Festival de Cannes 2018 - Coupe de la Fédération - Partie 1
- Tireur : Jean François HARMAND Comité Lorrain
- Commentaires : Nicole Counotte Comité Var Estérel
Bonne partie à tous
1. TORKELG 
REJOUER
Top: KOTER, H4, 48 - Cumul = 48
Vivre en kot
kot nm Belg. chambre louée à un étudiant
Vivre en kot
kot nm Belg. chambre louée à un étudiant
2. GL+SEOEI REJOUER
Top: LIGOTEES, 6D, 65 - Cumul = 113
2 scrabbles possibles
- 5 GEOLIERS 6D
[image]
2 scrabbles possibles
- 5 GEOLIERS 6D
[image]
3. FTXUBEA REJOUER
Top: EXTUBE, 7H, 53 - Cumul = 166
ATTENTION AU CHOIX DU MOT
EXTUBER Méd. Débarrasser (un patient) du tube placé dans sa tranchée
ATTENTION AU CHOIX DU MOT
EXTUBER Méd. Débarrasser (un patient) du tube placé dans sa tranchée
4. AF+NEUEN REJOUER
Top: ENFEU, N4, 34 - Cumul = 200
ENFEU (pl. ENFEUS ou ENFEUX) nm niche funéraire
ENFEU (pl. ENFEUS ou ENFEUX) nm niche funéraire
5. AN+ULILA REJOUER
Top: ALUNAI, O1, 31 - Cumul = 231
[image]
ALUNER Imprégner (une étoffe) d'alun
ALUN nm Sulfate d'aluminium et de ptassium
[image]
ALUNER Imprégner (une étoffe) d'alun
ALUN nm Sulfate d'aluminium et de ptassium
6. L+EOJOEL REJOUER
Top: JELLO, D4, 26 - Cumul = 257
JELLO nm. Québ. gelée à saveur de fruits
[image]
JELLO nm. Québ. gelée à saveur de fruits
[image]
7. ELO+RIDZ REJOUER
Top: DIREZ, O8, 84 - Cumul = 341
Attention au mot retenue
isotop DOREZ DOLEZ
ce tirage scrabble sur
E DOLeRIEZ IODLeREZ
U LOuRDIEZ
Attention au mot retenue
isotop DOREZ DOLEZ
ce tirage scrabble sur
E DOLeRIEZ IODLeREZ
U LOuRDIEZ
8. LO+ROAWI REJOUER
Top: WALI, 9G, 39 - Cumul = 380
WALI nm Fonctionnaire algérien
sous-top KAWI 4H 22 points
WALI nm Fonctionnaire algérien
sous-top KAWI 4H 22 points
9. OOR+YVUR REJOUER
Top: VOYOU, 8A, 51 - Cumul = 431
ce tirage scrabble en double appui
sur EF FOURVOYER
[image]
ce tirage scrabble en double appui
sur EF FOURVOYER
[image]
10. ORR+SNEN REJOUER
Top: ORNERONS, B8, 70 - Cumul = 501
seul scrabble possible
- 8 en B3
ATTENTION A LA PLACE DU MOT
seul scrabble possible
- 8 en B3
ATTENTION A LA PLACE DU MOT
11. CETESUM REJOUER
Top: COSTUMEE, 13A, 74 - Cumul = 575
scrabble unique
[image]
scrabble unique
[image]
12. NARESTH REJOUER
Top: THENARS, 12G, 89 - Cumul = 664
anagramme HERSANT en 14H 79
attention à la place du mot
THENAR adj et nm. (Saillie) du côté externe de la paume de la main
[image]
anagramme HERSANT en 14H 79
attention à la place du mot
THENAR adj et nm. (Saillie) du côté externe de la paume de la main
[image]
13. HFITEAP REJOUER
Top: FETIAL, 2J, 34 - Cumul = 698
isotop KEFTA ou KIFAT 4H
FETIAL, E, AUX adj et nom
ou FECIAL, E, AUX, Relatif au féciaux, prêtres de la Rome antique
[image]
isotop KEFTA ou KIFAT 4H
FETIAL, E, AUX adj et nom
ou FECIAL, E, AUX, Relatif au féciaux, prêtres de la Rome antique
[image]
14. HP+AEAMB REJOUER
Top: BAH, 11I, 32 - Cumul = 730
tirage scrabblant sur 2 lettres
LS BLASPHEMA
[image]
tirage scrabblant sur 2 lettres
LS BLASPHEMA
[image]
15. AEMP+IPN REJOUER
Top: KIPPA, 4H, 36 - Cumul = 766
KIPPA nf Calotte portée par les juifs pratiquants
[image]
KIPPA nf Calotte portée par les juifs pratiquants
[image]
16. EMN+GISC REJOUER
Top: SMIC, 1H, 30 - Cumul = 796
SMIC nm Salaire minimum
[image]data:image/jpeg;base64,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
SMIC nm Salaire minimum
[image]data:image/jpeg;base64,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
17. EGN+Q?UE REJOUER
Top: GEN(I)QUE, 2B, 112 - Cumul = 908
sous-top
SEQUaNE 15B 63
GENIQUE relatif aux gènes
[image]
sous-top
SEQUaNE 15B 63
GENIQUE relatif aux gènes
[image]
18. MSDODRA REJOUER
Top: SOM, 10H, 39 - Cumul = 947
SOM nm Unité monétaire du Kirghizistan
[image]
SOM nm Unité monétaire du Kirghizistan
[image]
19. ADDR+ILA REJOUER
Top: ISARD, 15A, 21 - Cumul = 968
ISARD nm Chamois des Pyrénées
ce tirage scrabble sur un
E DELARDAI
[image]
ISARD nm Chamois des Pyrénées
ce tirage scrabble sur un
E DELARDAI
[image]
20. ADL+TV? REJOUER
Top: V(A)LSAT, M9, 24 - Cumul = 992
bon appétit à tous
nous reprenons à 14H précises et les joueurs changeront de place
