Festival d'Aix-les-Bains 2019 - Coupe de Savoie - Partie 1
- Tireur : Titouan OLIVIER-CHOUPIN du Comité Dauphiné Savoie
- Commentaires : Jérôme PASCAL
Bonjour à tous, encore un jeune qui aura l'honneur et le plaisir de tirer une partie dans un grand Festival.
On attend une cinquantaine de joueurs de première série pour ce tournoi, le niveau va être élevé.
Il y a du beau monde qui s'installe.
Je vous souhaite un bon tournoi à tous.
1. EEAN?LR
REJOUER
Top: AL(T)ERNE, H4, 64 - Cumul = 64
27 scrabbles possibles sur ce tirage, un coup pour mettre en confiance les joueurs.
Parmi eux EPERLAN (poisson marin voisin du saumon).
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)
27 scrabbles possibles sur ce tirage, un coup pour mettre en confiance les joueurs.
Parmi eux EPERLAN (poisson marin voisin du saumon).
2. YVIERSQ
REJOUER
Top: SYLVIE, 5F, 36 - Cumul = 100
Anémone des bois.
Sylvie GUILLEMARD qui œuvre au bon déroulement de ce Festival, on ne remerciera jamais assez les permanents et les bénévoles pour leur travail.
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)
Anémone des bois.
Sylvie GUILLEMARD qui œuvre au bon déroulement de ce Festival, on ne remerciera jamais assez les permanents et les bénévoles pour leur travail.
3. QR+FORIT
REJOUER
Top: FRIT, 4J, 21 - Cumul = 121
Ou RIFT en 11H.
Aucune possibilité de poser son Q avec ce tirage.
Le FREROT FIEROT est à 19 points.
Ou RIFT en 11H.
Aucune possibilité de poser son Q avec ce tirage.
Le FREROT FIEROT est à 19 points.
4. OQR+REIN
REJOUER
Top: QINS, F2, 27 - Cumul = 148
Sous-top avec RONIER ou RONDIER (sorte de palmier qui donne RONERAIE pour sa plantation).
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)
En double appui on peut soit CONQUERIR, soit FORNIQUER.
Sous-top avec RONIER ou RONDIER (sorte de palmier qui donne RONERAIE pour sa plantation).
En double appui on peut soit CONQUERIR, soit FORNIQUER.
5. EORR+AIO
REJOUER
Top: ORATOIRE, M1, 68 - Cumul = 216
Première grosse difficulté du tournoi avec ce scrabble unique qui va réveiller beaucoup de joueurs.
C'est la seule possibilité avec ce tirage en 7 & 8 lettres.
50 points sont à perdre avec le sous-top ERRAI ou AIRER.
Déjà un mini tournant, on va surveiller ce qui se passe dans les premières tables.
Première grosse difficulté du tournoi avec ce scrabble unique qui va réveiller beaucoup de joueurs.
C'est la seule possibilité avec ce tirage en 7 & 8 lettres.
50 points sont à perdre avec le sous-top ERRAI ou AIRER.
Déjà un mini tournant, on va surveiller ce qui se passe dans les premières tables.
6. AMFSEIG
REJOUER
Top: FIGEAMES, 10B, 73 - Cumul = 289
FILMAGES, GIFLAMES ou FUMIGEAS ne passaient pas.
Plusieurs sous-top à 36 points avec notamment FOGS en 1L et déjà plusieurs joueurs dans le brouillard à cause du coup précédent.
FILMAGES, GIFLAMES ou FUMIGEAS ne passaient pas.
Plusieurs sous-top à 36 points avec notamment FOGS en 1L et déjà plusieurs joueurs dans le brouillard à cause du coup précédent.
7. XTLEIAL
REJOUER
Top: EXEAT, 8K, 72 - Cumul = 361
Autorisation donnée à un fonctionnaire de changer de poste en quittant son ressort administratif.
Gagne 16 points sur VEXAIS en I5.
Dommage pour EXCELLAIT en 9 lettres.
Il y a déjà deux groupes après le coup d'ORATOIRE.
Autorisation donnée à un fonctionnaire de changer de poste en quittant son ressort administratif.
Gagne 16 points sur VEXAIS en I5.
Dommage pour EXCELLAIT en 9 lettres.
Il y a déjà deux groupes après le coup d'ORATOIRE.
8. ILL+DBOZ
REJOUER
Top: LOBIEZ, E6, 34 - Cumul = 395
Ou BILLEZ au même endroit.
Ou BILLEZ au même endroit.
9. DL+NUEUT
REJOUER
Top: DELUTER, 7G, 24 - Cumul = 419
Top difficile à trouver, tout comme l'autre solution qui est NDOLE en 1K (Au Cameroun plat composé de feuilles cuites accompagnées de viande et de poisson).
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cTwvxaCHPh/laJcgfwJ4R/E1E8Rihb2iUAY+bsfAv8A7j7qFvxdLSPiXkhBlHVzMmB+89zl5LSrkxgAEDdtXXD27dhYN5lzdRbX2QY5ndV6kE7A0k4XA/nP4zzNGbi3L1xrt0/tHMtGwOwUfwqIUek7miHCeDHE3kwyc9bjfup+Z2+NR1K18DiUpSCi5nvZLsoMUxvXZXC2zr/+1h9kfw/f95zjt83PCBltrsBoFA/tTBxHi+Dt5sGlxLfcADKdJ8M89DIj5UkcQ4yt5O8wt50dfE9rw628wDrng5TrOsgxEaazFiW92iagLj0gPEYnCtcA+tOLY9oLbEzO2cM3rMbDaajdnuKv31u1hVtBkDot5mys6t4tSFGZvDoWWSFAMUb4bgMPnCspJaycyG9BVczakIE10UgkHVh1FdezPBLt9VfC4iSCe8D2e7LIHLMpuWpKZizaCDDHpTi67SDftnj6D7wVSxH7c/WR+J9sMfaAZXWFMP41coZEBgp3M8+h6UY492ow2JVci4gPaCO2W4yMjtBKgQVZo0mDzC6mumDu8DTEvYu4MWb2ZlYXlLqSOfiLAIdwxAHpRHtzwXh1yyEZFsudbbW1QN4SJhdMwjTykVOwpKy+Uj1/5m8chqG5BvIGB4X/ANQw6XmR7SnKAT4nuBDCupI8DFJSQJIg7DVgfgmGKBBYtKACmaIOXUQSNSCGJ35+dadnrJGHtlWIyKAmYDRAoiQOojauHGOJs4Nq/wCGNZEjzBn0/W4rn7C9un9y6nTHOL9f66yC/DcALfcuqXYbQuQzAtyDNJGvIR86VO0XALeFzXMLLBhDoCxySdGGpMaxH3cwRxV+xfi4ZAObMJKsDzBP6kU8vikxFlHsgZFgFeekb9abtenm9xBYU6uAM95W2IxBaGKkHXKTttqPTSt74QBGfXWJynpGUgA9QZg1K7QKExGW4HVLgzAjQidxHMTBijnBuDWWChna4mpEHRyftHmDBgrO6k+QpNRVQMZ5xRixWL3DMVhrd1cyXbjAAKGZWUE6ezlBMcgdumlWTg3bNltvqdco2B316fhVd4u3h0u3byZYVmCqNgNQIHXT4mpPYR2v4lu8dgqISFHMFhz+FBWpCoN3YdZZpqxoYPUy4MBf7y29i6qkQQSASQ3707gxtsarbB3sTcu3cLcbJetkrmhirAahusRr1pwFw2DINwKTIIMiI2I5n15mkftH2qxFjiDhAEaVLQJFwFEKGGG+WBzA1jeakpIXJUC5Av8ApG6oqoFQcGJ3GLd3vf2xIvDQq0aZTyIJ5gx8akcIstexGW3mRoLli4ASNXuFzlFtAs6zMxqZqzODIcTYuC7h0Wy8lwlvdjqWJGxkZgV5gHc6muC9gMI2b9lOHZcrRcuftDmaDprCyIExImCQCLV1inyWyJ5zadgN4OJVuN4R3F+b9zPhL+Zu9RVOaQyhlRHA7xWIkBtJEztXS5gsE1m4+FvXS9oKXS8qKGUmGZTMrl0MGSR74srFfRZw+5ayi/etFC2TxhwoY7eJYjbzMbzMxON/RtaNjNcxdtVs2gjP3AEKjFmu7k5pPLlpPMkuoGDuz76QGp8grKzwNrS/dS+q/Vxmlc0OcwACtpqZnbYU/dm+LJxRBbcqmMUeB9heA5N/F5/o1diVRFuJbvrcBOUEW3XOuhzeJdACIAOus1x4Zi2ssrq0MpkROh+FVMm+9/lEq5pm4lrKHDZGzJcttoQYa245g9Zqzexfac4gGzfgYhBJja6m3eKPeAw5EjkRSfh7y8TwgxSAfWbQi8B9tR9qOo/XKo+GVjle22W7bOa23Qxt5ggkEcwSOdTI5pmx4lhUVluOZcVeE0N7PcXGJsLcAysPDcSZyONx6cweYIPOiLCrr3EhIINjM18qyguIv3Cxy3lQT7LDUEb/ADmsoN4hbDPnvgfDW8V24P2rnMxPInWPIKIZvcOtOFvCLosEaKX6gRKIfMT3jD951FacKwyEAjVYzQTuC0qpP71xgbj9FA86JYV8s3GM66E/aJ1Jj4n4DlWE3jALQngbItqNp3P5e7b3GtcTxAKCSdFBY+79R8aF4ziEDzP3ClbjPFZUodA3hj3a/BQR6k1oS84vJvE+MmOrOcx/mbb4Lt6VAxuJLtbtA+C0A587jaL8PE3woMMQXuE7ldY6M2gHuWt8BcJ8e5Ziw8xoF/4ig1B2U/jD043v8IdsQoJ5AU9/Rvgu6wr4lh47p09Dt8o+JqvcaxyBADLlUPXxkAx8atnFRZwttBACW8x9wn9eleSxsJVXawtKe+kThdw4xrynMGAOwkGIIPXqJ2zEbCoWAusYCulshQs98qQpJkMqg52YGPFtHlRLtVxS1cVR3xl5nJOmpnMCBmEaQCPF1FAeCm2cPci24MELe8EF91XKyHSAZIM6Dada0DMgJkgBU2hvsvYsjvAVOWcz6yLsR3aFSuqqwZjtv6RY3ZvEwDtbtJ4FQeEDyAHpSP2Rwf7DRgWYEkEGJkgDy0HxJrvw/teMNe7m4oZQ0qoBbMSNtN9efxqaqGZz6T06IVKVrZPMdO112zfKWrmHtXljdpDJOnhdfEk6yQeUc6r/ALZ8LNzCKtu6rjDCVBJzgaAidQfCBrInIOdEe1XEiiMw8JuyAnNd45kax10EUu8C4mUZ5YQVIIP2h79x8aGgKlw98dp2ppU6a7RyRGXsh2mzYcXHuKpt6ONdAAB8yCfIGPM8sf2ntXXW4fAEk+ONdxl6EbH3Cl7izWsTh7h8KYiyobMNO8UEAiJOkmQORjXelhjeuIqSDEmB7UTz8tatVA+eMyHxDT/SGuN8YTFZpCiPYJ5a76amdo5152XS8ofKXJaItoCx29oqsnQEbVF7H9njjcQtpWKoozXn6LmggHYEiI855CruwuFw2DCjDWEtAe0yrLOARobmrH/celDXdaK7T1jKG+o+5RxKdx2KxLXBcuDODNtWYGVaPZIAzI+npqJ50XwF/ErcQtYvwQDPdsY02aB4T5GnftlxfDtZe8BkxAXTT/Uj7J0E6fa5ecVtwJM2HW4D4mQPOsQVByjbTz9+lSVKu4fhFuJYmmByzHd2t+8rPD8Pxd3vwuDNy6XALBTlU6yUOixMHeNtCK48bwGN4fDFWUMqg3MpjMwJyAsB4gAZj7iJau3ONuYR7WKw7ZXbwXIA1IEqecmAwMjUBegpr7Dcet8TsXbWIRHZYFxSAQQfZbmJld+UcqeK7BQ+0bTzIqtIqxUnIlU8L45ftvavYkXL2HDAuhOXMpG42LCSDr4TEbE094a/wnGn613ZDKyyroM/RFlG1GgA1J0y+VSr/wBH1u7hSq4ZbWJW6RbZ3J762jEESD4VdJgHUQCd5pOt8Jazivq1yzdTFIQUYvCRBkLcUElSuza7EELBonCVBdMEfKBTZlbzZjnw/GviL62b5t27NxGVVnJcF1pCShbNsGYT1XSN2rhHAGsIqmXdQNS0yBGo/dHlFUzxTiNxf27OVNzxooQZJtrkBkMVLga6Ajx8gasLA9u+97tkBWLKeHeWA189/uqWrT2KCBf4Syk7OxVCM94wXeKqjLaNm7nY5QYYeI/xHXeTmM6A1i8cXDXLdu+PbDZSegMdBvMVBwPay5dvC0LasxGkkhQSPtSNpFQ73ZvH38bbxuJNpVA7trDRdCKp3VhocxkyQCA0eiaYBu17W7/xGVf9ZCOvPreKvb76PLan6zgQCsy9kSdDrmRRrHVBty0pA4nw8owzWntsNGVhAHpOu4INXn2o7QYbDrlVkD5dV8IBAmYUmQRtymREwRSriMJaxdu43f27jsSZUEeEwfEWYgMs6nMZ15g1bT1NQAEi4nn1aKHC8wB9GHaE4XFrJ8D+Fh1n9fdVnccwIsYiU/07gzp6HcfrqKoo2mt3I2ZG+7Y1fdm99a4Xauz4rUa/wn/I/pqqrZsj4+/l9onTttaxnvBMd9XxKvP7K/CXB+6/2G+JynyaT7NWERVaWlS5Ye225Gh93Xkad+y3ETfw1t2MvGV/50OVjHQkGmadrjaYWpTO6Tmw4/dU+orKkVlUbZPuMofCY8G2AupcnWIzg+08HYH2R/Dm61mIxk6KdB+vnv8ACuC2zBeDLaAH7KDl+uZNbJhTqT6n3/jFcohEwfxLGsdvd+vn7qX8Vc8Q1kKPiWP3wD8aI8axIQsvPn5DTT12FCcOhdgfP5/2AHwpgEWZJK5ELcwrMT5xPv6V34d4VWOSrp5GuXEhNp42yMfkY+JrvhLJIU9VT5iotfwJZousJv8A62GnneWmv6YsTfTDr3L5R4VuaDVHVljaR4so0115UiY66U7u5r+zuKx30AYT8qsj6RMRhzhh38m3dRRpoZ3U+QBEz5c9j564dTGaoYlKrh3eDbiGyqWMyGOwbXwyykDQbVKx2GezZJVSoUrnnP47hPpABWGCzEbTWmP4jaW9aNiyLaqQGXMzd5DEyxJ3jSRTfjMZhmsYe3cVgrXO+a0M2a5IPhZrfiU5zM88nWrWcgrjBk9uc5gvs1xXLKvmABylSImRzjXYAwaKNxNVUgQGJjTczsBzPoKI27WDawrixbQLazOQzFozMpXwnVxlEE6sWgakyA4V2vsYJ3tdyWh2HehlZiJgasqyI5aCalen4pwD8JbR1fgrn5Tviez16/fs2rz5AzEZM6lgfDMyTlaDosE6axNERwrhd22thDeS6wlfGc8ifaB05E5SPs8ql4PtPw2+6u5RLqPmBupGsgg5xmVWBGmvpTXf7P4F7i4k2F7wvMqzr4m8RLBSJJOu0knzNJdypC5FuJpZqpLNm8pHjXBhZusl26MynxEqZAyyCBMMDMyTuIolwjAqG76zbzkAsis9rK+hUr3XiYnfQ5SeXKrw+rYM3Cj2rQZgFLFFBYDYTBJjzIpd7Wdi2sn6xgcysQQyo05lI/dfYaCAG/286oGpJFvf0k/g2azdYp/R9bIXGuoZbxuIuXcrAPIaj2mBPl60bwzPbQst0BnYEqeWsTAHSdB+FAexli+t+47kgs2Rs8g51EwQRIaNY3gUz3+DYmy7XApOYkkqQQJP9QH3UnVFXOZfomCgqTBHa7s/jMR3ZshBaysbl03BCnmgWMzRBgwR4htBo0HXD4G2iXHDKoVVIDSF0UNC6GByoTi+PXLVoW3IjYQZ08/8UCt8dVZJzN1E8o5e/WKC7FQgHT6ygIqHeT1+k17d8R+sWLNuIuNe0AGpKqQYA2Ja4oy76009i+y54cjm45N66FzZSMqZSSq7STJ1J05DzD9nsHhb+LtXZul0Bbu3Klc0AKRlAlhqZ/gGmlOWNuk3QE8Uj7RJ16DnH3U1jsohQfjEqoq1yxGBx7/WF8Fde6e8LLpsuoy6a78zO9ScSMPiVAv2kud2cwzLmyFQTIMGDA3FIfavH3LF1WYG2cuVjPhyyNS37vmaBYzt5dF5xadBChcxDRmkCBlIE5SfEQdYpQSo58vzMDULT23J+HvrH8cI4JdVDNlkUQoF8hYHKFuAGNtZrlguDcEw5zWu5BExmxLMBJ10a4R/mqswnYq5ilz2blghYHdi4HbLAkzGUXP4ZA6Gh1ngLJdDmyXUFmS0MzEohXxtl1ySdpnWORqjwbggVJB5gRiOfHu0uFTGM9nMFTQNaI8TruQ7AiPs6AjTSgnEu3N9kMXSubTMhIZYIMiDmBHI1P4gbGOsMFdTdJy2VMl3e2A2RWKDP4SFDHK06GcxlS4twlbD27bd4937VsIyicxAALAMwMEAgakHyNbS09MkbuRGVdRUUbZz47xy9jLilwudgqHIoU3mBIDuJgv4onnRjs5hLFrNaxd02brle7IE5R4iAzAaKXysROVpB8wFNwJaKdzbUN+zaSDczLrsxJt5SROVVmADpWthWv3UJWD4bdsMWAJzELBInKo8MZgZjXWBcV8thgSEHN4e7aYcreV3QK5UZ8sQSCRIgDlAPUhidTVn/RY3eYC7bPND8p/OkDtwpvWldFcJayqQxDFA7EqCw31aPUEaxNWF9ElrJhSTzRv18qjpHAB72+hjT+PHxnPhLUe7A3sl3EYcn7QuAdAQF+ZVjQDhuhop2a8PEG19pAPgHIpmn/FKdQPIZYFZXk1lXzzpTv1SdeQjTyGw/wBxNcOPXVw1olon733j0mPcD1pb459IJzG3gkBM63WHhkaDKnMDq3wpaxWAxOJRrl661x9xmOnmANl2OgAmltUVeZQtJn4E5YvGKxMuGYksTI1M7e8kmieBQBZ8vvpNW1U7C4lkHhOnTlTRUF4o0jaMNzVXnc+EeekT8/kalcDvTZtk7wV/pP8AehdjFrcVANhqfPr+Pyrvwy8Bcu2/4u8T0PtR7/upGsXcl+0bpGs1oc4hb7yyy9QfuoxxjCf9S4JacBTfw+kncFPaE8pA56THqANu9RPsTxQWMQ9hzFrEbdBc/v8AlXnLcZHIz/MrrDcJWmEshzsRA1jy9TpTlat27rK/ed25QqIYBipBDLBaDrPX8aB9osD9Wx923kCLmzKBtlbp0G+nKK6ji9tAJQT/ACb9dfPpVlS7WI93kCkcGMn/AEy6xQWrlpWS0ABdEgsDrDFSLZIjYb9DqFbiXZu7YDPcu4ctvAc5j6SoBPlWuH48VvIxzW7S+EJbZrehOpJSCefppvtU7h/GDav3nTxsQVD3WLkICdAxPWDPl8QC1Vz0+H73hja1hCvYXsjduKuMunImY92pXeNrkSBEyBPMT0mx3xFywVuNBCCQvIjTMf5t6FcFxVp0/baLlgNOgJH2Ry9NqB9vuIvZS33bk2GnK5YtLKduUEA/f0qBnarV+09ymi0KVj8/7jdi+Oi5eV9lEGBBzEGB5nWaK2sdfuv3iwIERy8xoZqnOyfFLVzEqLgOq7swGUhhyOjeGdv3tt6t3B4rxFEACnResRJMfrY0NeiynJgLWpstgBjEi/SRgHFj6xbu92oyi7yA8SjMTBiBGvlGxqr8Nx9rgtIcddS4zMWNp2QKoy5VdgBmOjajMF03kirU7X3bf1O7buXVFhkIukE5lBPtAD2oOsc9qoO9gkt+IXZ8KuAylSZGo02YHbrG451aYK4PeQViyAA5EM3cYt0Or4g51dgbrKIZBMNofGdNdiZG86SMV2UIW2Vvq+ZWJZWUhiJZY1zDwZdADqDGYUs272dcsRl8UjYaxr0kkannRbhN+9Zc3AufuXRvEQNSRAVW1IIEEgaAk7VWylR5cRCOXO1r2nvBuMNYxlu4r518KDkMsADSIAEb1bGKVkC3My5ugmFnaDzgTy5VW/E+zIuOz2Mos3PHbzNlNoMZNorqZQ+HSQZUzrobtjEhEtsRdyeEhDBgdQ2nlofdUmqemw5zPS0NKsDe3l7yzreEwuNw7WbpJJUqTMkZhuPPblrFIWG+hy8zxexFtbYeFuqGLsg0AZCAoMAQZMH94AURzlBN0924hsu2kaTr5f5rxfpBZAbZhlPXodT5EgffSKNZ6fAnV9KtQ3Vv16fCOI4FhMDYt2cPaUawXgF2I3dm0LN57awIFJbcVa1jHOHw924iEte7u0W1cSCr8iCDK6A5h5kAcT27ulbokqwPgIXNKnkQzgqepExNQcH2zur3Vy7dSFdibaK2cK0ascwDGfwJnUFjUnclmHOLRO9KaBL/ADj7xrsxaxKLj8CF77KWgAw8qeSsMtycokamI5zVaYriOJdl725csXLRzN3guZlUZfEJ8cgAk7DnpqatT6N+0mGvpcFtiH7xmNttIDHQqusKemZoM+VJv0scJtpixdHi7+A4IYlSqkZgw1C5Tqo5qp1Oldp2s3huM9PfwklZb+ZeJX/aDF3Huy1ws/VgFaDqM0ARvtyj3VvfxjKoa3da5KMHW4gKjNILKrFgeeukHlUV+KwylVUlQACVEkCIJ36AxO/WimB4niL/AHihkZ7hzMGtoZMZQxcjSRpER6bV6VrKMSccybc7RW8QlqwuFFsgjM2Yvm9nL4n8QE5jBJ3Ec5urgNr6vgm5Rbj3xH/v+VVZ2H4N32IDFfDagmNtNlAPnoPQVaHGb8W1tj7Rk/yifkWLEeUVI5G646fvG0VLNeD+GrrpUzsn4uJP5W5B65Syt/6iVGwb5AW6Cin0c2s1y/e9FB6M0Fh6FFssP56PTC7SjUGyx6rKysq+efPk/AYMKs5QT08vv5UYttcfT2fToIO/TWl6zxM2DkdQyjQGOnzo/heN2GKkEg6H+3nPv+6vLrUqgORPXo1qZHM48R7JZpuWdW3ZPPyPXy/xSvdw2WUaQQdQdCPdyqyFvgQR7J3iIHnIPvjqNKgY23ZvnKygxoGUZfgxGsxtt99Lpahlw8Krpw2VlcYLEFG/W9Fbt4gq672wAT1zbj0/M1w7RcFfDXJ1a2xlXiPcRyauWBuyIPmfUtoPlXrqwdccGeQVKNnkRhw2KDCQa3xTBxvqNiNwaBIchKAmJ8Lef60+B51K+sabevlULUyjYlyuGWNGOtjimHUEhcXYG5/8Rf1v0PrqlJg7tpodSrDkRoR1B2YfKp+ExTI4e2xDDUH9b+lMeJw9vHoHUlLyA5kHnuQDus9NRrWq5QY4+3/JLUTN4kY61MaHTcn1MeuxNd0sAeDKzZ9FAiSdIG2uo5fjW91t7bypB5/ZI/CK9W+i3LMZvDuSdMw5qBqBMH7oqkHy4iessHg2MUi0FUE2QFfoxT2mOsSdZ9d6cuPrax+H+q91aUm3NtiJKMQApAEfxDcRA3Bqo8V2lvLfVlUKoMnKILlp8X4bcvOab8D2rspZ7zPFwt7MCIgeKeRmdPl18qqlRDvXrPbo1qVVAjnIith+y1+0lvFAK4khhEGzdRvErz7IBUjNyJ21EkbvE7926z5nIjL+yDGFgKhkAwZgTsTyNMTdtLaFVvWbfd3h+0fQhlMgliPb0MRuAdaV+OcJ+rXLZw7stl5ZbjHNpuFEDSAVG5LAqQdwGB/FPmHw9+knb/V5UN/gZNxnAUuIxP1pdAyC40sZSczIAABm3ygkSBodgPCr1lWCr3jXLiKWYqCf4hbWYKxA1B9k6mIpgXFObKrbcBlaFgklc3VTAPOBm56c6i8LvQ5a+WZ7MvnJMqANtdfMSARFYHIQj39oDgOwtGvs52XKXndr3dyokKwGg1BdUVI+15fOj9ng2FlmLqzHRmfMToY3ZztG3lVbfRtx7LcbvWkEhmOskkRqeew3qfxbjStcZklZka7MSdyBsamqUnuQxuf6lWnUEAjHswh2jazbc27RJ018Qg7EQMog78zQ5Lxt/tF1XQfHqaAdrkypbZTJkMzKenP7hRrgKs9oPdBGbXINMwG8TsNda1qNkvL6GoO7YekZOGdlMNiSb/iW4fERn8FzpMggGemhEyJ1pX7d8CxVq6/d4Vu5yZi9oHuwNTBKiEymRrqY9INni7LhroRmVEykNoD4WE+IQRKzrU3h/bkIrG5mJAmd/CRImTvHPypdOu6AGxbpJtZphvJBtfMl9nOG2P8AphCkIHli90KSXUkByNR3ZyyF3A1ncmmeLcPFrF3bFxyqpcKlsknLOjZA2xWGEHmKa+0f0gvibtu33eWxnQuG1a6oZTlbkqGNQN43op2gXDYzDXMZ3MX7KEkQe7MHYqog+H0nn1FdKo9Fgan5vnbteeW6h7hekSeB482L1prBbRofxEh4adgBsNtOQOlXB9INi3icNbvAoM6lFLgkDvl065SI9rlFVNxTtB3lpbVzD2A6qAl1PaVQZAlTG8c9ACOdMvZ7jHe4JsIzkMSDbZysZgwbKRl8IJEZp0metFqlYFatuvszqRFipld4TBm5dFvYlgNeRJjX308dmeCPYdkbNmY5GWNcwJBHOR5+Xvrpj+BJeu98hIz+J0jUXJhlA8zr76csCFw4XN4r5ERM5fUmYMbnlPOQCVTU+LhYoU7Gw5hrhWBt4a3lXT7Tnfbz0noD11+yRUG9fNxyx57DoOQofieIz4Z9T1Pp0HKtExgUSTQektpqFEmcaxot2yC2UQSx3yqoJLRzgAmOcAVYnY7h5sYW2jABz43AM5WfXIDzCLCA9EFVt2OwJx2KLus4ezEg6i5dADJb8wIFw/y2upFWH2UvZbIsMZbDucOSTJIUA2mJ5lrRtmerVdRXaJHXfcbCMNZXgNZVN5PPkfHYTPC7EnXyA39BsPjQe5gmHiEjmPTlThg7PhLxrcORR0X7R1/3fKveJYcZYUctNOmg/t1o7XnXiZax11NAx9Jpk4Px0EQYVtpj8ztQ/FcP3PuHu3M9J+6hjYcrBH6/Qqerp1cR9LUMhloXsNbxGHNt9QRuORHMff8AKq2vYVsPdKPrl1nkw5EUydmuMCMp9COo/Ou/G+HLeUSIj2WA+ExyPSodOxoOVbiV1wKyhhzFpEzKBPKfQsdPXQfCo5cglSdV0/t6efxqZbttbZs4gjU+7b3ULwylmYz7/U/P0r0yoYTzwxUyfbxFTsI5BDIxDAyCNwaE2x7vL8uo+Y+dFMCI/W/pUdRdkrQhxD14YfGgLeIsXxot0ey/kw5fd5il/jHBMRhj+2tnTZxDKQec8tYgmii2gaKcM4tesDJpdtf9t9Y/lO6n0+FLSrt4/Q/sf5g1NPfIiU8FdHk+YgiOQ8udaYewxIBEnYU6X+C4PEuXw93uLjb2b0BS38NwCB6EfCg3F+EXsOYxCtbU/ay5lPSGHhPxpnjXNpOEI5gjEYUid+gAE7H3UewuNuHDrhrjTb2tsd7ekjQ+ZIHQabbBrZVoGViNp1OmbfMNPw8q54hAstbMACSCZImY31kwa1l3Cxh8ZEM2+EYlWAsI5MeK6XhTPMknRQOR38+enaDiOS33AuLcuwBeuCMoA/8ADWNTHP8AQAiw911P7VkTaMza+WXNtrXALbFwLBZeeu5jqOQNYtM7rvY27D75nFsYhnsTxdLF5hcQMHSFkDR50399E+IXVuXJChZM6cx+FLeGayHGYEINdpnyHQ+tE2v24AQktMw5ykg8pBK+7Q0ust2uJVpdTsFjC2DeyT40LKNcs7sNvMAT76Pf9Ywt7Lbde6Xk6zKabwTqN9PWks3mWPAwzTlHPwkA6b7mufFiZAtkgZQSXcKTO2rEaevWk+AWMrqapVyMmMvafFJZs3rNlu/L+A3F1XxLJII30023BE70rcW4dcRbWcOk2yGDA6tbaIgEx4Si681I5VpY4nct2XS258QVWMDZiCy5iJGoUcufvauzXD7/ABCxeW5fJVAkORzBOa2zAZrnhKtOp8KjYU8AUEv0vIKtdq7ZiPhbTsdATyFO3Z/h2Ia3dRr6WbVxStwHK2YEEbHY+ehqLiMGtkqlshgVDZhGmpBBA2MjbXQjWieB4Reu6KJjnOnxGlS16+7ItORLczmnZbhYOuJvdB7Hv1K9aN4XsxgwubDX2uZYLBwvxzDwiOhG00Mv4PA4f/XYXrn/AG7evxI0qHjuLXbyhDFm0NrSdPMillatXJY2+X9wlHQCHLnFrdmUw8O/2n+yvp+vzAtsdv4iSfaY8/LyFCjeAEAQByFRLmKqhUAwsMDbDf16Odc+HC9j8QuEw51b23IJW2okknroDC8zp1pewXeYu+mGsEZ7hgMdhAJPyBq8+zfBLPD8OqWd/BduXD7TsDDEmNBlkAbCfMk0pTtkxVSrfAjJ2f4amGw/1eyD+yYwTqXJ8eZjzZiSCepqLcuBMYI9nE28oPS7aGe2Y6tbZh//ABFT0vRdJH2kj/dbMgfBjQjtPbIt95b3tMtwRvCEsIjqpuJ/up0mjPbuFwGBUAjYzoeY361lB7V7MA1t4RtR79efnWVt5lpSNlQGLCAqDInkY1Pu/CuN4H1nX8ANtB+udTDZAEdND5k+Jj5/5ryxqxYxlWCB7tB5CI+NVRUg43BqfAOQifXc+8T8RQrHYWCx6DT1On5UaDHVusnpv+v+NcAk5Af5zI5LtvvrH9JrDCEWbmGa2Rl3EAebHX8/lTLwfigYZGjofdUHELBLndFJ2+2+i+8LE+poX3DK4A0KAT/M2vv3+VTVqIf4x9KoUPpGvG8NS8DaYkfuP0PQ9RSniuF3MMCtwakmDyYbaH4+lNfB+IByVaCw3FNLcOt37WS4uYctpB5EdCP7VElV6Bs3H2lbUlrC45+8qg2hlg/qOY6akVzw+LKRm2PP8wNj5j3g0c7U8DuYYgHVGgW3Gzbkz0blHlQRlBcCNAZ9yivR8rrcZBkPmpt2ML4bFqdjvt/Y7N9/lUu1e6RSu8qoYGC2vrO0g6Gu9nicaMPxH/yHz9KkqaX/AMyqnqR+aM5VW3qXhOIYiyItXTl522hlPllaRFAcLjlI0b4/mNvfFTbd6deX651KwdcGUeV5vi/q1wzcwxtNzfCkLPraaU+EGhWN4HZYjuMUu0FbyNbP9S5lJ+FEXv8Avrm5U7j4imLWI9/zEtQU8QJe4HikU5crpzNu4j/IHMPhUTumRdbbg88ymPUGPlRm/YQ8tah388QruB0zGqFrX5iGoEcGDLhA3M9eU15cvlm5fhvU1Hu7d4331Lw2JvL7N0g9cqz8YphdRAFNpBxEA5RcznaVJOg5DTUSev2fOt7HDMU+luzeYHojke/SPOjCcSxR/wDybg9IH3V0Ny83t4m83kXNKNa3v/kP/HJzN8B2Tx3durBLNu4sOL1xV1WCrFZ11mD6zyk52aNrB2Llq/jLcs4dPq+a4VMQ32VEkADcj4UAt4O39qW/mJP31NtFF9lQPQVNVbeCp4j0pbTe8M3uPWZLWMGXc6m5e8Mkkkkqu5JO/wDeoOMx2JvCLl7Kv/btDKPSdzUV8SK4tiqWqAcCM2ibqioDlEfeffzrhev1ExXEFX2mHoNTQfFcWJ9kR5nf+1UpSZoDVFEJYvFhdz+dBsXjS2mw6daiO5OpMmtKqSkFkj1SeI5/RLaLcUsGJC5idNgUK/GWq9MZrb7sb5HUD+Xy9FPxqsPoMwX/ANzeKzlCFT/I0sPmKtPGMUbOCYS8CRG6PAOnUAg/GsbLThxOWFx0paubkhW58xB25EGjpUEARoVywfLVfduPfQXB2ERXtgyodo19kEyojp4o56RRfh17MpiCYDe8b+Q/vXGdEe9xe5h2NnKSEJAgH2ZlfgpArynXGcDV3L5fa13I5dJrK68y3rKYxDxzIkEn8fidAPI1rcByAc3M6dNPvkDyr3uwxG8EzHMgfidPia6NBzDmefQcyD68vKrbREiXROVB9r/y7T7wCa89osYEM2UT+4ntH00P9VaA6PcHPwpHUwAfhr76x0jwg7BbYjq2rfIZaGFObAMEnZ2N1p6D2RHT8qjJhpJduZLE9ANhP62qdduQXcbDwCegEaf7pPvrbHAW8NcY75f+RED51lrzrxKwmIf6x3iEg5j8OlWTwDjOaAdGpC4FhPFPu+Wp+6jbAo0gwdNfMx+FJq0Q49YynVKGWK12zfTu7gzIx6eywOh8tY1qvO0HZa5hWb7SNCI3PxHY9DRzhXEyffoR1HWmu1i0e3kfxaRr06V5au+nb07T0GC11zz3lO8RtSwUbA/JR+cVANmAT01+X96duP8AZs2i9xDmttovVcx8U+6gOJsRabSSfuJJ+MCvVR1ddyzznQobGLGUiI3rtZ4hcQ6H9e7f31KuYfxDTbf5n8qjXrEE/rp/eiKzAxHElpxwn2h8vyj8a6Diyn/P5gUJuWYrREpJooekYKz94XbHA8x8K5HEg8x8aG3FitJrhRUQjWMLK/6kV0Fz1oLNZNYaU7xvSHUvV1GJ8x8RS7NZNYaAm+Oe0Y/r6j7Y+/7q0fi6DmT6CPvoAK8iuGnWcdQ3SF7vGz9lR7zPyqFf4hcbdjHQaCotZTBTUcCLNVj1nuavK8rZN6OLmAV6Froi0ydjezz4m+IErai4/wDKrbe+sJtCAly/Rzwc4bB2rTLDNmzkfxeIfMxR50Dggz47QmOZXSRyHLTy8q74uBmKyfAHWNJC6ee4oZbvjOACNHIjqrAEacx4h8qmub3j7YtPcEc9xk0nKH16Hfr5fHyqXw69lcH+LWej7Tpp4oBHkaHexeRxqVLIdzKEzHpIHw99G8QoJkbOpHL2twY6/iD1phMACEmxoTw5GMdNo5fKsrfB4hWRSdyNa9rMzMShcxYT+94R/KILfHQVlx4VvPwL5fvH13PurKyrbxHWc3GXJ/CpcjzEx8J+QrlakDPvCFz6v7Py1rKysnTXJCWxpqc3pGla9qgBh0WdS0+oFZWVwnNN+A4TJYDRLMY+Op+RrlftZmCj7Tk69FFe1laZk4PeKugTSAB8SB+NMnDcYCcpnMN69rKj1SC15TQY3tGLC4pLma3EwNQedKXaXs/kgp/pk6joY090TWVlQ0GKVQBwZXVUMlzE42xnYe4D0gVGbDyB5n8aysr2TPMnLE2fuHzrS1hILeQHzrKygmiaY/CwB+uQqALWvvr2srhxNm9zDxJ/W9cCtZWVk6eAV0yc/KsrKyaJtbtzNbGzpXlZQwuk1No16trQ/rr+VeVlFBM2SydfWvESsrKKZJwtDl1irt+jPgf1ewXYANfU6joUBHoQQ1ZWVPWNhG0hmH8LjhFogknxWto1A0G+3hmhhxJW2SIzIIJ8rbEA/wBLLWVlABiMPMIPcLBp3IV1nXxKYn0MD4mpWAvO9qCIdSSus7efmPnXlZTOkDrJNl3AGVoG4HSdaysrKTeFP//Z)
Le coup d'EXEAT a également fait des dégâts dans les premières tables.
Top difficile à trouver, tout comme l'autre solution qui est NDOLE en 1K (Au Cameroun plat composé de feuilles cuites accompagnées de viande et de poisson).
Le coup d'EXEAT a également fait des dégâts dans les premières tables.
10. NU+UIEDS
REJOUER
Top: EXSUDE, L7, 32 - Cumul = 451
Bat EXINES de 2 points (couche externe du grain de pollen).
![](data:image/jpeg;base64,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)
Et UNIDOSE en I1.
Trois scrabbles en 9 lettres, QUINAUDES, EDUQUIONS et GUIDOUNES (femme facile au Québec).
Bat EXINES de 2 points (couche externe du grain de pollen).
Et UNIDOSE en I1.
Trois scrabbles en 9 lettres, QUINAUDES, EDUQUIONS et GUIDOUNES (femme facile au Québec).
11. INU+HPNI
REJOUER
Top: HOPI, 1L, 39 - Cumul = 490
Joué hier en paires, ou HOUP (attention invariable).
POUH perd malheureusement 3 points.
Joué hier en paires, ou HOUP (attention invariable).
POUH perd malheureusement 3 points.
12. INNU+JTV
REJOUER
Top: JUIN, D4, 26 - Cumul = 516
ENJUIVENT ou ENJUIVANT en 9 lettres ne passent.
Il reste 10 joueurs au top a priori et déjà des écarts à l'arrière du peloton.
ENJUIVENT ou ENJUIVANT en 9 lettres ne passent.
Il reste 10 joueurs au top a priori et déjà des écarts à l'arrière du peloton.
13. NTV+BAHE
REJOUER
Top: HAVENT, 13I, 49 - Cumul = 565
On retrouve ANETH joué hier en paires à 33 points. Si vous n'avez vu ce coup, je vous invite à le faire car c'est un superbe coup de scrabble qui nous a d'ailleurs coûté un point à ma partenaire et moi et comme à beaucoup d'autres. C'est le coup 21 de la partie 2.
On retrouve ANETH joué hier en paires à 33 points. Si vous n'avez vu ce coup, je vous invite à le faire car c'est un superbe coup de scrabble qui nous a d'ailleurs coûté un point à ma partenaire et moi et comme à beaucoup d'autres. C'est le coup 21 de la partie 2.
14. B+RSEUO?
REJOUER
Top: EBROU(E)S, 14F, 93 - Cumul = 658
Ou EBROUAS... et BROUSSE.
Sur le Q de QINS, BAROQUES, SORBIQUE et BORIQUES rapportent 82 points.
Je SUBODORE que vous aviez toutes ces solutions.
Toujours 10 tables au top avant ce coup joker.
Ou EBROUAS... et BROUSSE.
Sur le Q de QINS, BAROQUES, SORBIQUE et BORIQUES rapportent 82 points.
Je SUBODORE que vous aviez toutes ces solutions.
Toujours 10 tables au top avant ce coup joker.
15. CEKRLDA
REJOUER
Top: FRAKE, B10, 34 - Cumul = 692
Ou FREAK.
C'est un arbre dont le bois est le limba.
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)
Trop court pour faire DREADLOCKS...
Ou FREAK.
C'est un arbre dont le bois est le limba.
Trop court pour faire DREADLOCKS...
16. CDL+GPOU
REJOUER
Top: KOP, 13B, 28 - Cumul = 720
Sans chauvinisme aucun, voici le meilleur de France par exemple :
![](data:image/jpeg;base64,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)
Plus que 8 joueurs au top.
Sans chauvinisme aucun, voici le meilleur de France par exemple :
Plus que 8 joueurs au top.
17. CDGLU+EM
REJOUER
Top: CULTE, N10, 26 - Cumul = 746
Mieux qu'ULVE en K11 à 20 points.
En 11 lettres DOCIMOLOGUE pour information.
Mieux qu'ULVE en K11 à 20 points.
En 11 lettres DOCIMOLOGUE pour information.
18. DGM+TOAA
REJOUER
Top: OTA, 6G, 21 - Cumul = 767
Jolie cheminée qui gagne 3 points sur le sous-top AMADOU (substance très facilement inflammable) en 11I.
En 9 lettres DOGMATISA.
Aura-t-on toujours le même nombre de joueurs au top après ce coup?
Jolie cheminée qui gagne 3 points sur le sous-top AMADOU (substance très facilement inflammable) en 11I.
En 9 lettres DOGMATISA.
Aura-t-on toujours le même nombre de joueurs au top après ce coup?
19. ADGMT+EA
REJOUER
Top: ET, 15H, 18 - Cumul = 785
ET la partie continue à malheureusement se fermer.
Dommage si Titouan avait tiré 2 E nous aurions pu dégager 3 voyelles...c'est la vie.
ET la partie continue à malheureusement se fermer.
Dommage si Titouan avait tiré 2 E nous aurions pu dégager 3 voyelles...c'est la vie.
20. AADGM+ES
REJOUER
Top: ASE, 15A, 27 - Cumul = 812
Ou ASA.
DEMATAGE et DEGAMMAT ne passent pas.
Ou ASA.
DEMATAGE et DEGAMMAT ne passent pas.
21. ADGM+NCL
REJOUER
Top: NAC, N3, 19 - Cumul = 831
Encore un coup assez difficile avec cet animal de compagnie exotique ou sauvage.
Il ne reste que 3 joueurs au top, les tables 1, 2 & 3 ...
Encore un coup assez difficile avec cet animal de compagnie exotique ou sauvage.
Il ne reste que 3 joueurs au top, les tables 1, 2 & 3 ...
22. DGLM+WES
REJOUER
Top: WAD, 12A, 26 - Cumul = 857
Substance terreuse riche en manganèse.
On garde notre trio de tête.
Substance terreuse riche en manganèse.
On garde notre trio de tête.
23. EGLMS+MN
REJOUER
Top: MESS, 9J, 19 - Cumul = 876
Bonne idée ... on commence à avoir faim.
Les 3 premières tables sont bien présentes à la cantine.
Malgré les apparences, on pouvait scrabbler sur un I avec LEMMINGS (mammifère rongeur).
Bonne idée ... on commence à avoir faim.
Les 3 premières tables sont bien présentes à la cantine.
Malgré les apparences, on pouvait scrabbler sur un I avec LEMMINGS (mammifère rongeur).
24. GLMN+UT
REJOUER
Top: ULVE, K11, 20 - Cumul = 896
C'est une algue verte.
Gagne 6 points sur EMU en 14B.
Une pensée pour NGULTRUM, unité monétaire du Bhoutan.
Thierry CHINCHOLLE, Aurélien DELARUELLE et Louis EGGERMONT seraient sous réserves au TOP sur cette partie.
C'est une algue verte.
Gagne 6 points sur EMU en 14B.
Une pensée pour NGULTRUM, unité monétaire du Bhoutan.
Thierry CHINCHOLLE, Aurélien DELARUELLE et Louis EGGERMONT seraient sous réserves au TOP sur cette partie.
Bon appétit à tous et rendez-vous à 14 heures pour la deuxième partie.