Challenge 2024
C’est parti pour un challenge à huit ou chaque club rencontrera tous les autres !
Le choix du présentiel, à distance ou panaché existe toujours même si les parties physiques sont à privilégiées.
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)
Les résultats :
Novembre :
JUVISY – ORSAY : 0 – 3,5
ORLEANS – MONTREUIL : 1 – 2,5
JUSSIEU – GORAIL : 2,5 – 1
ANTONY – OBSERVATOIRE : 0 – 3,5
Décembre :
ORSAY – ORLEANS : 1 – 2,5
JUVISY – MONTREUIL : 1 – 2,5
OBSERVATOIRE – JUSSIEU : 1 – 2,5
GORAIL – ANTONY : 2,5 – 1
Janvier :
MONTREUIL – ORSAY : 1 – 2,5
ORLEANS – JUVISY
OBSERVATOIRE – GORAIL : 1 – 2,5
ANTONY – JUSSIEU : 0 – 3,5
Février :
JUSSIEU – ORLEANS : 2,5 – 1
ORSAY – GORAIL : 2,5 – 1
JUVISY – ANTONY
MONTREUIL – OBSERVATOIRE : 1 – 2,5
Mars :
JUSSIEU – ORSAY : 1 – 2,5
GORAIL – JUVISY
OBSERVATOIRE – ORLEANS : 2,5 – 1
ANTONY – MONTREUIL : 1 – 2,5
Avril :
ORLEANS – GORAIL : 1 – 2,5
MONTREUIL – JUSSIEU : 2,5 – 1
ORSAY – ANTONY : 1 – 2,5
JUVISY – OBSERVATOIRE
Mai :
JUSSIEU – JUVISY
ANTONY – ORLEANS : 1 – 2,5
GORAIL – MONTREUIL : 2,5 – 1
ORSAY – OBSERVATOIRE
Challenge 2023 :
un record de participation !
Cette année 10 clubs participent au Challenge Ile de France ; un record !
Le Challenge IDF reprend pour une nouvelle saison. Qui réussira à défaire l’intouchable Club de l’Ouest Parisien ?
Pour cette saison encore le choix des modalités des matchs est laissé aux clubs suivant les contraintes du moment : en présentiel, à distance, panaché…
Novembre :
OBSERVATOIRE – MONTREUIL : 2,5 – 1
SNCF – ORSAY : 2,5 – 1
ALIGRE – ANTONY : 2,5 – 1
OUEST Parisien(COP) – JUSSIEU : 0 – 3,5
ORLEANS – LEVALLOIS : 1 – 2,5
Décembre :
MONTREUIL – SNCF : 2,5 – 1
OBSERVATOIRE – ORLEANS : 2,5 – 1
ALIGRE – COP : 2,5 – 1
ORSAY – ANTONY : 1 – 2,5
LEVALLOIS – JUSSIEU : 2,5 – 1
Janvier :
SNCF – LEVALLOIS : 1 – 2,5
ALIGRE – OBSERVATOIRE : 2,5 – 1
JUSSIEU – MONTREUIL : 2,5 – 1
ORSAY – COP : 0 – 3,5
ANTONY – ORLEANS : 1 – 2,5
Février :
ANTONY – SNCF : 2,5 – 1
OBSERVATOIRE – COP : 0 – 3,5
JUSSIEU – ALIGRE : 1 – 2,5
MONTREUIL – ORLEANS : 1- 2,5
LEVALLOIS – ORSAY : 0- 3,5
Mars :
SNCF – JUSSIEU : 2,5 – 1
ORSAY – OBSERVATOIRE : 1 – 2,5
ALIGRE – MONTREUIL : 1 – 2,5
LEVALLOIS – ANTONY : 0 – 3,5
COP – ORLEANS : 1 – 2,5
Avril :
ORLEANS – SNCF : 2,5 – 1
ANTONY – OBSERVATOIRE : 2,5 – 1
ALIGRE – LEVALLOIS : 1 – 2,5
MONTREUIL – COP : 2,5 – 1
JUSSIEU – ORSAY : 1 – 2,5
Mai :
SNCF – ALIGRE : 3,5 – 0
LEVALLOIS – OBSERVATOIRE : 3,5 – 0
ORSAY – MONTREUIL : 0 – 3,5
COP – ANTONY : 1 – 2,5
JUSSIEU – ORLEANS : 1 – 2,5
en premier le club qui reçoit (qui organise)
Résultats 2023 :
CLUBS |
Nov |
Dec |
Jan |
Fev |
Mars |
Avril |
Mai |
TOTAL |
ANTONY |
1 |
2,5 |
1 |
2,5 |
3,5 |
2,5 |
2,5 |
15,5 |
ORLEANS |
1 |
1 |
2,5 |
2,5 |
2,5 |
2,5 |
2,5 |
14,5 |
MONTREUIL |
1 |
2,5 |
1 |
1 |
2,5 |
2,5 |
3,5 |
14 |
LEVALLOIS |
2,5 |
2,5 |
2,5 |
0 |
0 |
2,5 |
3,5 |
13,5 |
SNCF |
2,5 |
1 |
1 |
1 |
2,5 |
1 |
3,5 |
12,5 |
ALIGRE |
2,5 |
2,5 |
2,5 |
2,5 |
1 |
1 |
0 |
12 |
OUEST Parisien (COP) |
0 |
1 |
3,5 |
3,5 |
1 |
1 |
1 |
11 |
JUSSIEU |
3,5 |
1 |
2,5 |
1 |
1 |
1 |
1 |
11 |
OBSERVATOIRE |
2,5 |
2,5 |
1 |
0 |
2,5 |
1 |
0 |
9,5 |
ORSAY |
1 |
1 |
0 |
3,5 |
1 |
2,5 |
0 |
9 |
C’était le Challenge 2022 : (une organisation souple !)
Challenge 2022 :
- Ronde 1 (novembre)
- Ouest Parisien – Aligre : 3,5 – 0
- Antony – Jussieu : 1 – 2,5
- Levallois – Observatoire : 2,5 – 1
- Orléans – Orsay : 0 – 3,5
- Ronde 2 (décembre)
- Aligre – Antony : 2,5 – 1
- Levallois – Orsay : 1 – 2,5
- Jussieu – Orléans : 2,5 – 1
- Observatoire – Ouest Parisien : 0 – 3,5
- Ronde 3 (janvier)
- Aligre – Orléans : 2,5 – 1
- Orsay – Observatoire : 3,5 – 0
- Ouest Parisien – Jussieu : 1 – 2,5
- Antony – Levallois : 1 – 2,5
- Ronde 4 (février)
- Observatoire – Aligre : 0 – 3,5
- Antony – Orléans : 0 – 3,5
- Jussieu – Orsay : 2,5 – 1
- Levallois – Ouest Parisien : 0 – 3,5
- Ronde 5 (mars)
- Jussieu – Aligre : 1 – 2,5
- Observatoire – Antony : 2,5 – 1
- Orléans – Levallois : 3,5 – 0
- Orsay – Ouest Parisien : 1 – 2,5
- Ronde 6 (avril)
- Aligre – Levallois : 1 – 2,5
- Antony – Orsay : 3,5 – 0
- Jussieu – Observatoire : 0 – 3,5
- Ouest Parisien – Orléans : 0 – 3,5
- Ronde 7 (mai)
- Orsay – Aligre : 1 – 2,5
- Ouest Parisien – Antony : 2,5 – 1
- Levallois – Jussieu : 3,5 – 0
- Orléans – Observatoire : 1 – 2,5
Le club indiqué en 1er reçoit.
Résultat du challenge 2022 :
CLUBS
|
Nov 1
|
Dec 2
|
Janv 3
|
Fev 4
|
Mars 5
|
Avr 6
|
Mai 7
|
TOTAL
|
OUEST Parisien (COP)
|
3,5
|
3,5
|
1
|
3,5
|
2,5
|
0
|
2,5
|
16,5
|
ALIGRE
|
0
|
2,5
|
2,5
|
3,5
|
2,5
|
1
|
2,5
|
14,5
|
ORLEANS
|
0
|
1
|
1
|
3,5
|
3,5
|
3,5
|
1
|
13,5
|
ORSAY
|
3,5
|
2,5
|
3,5
|
1
|
1
|
0
|
1
|
12,5
|
LEVALLOIS
|
2,5
|
1
|
2,5
|
0
|
0
|
2,5
|
3,5
|
12
|
JUSSIEU
|
2,5
|
2,5
|
2,5
|
2,5
|
1
|
0
|
0
|
11
|
OBSERVATOIRE
|
1
|
0
|
0
|
0
|
2,5
|
3,5
|
2,5
|
9,5
|
ANTONY
|
1
|
1
|
1
|
0
|
1
|
3,5
|
1
|
8,5
|
Principe du challenge
A chaque rencontre (1 par mois de novembre à mai), un club en reçoit un autre aux heures d’ouverture de son club (jour et heure à établir entre les capitaines d’équipe).
Chaque rencontre est constituée de 3 parties :
- Les joueurs de chaque club sont ordonnés en fonction de leur niveau à l’échelle et notés J1, J2 et J3 : les deux joueurs J1 jouent ensemble, ainsi que les deux J2 et les deux J3.
- Les parties sont à handicap normal (par exemple, 2k vs 8k = 6 pierres)
- Les parties sont comptabilisées à l’échelle : 1h/joueur + byo-yomi de 15 pierres en 5 min, règles françaises
- Pour être comptabilisées les parties sont saisies avec OpenGotha par le club qui reçoit et qui envoie les résultats à l’échelle, organisateur en copie. (solutions de repli à OpenGotha : voir mail du sam. 20/11/2021 22:33)
- Chaque partie gagnée rapporte 1 point.
- Le club qui gagne la rencontre remporte un bonus de 0,5 point.
- La règle à privilégier est la regle AGA, la plus proche de celle de la FFG.
Saisie des résultats :
OpenGotha : (merci à Luc Vannier)
Télécharger le programme : http://vannier.info/jeux/download/download.htm
La doc : http://vannier.info/jeux/download/GothaHelp_en.pdf
En résumé : lancer le jar : opengotha.jar
OpenGotha ouverture
Choisir stand alone
Dans l’onglet Welcome il y a le schéma général
Par exemple nouveau tournoi, date lieu etc..
Ensuite saisir les joueurs : l’outil se connecte à l’échelle de niveau
Choisir FFG
il faut cliquer « Update FFG rating list from.. » pour que les niveaux soient mis à jour
Ensuite il faut constituer des paires et il y a des modifications possibles de la couleur et du handicap avec le click droit sur le nom ou sur Hd.
Voilà !
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