Festival de Vichy 2023 - Coupe de Vichy - Partie 2
- Tireur : Aurélien LE CAER du comité PIFO
- Commentaires : CLAUDIO
Ceci est une partie semi-rapide (1'30 + 0'30).
SANTI Romain TOP
MICHEL Antonin
TREIBER Marc
TESSIER Samson
ALLAGNAT Alexis -1
SAUZE Gilles -1
IMBERT Eric -1
JEAN-BAPTISTE Gaston -1
LEROY Fabien -3
LACHAUD Jean-François -3
TOURNEDOUET Corentin -3
DORE Arnaud -4
FORT Daniel -4
MAURIN Luc -4
BOIRON Tiohaine -5
CASTALAN Thierry -5
LE FUR Dominique -5
CHANSON Nicolas -5
LEROY Francis -6
BUDRY Etienne -6
GRAFFION Pascal -6
BOCCON Gérard -7
DOUTE Fabien -7
CARO Bernard -9
BOISARD Thierry -9
ROQUES Didier -9
EGGERMONT Louis -9
ROQUES Didier -9
BEAUFORT Nicolas -9
ARNOLLET Joel -10
ASTRESSES Pascal -10
RAVOT Sylvain -10
1. FONHEEF
REJOUER
Top: FOEHNE, H4, 32 - Cumul = 32
2 F et 2 FOEHN !
Les 27 tops de la liste duplitop sont des dérivés de FOEHN, tout le reste c'est du vent !
Faites très attention à la solution choisie !
Les caractéristiques du tournoi hors outremer :
![](https://storage.canalblog.com/63/65/1723201/133195982_m.jpg?840271)
2 F et 2 FOEHN !
Les 27 tops de la liste duplitop sont des dérivés de FOEHN, tout le reste c'est du vent !
Faites très attention à la solution choisie !
Les caractéristiques du tournoi hors outremer :
![](https://storage.canalblog.com/63/65/1723201/133195982_m.jpg?840271)
2. F+OXLMAE
REJOUER
Top: EXAM, I8, 47 - Cumul = 79
Aujourd'hui il est individuel (cf les paires hier)
AXEL chute de 1 point
AXE/EXO pour 45.
Aujourd'hui il est individuel (cf les paires hier)
AXEL chute de 1 point
AXE/EXO pour 45.
3. FLO+URKD
REJOUER
Top: RAKU, 10H, 46 - Cumul = 125
KORA plus haut faisait autant.
le RAKU, prononcez rakou, est une poterie cuite à basse température.
FOU ne rapporte que 30.
KORA plus haut faisait autant.
le RAKU, prononcez rakou, est une poterie cuite à basse température.
FOU ne rapporte que 30.
4. DFLO+U?S
REJOUER
Top: D(E)FOULES, 6B, 67 - Cumul = 192
Faites très attention à la place du mot joué !
Plus bas DEFOULAS/DEFOULES ne rapporte que 65.
Sans scrabbler, DOLOSIF en quadruple fait 40.
Faites très attention à la place du mot joué !
Plus bas DEFOULAS/DEFOULES ne rapporte que 65.
Sans scrabbler, DOLOSIF en quadruple fait 40.
5. OQLCBNA
REJOUER
Top: BANCOUL, K5, 44 - Cumul = 236
Fruit du bancoulier :
![](data:image/jpeg;base64,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)
BLOQUA/CLOQUA soint loin derrière à 30.
Fruit du bancoulier :
BLOQUA/CLOQUA soint loin derrière à 30.
6. Q+DLSANI
REJOUER
Top: LADINS, 12D, 31 - Cumul = 267
Faites très attention à la solution choisie !
ALDINS étant l'autre.
On garde astucieusement notre Q sous le coude, ça fait faire de l'exercice !
Faites très attention à la solution choisie !
ALDINS étant l'autre.
On garde astucieusement notre Q sous le coude, ça fait faire de l'exercice !
7. Q+ZEESJI
REJOUER
Top: JEZES, L2, 48 - Cumul = 315
= JESE = Jésuite
ATTENTION il passe aussi en 13A pour 46
Sinon SEIZE c'est 44, j'y comprends rien !
Point classement après BANCOUL :
SANTI Romain TOP
MICHEL Antonin
TREIBER Marc
TESSIER Samson
ALLAGNAT Alexis -1
SAUZE Gilles -1
IMBERT Eric -1
JEAN-BAPTISTE Gaston -1
LEROY Fabien -3
LACHAUD Jean-François -3
DORE Arnaud -4
FORT Daniel -4
MAURIN Luc -4
BOIRON Tiohaine -5
CASTALAN Thierry -5
CHANSON Nicolas -5
LEROY Francis -8
BUDRY Etienne -6
GRAFFION Pascal -6
BOCCON Gérard -7
DOUTE Fabien -9
BOISARD Thierry -9
ROQUES Didier -9
EGGERMONT Louis -9
ROQUES Didier -9
BEAUFORT Nicolas -9
ARNOLLET Joel -10
ASTRESSES Pascal -10
RAVOT Sylvain -10
Quelques joueurs ont quitté cette liste... :-(
= JESE = Jésuite
ATTENTION il passe aussi en 13A pour 46
Sinon SEIZE c'est 44, j'y comprends rien !
Point classement après BANCOUL :
SANTI Romain TOP
MICHEL Antonin
TREIBER Marc
TESSIER Samson
ALLAGNAT Alexis -1
SAUZE Gilles -1
IMBERT Eric -1
JEAN-BAPTISTE Gaston -1
LEROY Fabien -3
LACHAUD Jean-François -3
DORE Arnaud -4
FORT Daniel -4
MAURIN Luc -4
BOIRON Tiohaine -5
CASTALAN Thierry -5
CHANSON Nicolas -5
LEROY Francis -8
BUDRY Etienne -6
GRAFFION Pascal -6
BOCCON Gérard -7
DOUTE Fabien -9
BOISARD Thierry -9
ROQUES Didier -9
EGGERMONT Louis -9
ROQUES Didier -9
BEAUFORT Nicolas -9
ARNOLLET Joel -10
ASTRESSES Pascal -10
RAVOT Sylvain -10
Quelques joueurs ont quitté cette liste... :-(
8. IQ+VEAIA
REJOUER
Top: CAVAI, 8K, 33 - Cumul = 348
Faites très attention à la solution choisie !
ou CAVEA, partie du théâtre romain où se trouvent les gradins.
Les sous-tops dansent à 28 (JAVA et JIVE)
LE COUP 9 EIQEMGA est annulé on relance un nouveau tirage dès que possible !
Faites très attention à la solution choisie !
ou CAVEA, partie du théâtre romain où se trouvent les gradins.
Les sous-tops dansent à 28 (JAVA et JIVE)
LE COUP 9 EIQEMGA est annulé on relance un nouveau tirage dès que possible !
9. -WIPCSTE
REJOUER
Top: NEWS, H12, 39 - Cumul = 387
Celles provenant de Vichy sont rassurantes...
SWEAT fait 34
SWAP/WAPS/WASP 30.
Celles provenant de Vichy sont rassurantes...
SWEAT fait 34
SWAP/WAPS/WASP 30.
10. CIPT+EI?
REJOUER
Top: C(R)EPITAI, N2, 76 - Cumul = 463
ANTICIPE N8 76 aussi.
CUPIDITE 74
PICOTIEZ 72
ANTICIPE N8 76 aussi.
CUPIDITE 74
PICOTIEZ 72
11. TILSAAN
REJOUER
Top: SANTALINE, 8A, 80 - Cumul = 543
Enfin un coup sélectif ??
La SANTALINE est un colorant extrait du bois de santal !
ALTAIENS/SALAIENT 66.
NASILLAT/SAILLANT 60.
LAISSANT 59.
Enfin un coup sélectif ??
La SANTALINE est un colorant extrait du bois de santal !
ALTAIENS/SALAIENT 66.
NASILLAT/SAILLANT 60.
LAISSANT 59.
12. GVRIETE
REJOUER
Top: VERTIGES, 15A, 89 - Cumul = 632
![](https://i.pinimg.com/originals/ff/01/05/ff0105737df983b4acdb0fd9fd8a2853.jpg)
GREVISTE 63 selon duplitop mais 32 selon la POLICE !!
![](https://i.pinimg.com/originals/ff/01/05/ff0105737df983b4acdb0fd9fd8a2853.jpg)
GREVISTE 63 selon duplitop mais 32 selon la POLICE !!
13. OUOEHNT
REJOUER
Top: HUN, 11E, 27 - Cumul = 659
Mais de qui se HOQUETON ???? HOUERONT ne passait pas non plus.
HOU 26.
CLASSEMENT CHAMBOULE APRES SANTALINE :
J'essaie de l'affiner !
Mais de qui se HOQUETON ???? HOUERONT ne passait pas non plus.
HOU 26.
CLASSEMENT CHAMBOULE APRES SANTALINE :
J'essaie de l'affiner !
14. EOOT+ART
REJOUER
Top: LAIT, G6, 25 - Cumul = 684
15. EOORT+EU
REJOUER
Top: OTE, 10M, 19 - Cumul = 703
Faites très attention à la solution choisie !
Faute de L pour ROULOTEE...
Faites très attention à la solution choisie !
Faute de L pour ROULOTEE...
16. EURO+MAQ
REJOUER
Top: MOQUEE, B10, 36 - Cumul = 739
Faites très attention à la solution choisie !
MAQUEE/MARQUE font pareil.
Faites très attention à la solution choisie !
MAQUEE/MARQUE font pareil.
17. AR+IITRY
REJOUER
Top: ORIYA, M10, 28 - Cumul = 767
Faites très attention à la solution choisie !
Ne pouvant faire de classement fiable et correct, je vous invite à patienter en fin de partie, désolé, cela ne m'enchante pas et m'attriste autant que vous !
Podium provisoire :
Antonin MICHEL TOP
Gaston JEAN-BAPTISTE -1
JF LACHAUD -6
Faites très attention à la solution choisie !
Ne pouvant faire de classement fiable et correct, je vous invite à patienter en fin de partie, désolé, cela ne m'enchante pas et m'attriste autant que vous !
Podium provisoire :
Antonin MICHEL TOP
Gaston JEAN-BAPTISTE -1
JF LACHAUD -6
18. IRT+BURD
REJOUER
Top: BRIARD, 14J, 30 - Cumul = 797
De la Brie ou gros chien de berger.
BURAT/BUTER 26.
De la Brie ou gros chien de berger.
BURAT/BUTER 26.
19. TU+PLURM
REJOUER
Top: PUDU, O12, 30 - Cumul = 827
Très petit cervidé :
![](data:image/jpeg;base64,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)
URDU c'est -12 !
Très petit cervidé :
URDU c'est -12 !
20. LMRT+EEG
REJOUER
Top: GRELOTA, E2, 16 - Cumul = 843
MEGOTA faisait autant
tirage «LMRTEEG» :
Sec : rien
+ 1 lettre : rien
+ 2 lettres : 7 mots
+AA : MARTELAGE
+AI : MAIGRELET
+AN : LARGEMENT
+AO : GEOMETRAL
+EN : REGLEMENT
+II : LEGITIMER
+NU : GRUMELENT
MEGOTA faisait autant
tirage «LMRTEEG» :
Sec : rien
+ 1 lettre : rien
+ 2 lettres : 7 mots
+AA : MARTELAGE
+AI : MAIGRELET
+AN : LARGEMENT
+AO : GEOMETRAL
+EN : REGLEMENT
+II : LEGITIMER
+NU : GRUMELENT
21. EM+NOSEE
REJOUER
Top: NEES, O1, 23 - Cumul = 866
MENEES seulement 18.
Nous approchons de l'épilogue de cette manche..
MENEES seulement 18.
Nous approchons de l'épilogue de cette manche..
22. EMO
REJOUER
Top: OM, D3, 14 - Cumul = 880
Invariablement à jamais le dernier !!
Reprise vers 16h30-45
Classement provisoire du top 4 :
Antonin MICHEL TOP
Gaston JEAN-BAPTISTE -1
JF LACHAUD -6
Romain SANTI -14
Invariablement à jamais le dernier !!
Reprise vers 16h30-45
Classement provisoire du top 4 :
Antonin MICHEL TOP
Gaston JEAN-BAPTISTE -1
JF LACHAUD -6
Romain SANTI -14
REPRISE vers 16H45