1( 31)Ludo Bogaerts-Jef Van Ginneken 192,5 57,29 28 28 42 a 30 b 22 c 20 d 34 e 26 f 18 g 
ù 2( 36)Marie-Anne Apers-Danielle Lenaerts 182,8 56,43 21 27 35 f 15 g 21 a 30 b 36 c 27(3) 19 e 
ù 3( 34)Pieter Herregods-Gunter Leppens 168,0 51,85 1 27 16 d 19 e 25 f 22(3) 25 a 19 b 42 c 
ù 4( 32)Gemma Gommeren-Alfons Mertens 172,8 51,44 1 28 21 b 35 h 28 d 25 e 21 f 19 g 24 a 
ù 5( 35)Marcel Von den Bus-Gilbert De Crom 161,0 49,69 1 27 26 e 25 f 12 g 30 a 25(3) 32 c 11 d 
ù 6( 33)Frieda De Wilde-Luc Craeybeckx 143,7 42,76 1 28 34 c 28 d 24 h 9 f 12 g 17 a 19 b 
ù 7( 37)Annick Gilis-Brigitte Brouwers 137,2 40,82 1 28 20 g 15 a 30 b 21 c 10 d 23 e 18 h 
ù_________________________________________________________
ùgemiddelde per ronde: 24
ùgemaakt met messerbridge versie 7.0.3.4.
ùZZZ
ù</UITSLAG>
ù<RESULTS>
ù<R>15 16 7 4 0 12</R>
ù<R> 1 -480 2 10 1 2 W4S+2ukV</R>
ù<R> 1 -480 2 10 3 6 O4S+2ur8</R>
ù<R> 1 -450 8 4 5 10 O4S+1ukV</R>
ù<R> 1 -420 12 0 7 14 O4S=ur9</R>
ù<R> 1 -450 8 4 9 4 O4S+1ukV</R>
ù<R> 1 -480 2 10 11 8 O4S+2ur9</R>
ù<R> 1 -450 8 4 13 12 O4S+1ur9</R>
ù<R> 1 -2 0 0 15 16 B</R>
ù<R> 2 -200 1 11 1 2 Z1K-2uhH</R>
ù<R> 2 -120 10 2 3 6 W1N+1ur5</R>
ù<R> 2 -140 6 6 5 10 O2S+1uhV</R>
ù<R> 2 -140 6 6 7 14 W2S+1ukB</R>
ù<R> 2 -200 1 11 9 4 Z1K-2uhH</R>
ù<R> 2 -140 6 6 11 8 W2S+1ukB</R>
ù<R> 2 -110 12 0 13 12 W1S+1ukB</R>
ù<R> 2 -2 0 0 15 16 B</R>
ù<R> 3 -50 3 9 1 2 N3N-1us3</R>
ù<R> 3 100 6 6 3 6 W2H-1us8</R>
ù<R> 3 -150 0 12 5 10 N5K-3usV</R>
ù<R> 3 180 12 0 7 14 Z1N+3uh2</R>
ù<R> 3 -50 3 9 9 4 N3N-1us3</R>
ù<R> 3 150 9 3 11 8 Z1N+2uh5</R>
ù<R> 3 150 9 3 13 12 N2N+1usV</R>
ù<R> 3 -2 0 0 15 16 B</R>
ù<R> 4 -130 0 12 1 2 W4K=uk7</R>
ù<R> 4 200 11 1 3 6 O3N-2uk2</R>
ù<R> 4 -120 2 10 5 10 W2N=uh3</R>
ù<R> 4 90 8 4 7 14 Z1N=ur9</R>
ù<R> 4 200 11 1 9 4 W2N-2uh3</R>
ù<R> 4 -90 6 6 11 8 W2R=uh3</R>
ù<R> 4 -110 4 8 13 12 W2R+1uh6</R>
ù<R> 4 -2 0 0 15 16 B</R>
ù<R> 5 110 8 4 1 14 N2S=uk7</R>
ù<R> 5 50 6 6 3 4 O3H-1usH</R>
ù<R> 5 -500 0 12 5 8 N3S!-2uk7</R>
ù<R> 5 -2 0 0 7 16 B</R>
ù<R> 5 -100 4 8 9 2 Z3R-1uh3</R>
ù<R> 5 140 11 1 11 6 N2S+1ur2</R>
ù<R> 5 140 11 1 13 10 Z2S+1ur7</R>
ù<R> 5 -400 2 10 15 12 N3N-4uh2</R>
ù<R> 6 480 12 0 1 14 N4H+2ukH</R>
ù<R> 6 420 5 7 3 4 N4H=ukH</R>
ù<R> 6 200 1 11 5 8 N3H+2ukH</R>
ù<R> 6 -2 0 0 7 16 B</R>
ù<R> 6 420 5 7 9 2 Z4H=ur8</R>
ù<R> 6 450 8 4 11 6 Z4H+1uk10</R>
ù<R> 6 460 10 2 13 10 Z3N+2us4</R>
ù<R> 6 200 1 11 15 12 Z2H+3us4</R>
ù<R> 7 100 9 3 1 14 O5K-1usA</R>
ù<R> 7 200 12 0 3 4 W3N-2ur10</R>
ù<R> 7 -600 1 11 5 8 W5R=uhA</R>
ù<R> 7 -2 0 0 7 16 B</R>
ù<R> 7 -600 1 11 9 2 W5R=us10</R>
ù<R> 7 100 9 3 11 6 O5R-1uhA</R>
ù<R> 7 -130 4 8 13 10 O3R+1usH</R>
ù<R> 7 -110 6 6 15 12 O2K+1uh3</R>
ù<R> 8 420 3,67 8,33 1 14 Z4S=us2</R>
ù<R> 8 420 3,67 8,33 3 4 Z4S=uh9</R>
ù<R> 8 420 3,67 8,33 5 8 Z4S=uh9</R>
ù<R> 8 -2 0 0 7 16 B</R>
ù<R> 8 420 3,67 8,33 9 2 Z4S=uh9</R>
ù<R> 8 450 10,67 1,33 11 6 N4S+1uh4</R>
ù<R> 8 450 10,67 1,33 13 10 Z4S+1uk3</R>
ù<R> 8 -1 0 0 15 12 E</R>
ù<R> 9 430 9 3 1 12 N3N+1uk2</R>
ù<R> 9 430 9 3 3 2 Z3N+1uh5</R>
ù<R> 9 150 3 9 5 6 N3R+2uk5</R>
ù<R> 9 430 9 3 7 10 N3N+1uk2</R>
ù<R> 9 150 3 9 9 14 N3R+2usH</R>
ù<R> 9 430 9 3 11 4 N3N+1uk3</R>
ù<R> 9 -2 0 0 13 16 B</R>
ù<R> 9 -100 0 12 15 8 N3N-2uk6</R>
ù<R>10 -620 6 6 1 12 W4H=us4</R>
ù<R>10 -650 2 10 3 2 W4H+1us8</R>
ù<R>10 -620 6 6 5 6 W4H=us8</R>
ù<R>10 400 12 0 7 10 W5S-4uh8</R>
ù<R>10 -660 0 12 9 14 O5N=uh2</R>
ù<R>10 -620 6 6 11 4 W4H=uh8</R>
ù<R>10 -2 0 0 13 16 B</R>
ù<R>10 200 10 2 15 8 O6N-2ur3</R>
ù<R>11 -50 4 8 1 12 Z4S-1ur7</R>
ù<R>11 -50 4 8 3 2 Z4S-1uh2</R>
ù<R>11 -100 0 12 5 6 Z4S-2ukB</R>
ù<R>11 110 8 4 7 10 Z1R+2uh2</R>
ù<R>11 150 10 2 9 14 O2K-3uhH</R>
ù<R>11 170 12 0 11 4 N3S+1ukA</R>
ù<R>11 -2 0 0 13 16 B</R>
ù<R>11 -50 4 8 15 8 N4S-1ukB</R>
ù<R>12 -170 8,33 3,67 1 12 O3H+1usA</R>
ù<R>12 -420 2,50 9,50 3 2 O4H=urA</R>
ù<R>12 -200 4,83 7,17 5 6 O3H+2ukV</R>
ù<R>12 -170 8,33 3,67 7 10 O2H+2usA</R>
ù<R>12 50 11,83 0,17 9 14 O4H-1uhA</R>
ù<R>12 -450 0,17 11,83 11 4 O4H+1urA</R>
ù<R>12 -2 0 0 13 16 B</R>
ù<R>12 -1 0 0 15 8 E</R>
ù<R>13 -140 9 3 1 10 O3S=uhB</R>
ù<R>13 -140 9 3 3 14 O3S=uhB</R>
ù<R>13 -2 0 0 5 16 B</R>
ù<R>13 -620 0 12 7 8 O4S=uhB</R>
ù<R>13 -140 9 3 9 12 O2S+1ur4</R>
ù<R>13 -170 3 9 11 2 O3S+1uhB</R>
ù<R>13 -140 9 3 13 6 O3S=uhB</R>
ù<R>13 -170 3 9 15 4 O2S+2uk8</R>
ù<R>14 -420 9 3 1 10 O4S=uk9</R>
ù<R>14 -450 4 8 3 14 O4S+1uk9</R>
ù<R>14 -2 0 0 5 16 B</R>
ù<R>14 50 12 0 7 8 O6S-1uhH</R>
ù<R>14 -450 4 8 9 12 O5S=uk2</R>
ù<R>14 -450 4 8 11 2 O4S+1uk9</R>
ù<R>14 -420 9 3 13 6 O4S=uhH</R>
ù<R>14 -480 0 12 15 4 O4S+2uh5</R>
ù<R>15 50 0 12 1 10 W2H-1usA</R>
ù<R>15 100 2 10 3 14 W3H-2usA</R>
ù<R>15 -2 0 0 5 16 B</R>
ù<R>15 500 10 2 7 8 W4H!-3usA</R>
ù<R>15 200 8 4 9 12 W4H-4usA</R>
ù<R>15 800 12 0 11 2 W4H!-4usH</R>
ù<R>15 150 6 6 13 6 W3H-3usA</R>
ù<R>15 130 4 8 15 4 Z3R+1uk7</R>
ù<R>16 -800 0 12 1 10 Z5R!-4uhV</R>
ù<R>16 -620 3 9 3 14 W4H=ur10</R>
ù<R>16 -2 0 0 5 16 B</R>
ù<R>16 200 10 2 7 8 W4H-2ur10</R>
ù<R>16 -150 8 4 9 12 O2N+1ur7</R>
ù<R>16 -620 3 9 11 2 W4H=ur10</R>
ù<R>16 400 12 0 13 6 O5H-4ur8</R>
ù<R>16 -180 6 6 15 4 O2N+2uk2</R>
ù<R>17 110 10 2 1 8 N2S=uk2</R>
ù<R>17 -50 6 6 3 12 Z3N-1uh5</R>
ù<R>17 -100 1 11 5 2 Z3N-2uh5</R>
ù<R>17 -50 6 6 7 6 Z3N-1uh6</R>
ù<R>17 -100 1 11 9 10 N4S-2uk2</R>
ù<R>17 -2 0 0 11 16 B</R>
ù<R>17 -50 6 6 13 4 Z3N-1uh6</R>
ù<R>17 120 12 0 15 14 Z2N=uh5</R>
ù<R>18 -140 1 11 1 8 W2S+1ur5</R>
ù<R>18 -140 1 11 3 12 W2S+1ur5</R>
ù<R>18 -110 6 6 5 2 W2S=ur5</R>
ù<R>18 -110 6 6 7 6 W2S=ur5</R>
ù<R>18 -110 6 6 9 10 W2S=ur5</R>
ù<R>18 -2 0 0 11 16 B</R>
ù<R>18 140 12 0 13 4 N2H+1us2</R>
ù<R>18 -100 10 2 15 14 N2H-1us2</R>
ù<R>19 100 11 1 1 8 W2K-1urV</R>
ù<R>19 -90 3 9 3 12 W2K=urV</R>
ù<R>19 100 11 1 5 2 W3S-1uhB</R>
ù<R>19 -50 7 5 7 6 Z2R-1uh8</R>
ù<R>19 -50 7 5 9 10 Z2R-1uh8</R>
ù<R>19 -2 0 0 11 16 B</R>
ù<R>19 -90 3 9 13 4 W2K=urV</R>
ù<R>19 -100 0 12 15 14 N3H-2us2</R>
ù<R>20 -680 1 11 1 8 W4H+2uhB</R>
ù<R>20 -650 8 4 3 12 W4H+1ur5</R>
ù<R>20 -650 8 4 5 2 W4H+1ukV</R>
ù<R>20 -680 1 11 7 6 W4H+2ukV</R>
ù<R>20 -650 8 4 9 10 W4H+1ukV</R>
ù<R>20 -2 0 0 11 16 B</R>
ù<R>20 -650 8 4 13 4 W4H+1ur2</R>
ù<R>20 -650 8 4 15 14 W4H+1ur5</R>
ù<R>21 -100 4 8 1 6 Z3N-1us8</R>
ù<R>21 -2 0 0 3 16 B</R>
ù<R>21 -100 4 8 5 14 N3N-1ur10</R>
ù<R>21 -100 4 8 7 4 N3N-1ur6</R>
ù<R>21 600 9 3 9 8 N3N=ur10</R>
ù<R>21 -200 0 12 11 12 N3N-2ur10</R>
ù<R>21 630 12 0 13 2 N3N+1us3</R>
ù<R>21 600 9 3 15 10 N3N=ur6</R>
ù<R>22 110 7 5 1 6 N2K+1us4</R>
ù<R>22 -2 0 0 3 16 B</R>
ù<R>22 170 12 0 5 14 N2H+2ur4</R>
ù<R>22 90 4 8 7 4 N1K+1ur9</R>
ù<R>22 110 7 5 9 8 Z2S=ur2</R>
ù<R>22 -50 2 10 11 12 Z2S-1ur2</R>
ù<R>22 120 10 2 13 2 N1N+1us4</R>
ù<R>22 -100 0 12 15 10 N2N-2uh2</R>
ù<R>23 -120 8 4 1 6 O1N+1uhH</R>
ù<R>23 -2 0 0 3 16 B</R>
ù<R>23 -110 10 2 5 14 W2S=uhA</R>
ù<R>23 -200 4 8 7 4 N2R-2us2</R>
ù<R>23 -100 12 0 9 8 Z2H-1uh10</R>
ù<R>23 -140 6 6 11 12 O2S+1ur9</R>
ù<R>23 -670 0 12 13 2 O2S!=ur9</R>
ù<R>23 -400 2 10 15 10 N1N-4us2</R>
ù<R>24 50 11,83 0,17 1 6 W2S-1us9</R>
ù<R>24 -2 0 0 3 16 B</R>
ù<R>24 -120 1,33 10,67 5 14 O1N+1uh4</R>
ù<R>24 -90 8,33 3,67 7 4 O2R=uk7</R>
ù<R>24 -120 1,33 10,67 9 8 O1N+1ukA</R>
ù<R>24 -100 4,83 7,17 11 12 N2S-2urA</R>
ù<R>24 -90 8,33 3,67 13 2 O2R=usB</R>
ù<R>24 -1 0 0 15 10 E</R>
ù<R>25 -100 0 12 1 4 N4S!-1uhA</R>
ù<R>25 500 12 0 3 8 O4R!-2usA</R>
ù<R>25 110 4 8 5 12 N2S=uhA</R>
ù<R>25 -50 2 10 7 2 N3S-1urA</R>
ù<R>25 -2 0 0 9 16 B</R>
ù<R>25 140 8 4 11 10 N2S+1uhA</R>
ù<R>25 140 8 4 13 14 N3S=uhA</R>
ù<R>25 140 8 4 15 6 N3S=urA</R>
ù<R>26 650 9 3 1 4 Z4H+1usA</R>
ù<R>26 650 9 3 3 8 Z5H=usA</R>
ù<R>26 620 4 8 5 12 N4H=urA</R>
ù<R>26 1100 12 0 7 2 O3S!-4urH</R>
ù<R>26 -2 0 0 9 16 B</R>
ù<R>26 620 4 8 11 10 Z4H=usA</R>
ù<R>26 200 0 12 13 14 Z2H+3urA</R>
ù<R>26 620 4 8 15 6 Z4H=usA</R>
ù<R>27 200 6 6 1 4 Z2S+3ukH</R>
ù<R>27 170 4 8 3 8 Z2S+2uhB</R>
ù<R>27 -50 2 10 5 12 Z4S-1ukH</R>
ù<R>27 420 8 4 7 2 Z4S=ukH</R>
ù<R>27 -2 0 0 9 16 B</R>
ù<R>27 450 11 1 11 10 Z4S+1ukH</R>
ù<R>27 450 11 1 13 14 Z4S+1ukH</R>
ù<R>27 -100 0 12 15 6 N3N-2uk3</R>
ù<R>28 620 9 3 1 4 Z4H=usA</R>
ù<R>28 300 4 8 3 8 W3S!-2usH</R>
ù<R>28 200 2 10 5 12 Z3H+2urV</R>
ù<R>28 500 6 6 7 2 W4S!-3uh2</R>
ù<R>28 -2 0 0 9 16 B</R>
ù<R>28 140 0 12 11 10 Z3H=usA</R>
ù<R>28 620 9 3 13 14 Z4H=urV</R>
ù<R>28 650 12 0 15 6 Z4H+1usA</R>
ù<R>ZZZ</R>
ù</RESULTS>
ù<CARDS>
ù<C>1;WOWWZWNNZOWWOONWOZNZZNWNNOZWOZZNZOZOZNZWWNNONOZOWOWN</C>
ù<C>2;ZZZONWNWOOWWOOWZZOZNONNNONNWOZZWWNZNWONWWONNZWWOZZZO</C>
ù<C>3;WNOONONZZZWOWNZNNWWOZWWNOWOZWZNZWONWWNONOZZZWONZONOZ</C>
ù<C>4;ZOOWZNNZOONONWZNONOOWNOZNZOZWNWWZONWNZWZWZWOWWNONWZZ</C>
ù<C>5;WZWNNWONNWNONOZOWZONZWZWWOZOZNZOZWOOZZOWNNNWNWONOZWZ</C>
ù<C>6;OWZZWOWNWZWZOZZONZOWNZNWNWNNNZOOWZNNOOWZOOOWNZNZWNWO</C>
ù<C>7;ZZWWNZNZNWWNONZWZOZWNWZWZWWOOONNNOOWWWNOOONZZZONZONO</C>
ù<C>8;ZNONOZZZONNWWZNZNNWOWONOZONNWWZZONZWNWWOWZWZWNOOOZWO</C>
ù<C>9;ZOOZZWWWNWNZZZNNOWWOWWWONZZNNWOZONZWZNNWOZNOZWOOONNO</C>
ù<C>10;WWONOZNNNNNOWZWOWZWNZWWWWZOWWZNOZNNOZZNZWOOOZNOOOZNZ</C>
ù<C>11;OZWNNWWZZNZONZZWNNNOOWWNWWZOZNWNZWOZOWOOZNWNOOONWZOZ</C>
ù<C>12;ZOWNNNOWZNWNONOOOOZWNZWOONZWWNZNNWZZZZWOWZZOOWNOWNWZ</C>
ù<C>13;OOOWWNNNWZZOONNNZZOZZWWONWONWOOWNZZWZNOZOZWZNZWOWNNW</C>
ù<C>14;WONNOOWONOZWWWZZNNWNZWZWNNNONOWOZONWWZOOOONWZZWZZZNZ</C>
ù<C>15;NNNWOOWOZWWONWOWWWONNWOZZZZOZWZNNWZZZONZOZONONWNOWZN</C>
ù<C>16;ZNOWOZNWOWNNOZOWWWNWNNONWWOOZWNZZZZOWWWOZOONZNZNNOZZ</C>
ù<C>17;WNONWNZNNOWWNOZWZOWNNWWZONZZZZNZOOZWOWOZOWNNWNZWZOOO</C>
ù<C>18;ZWOZNWWWNOZWOZNOWNZONNWZNOWZOWWOZZZNNOOONWZZNWWOONZN</C>
ù<C>19;ZWWONNWOWNONOZZONOOWNNNNZOWONWNZZZOZWZOZNWWWZONZZOWW</C>
ù<C>20;WZZWWZWONONZOOWWNZOWWWOWNZWZNZNWOZNNOZNOONNWOZZNOZNO</C>
ù<C>21;ONNOONWZOZNOWZWZZOWZNWOWWNNZOWOOWOOWZZNNNWZONNWWZNZZ</C>
ù<C>22;OWWNZZZOZWOZWONNOZWZNONWZONZWZNONWWZOOWNWNOZNWOWNNZO</C>
ù<C>23;WOWZOWWNZZNOONZZNWWWWOZZOZONWOWZWNNNONZNWZOWNZZNONOO</C>
ù<C>24;ZOWZZNNOWOWWNNZZOWWOWZWZNNOOWONZNZNOONWZWZWZWOZNNONO</C>
ù<C>25;ZNNNWWZNZONNWONZWOOZNWWNWWOWZZNOZZWOOOOOWZWZZNOONZWN</C>
ù<C>26;WNOOZWZOWZOZONZNZZONNOZWWWOZNNWZWWWNWNNZNNONZOOWOOWZ</C>
ù<C>27;ZNZWZZOWZONNONOZWONOWZZOZOONZWNWWOZNONNNWWZWNWWWZNOO</C>
ù<C>28;WNZWWZZWWZWOOWNZZOZNNWZOONNOWWWONONNZZOZNWNZNOZOWOON</C>
ù<C>ZZZ</C>
ù</CARDS>
ù<NAMES>
ù<N>Klaar Peeters-Paul Drossaert 48,16%;1</N>
ù<N>Ludo Bogaerts-Jef Van Ginneken 57,29%;31</N>
ù<N>Ilse Peeters-Leo Kuijper 47,97%;2</N>
ù<N>Gemma Gommeren-Alfons Mertens 51,44%;32</N>
ù<N>Greta Beyers-Nicole Van Waterme 35,01%;3</N>
ù<N>Frieda De Wilde-Luc Craeybeckx 42,76%;33</N>
ù<N>Frans Van Meir-Mieke Van Overloop 61%;4</N>
ù<N>Pieter Herregods-Gunter Leppens 51,85%;34</N>
ù<N>Haagdorens Ludo-Jozef Haagdorens 49,25%;5</N>
ù<N>Marcel Von den Bus-Gilbert De Crom 49,69%;35</N>
ù<N>Raf Vercauteren-Jeannine Van Uffel 50,93%;6</N>
ù<N>Marie-Anne Apers-Danielle Lenaerts 56,43%;36</N>
ù<N>Nora Aerts-Willem Heukels 66,67%;7</N>
ù<N>Annick Gilis-Brigitte Brouwers 40,82%;37</N>
ù<N>Patrick Piraux-Fabienne Lampo 40,08%;8</N>
ù<N>Bye 0%;38</N>
ù<N>ZZZ</N>
ù</NAMES>
ù<EVALUATION>
ù<E>1;25632B76AB25632B86AB</E>
ù<E>2;46655967884665596788</E>
ù<E>3;67798766346779876634</E>
ù<E>4;66446778876644677887</E>
ù<E>5;75776576577577657657</E>
ù<E>6;6BA8A713536BA8A61353</E>
ù<E>7;8723546BA89723546B98</E>
ù<E>8;B996823473B996824473</E>
ù<E>9;97A7A2526397A7A25263</E>
ù<E>10;424328A8AB424328A8AB</E>
ù<E>11;A889935544A889935544</E>
ù<E>12;637337A6AA637337A6A9</E>
ù<E>13;47464969774746496977</E>
ù<E>14;28373B5A6827273B5A68</E>
ù<E>15;87B985624287B9855242</E>
ù<E>16;53684787395369478739</E>
ù<E>17;97888454549788846455</E>
ù<E>18;68777756566878775656</E>
ù<E>19;58755855865875585586</E>
ù<E>20;11631AC79A11631AC79A</E>
ù<E>21;796BA54623796BA54623</E>
ù<E>22;89787545458978754556</E>
ù<E>23;36655A768836655A7688</E>
ù<E>24;67565768686756576867</E>
ù<E>25;83457599768345759976</E>
ù<E>26;5A978724645A97872464</E>
ù<E>27;B897A24262B897A24262</E>
ù<E>28;6A798735446A79873544</E>
ù<E>ZZZ</E>
ù</EVALUATION>
ù</DOCUMENT>
ùù