Le pion avancé en 6ème traverse
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Le pion avancé en 6ème traverse
[Event "FIN-FRA 2019"]
[Site "ICCF"]
[Date "2019.01.11"]
[Round "?"]
[White "Havumäki, Asko"]
[Black "LePage, Claude"]
[Result "*"]
[ECO "C84"]
[WhiteElo "2421"]
[BlackElo "2428"]
[Annotator "Lenovo"]
[PlyCount "186"]
[EventDate "2019.??.??"]
[WhiteTeam "Finland"]
[BlackTeam "France"]
[WhiteTeamCountry "FIN"]
[BlackTeamCountry "FRA"]
1. e4 e5 2. Nf3 Nc6 3. Bb5 a6 4. Ba4 Nf6 5. O-O b5 6. Bb3 Bb7 7. d3 Be7 8. Nc3
d6 9. a4 Na5 10. Ba2 b4 11. Ne2 O-O 12. Ng3 Rb8 13. Be3 Ng4 14. Bd2 c5 15. h3
Nf6 16. Qe2 Bc8 17. c3 b3 18. Bb1 Re8 19. d4 Bf8 20. Rd1 Qc7 21. d5 c4
{
![Le pion avancé en 6ème traverse 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)
21 ème coup. Egalité malgré un très net avantage d'espace, avec un pion à une case de la promotion,
si les blancs gardent solidement le contrôle de la case b2, ce qui mobilise des pièces et doit inciter
à la prudence dans la contre-attaque.
Savoir que l'initiative n'est pas aux blancs a priori.
Le pion avancé sur la 6ème traverse (3ème vu des blancs) dés le 17ème
coup et maintenu par c4 au 21ème, est un danger permanent pour la finale ,
royalement ignoré par le moteur blanc parce qu'immobile pour longtemps. Pour
les blancs Il fallait s'opposer avec obstination à toute irruption
interception ou contrôle de la rangée 2. Thème analogue
avec le pion h6 dans la partie Banet-Oreopoulos : (1)}
22. Be3 g6 23. Nd2 Bg7 24. Kh1 Nd7 25. Ngf1 Nf6 26. Bg5 Nd7 27. Be3
Rf8 28. f3 Re8 29. g3 Nf6 30. Qh2 Rb7 31. Re1 Qe7 32. Bf2 Bh6 33. Ne3 Rc7 34.
Qg2 Bd7 35. Qf1 Rec8 36. Kh2 Nh5 37. Qe2 Qf8 38. Ng2 Rb7 39. Rf1 Rbb8 40. Ba7
Rb7 41. Bf2 Rbb8 42. Be3 Bxe3 43. Qxe3 Nf6 44. g4 Kg7 45. f4 h6 46. Qg3 Qe7 47.
Kg1 exf4 48. Rxf4 Rf8 49. Ne3 Rbc8 50. Nf3 Rce8 51. Nd2 Rc8 52. Kg2 Rc5 53. Nf3
Rc7 54. Qf2 Bc8 55. Nd4 Re8 56. Kg1 Rd8 57. Qf3 Re8 58. Qf2 Bd7 59. h4 Rf8 60.
Qd2 Bc8 61. Qf2 Qe5 62. Qh2 h5 63. Nf3 Qe7 64. g5 Nd7 65. Qg3
65... Re8 66. Qg2 Nb7 67. a5
(67. Nd2
![Le pion avancé en 6ème traverse 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)
Ne5 68. Qf1 Na5 69.Nf3 Kg8 70. Rf6 Nd7 71. Rf4 Rf8 72. Qg2 Qd8 73. Qg3 Nb7 74. a5 Rc5 75. Ra3 Rxa5
76. Rxa5 Nxa5 77. Nd2 Re8 78. Qf2 Ne5 79. Nf3 Qc7 80. Nxe5 dxe5 81. Rf6 Rd8 82.
Qg3 Qe7 83. Rb6 Qc5 84. Rf6 Kg7 85. Kg2 Qe7 86. Rb6 Qc7 87. Rf6 Qe7 88. Rb6 Kg8 89. Qf2 Rd6 90. Nf5 Bxf5 91.
exf5 Rxb6 92. Qxb6 Nb7 93. fxg6 Nd6 94. gxf7+ Kxf7 95. Qxa6 Qd7 96. Kh2 e4 97.
Qb6 Qe7 98. Qf2+ Kg8 99. Kg2 Qe5 100. Qf6 Qxf6 101. gxf6 Kf7 102. Kg3 Nb7 103.
Kf4 Nc5 104. Bxe4 Kxf6 105. Ke3 Ke5 106. Bg6 Na4 107. Bxh5 Nxb2 108. Bg6 Na4
109. d6 Kxd6 110. Kd4 Nxc3 111. Kxc3 {0.00/60})
![Le pion avancé en 6ème traverse 8BkwUbtfJLKAsAAAAASUVORK5CYII=](data:image/png;base64,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)
67... Ne5 68. Qf2 Kg8 69. Nxe5
dxe5 70. Rf6 Nd6 71. Qf3 Rd8 72. Kh1 Bd7 73. Qe2 Bb5 74. Nf5 Qf8 75. Nh6+
{75.Ch6+ est le couronnement de l'insouciance mais la partie est compromise
avant ( 67.a5 ? meilleurs 67.Df1 ou 67.Cd2 ils maintiennent l'égalité à
condition de ne pas monter au filet en charentaises et de rester sur la
défensive.)}
Kh7 76. Qf3 Rb7 77. Qg3 Ne8 78. Rf2 f6 79. Qh3 Qe7 80. Qe3 Qd6
81. Rf3 Rg7 82. Kg2 Qe7 83. Qf2 Rb8 84. Qg3 Rc8 85. Rf2 Bd7 86. Kh2 Rd8 87. Rf1
Rc8 88. Rf3 fxg5 89. hxg5 Kh8 90. Rf2 Nd6 91. Rf6 Kh7 92. Qf3 Rh8 93. Kh1 Ne8 0-1
(1)
http://jeanbanet.free.fr/oreopoulos-banet.html
http://jeanbanet.free.fr/oreoban.pgn
[Site "ICCF"]
[Date "2019.01.11"]
[Round "?"]
[White "Havumäki, Asko"]
[Black "LePage, Claude"]
[Result "*"]
[ECO "C84"]
[WhiteElo "2421"]
[BlackElo "2428"]
[Annotator "Lenovo"]
[PlyCount "186"]
[EventDate "2019.??.??"]
[WhiteTeam "Finland"]
[BlackTeam "France"]
[WhiteTeamCountry "FIN"]
[BlackTeamCountry "FRA"]
1. e4 e5 2. Nf3 Nc6 3. Bb5 a6 4. Ba4 Nf6 5. O-O b5 6. Bb3 Bb7 7. d3 Be7 8. Nc3
d6 9. a4 Na5 10. Ba2 b4 11. Ne2 O-O 12. Ng3 Rb8 13. Be3 Ng4 14. Bd2 c5 15. h3
Nf6 16. Qe2 Bc8 17. c3 b3 18. Bb1 Re8 19. d4 Bf8 20. Rd1 Qc7 21. d5 c4
{
21 ème coup. Egalité malgré un très net avantage d'espace, avec un pion à une case de la promotion,
si les blancs gardent solidement le contrôle de la case b2, ce qui mobilise des pièces et doit inciter
à la prudence dans la contre-attaque.
Savoir que l'initiative n'est pas aux blancs a priori.
Le pion avancé sur la 6ème traverse (3ème vu des blancs) dés le 17ème
coup et maintenu par c4 au 21ème, est un danger permanent pour la finale ,
royalement ignoré par le moteur blanc parce qu'immobile pour longtemps. Pour
les blancs Il fallait s'opposer avec obstination à toute irruption
interception ou contrôle de la rangée 2. Thème analogue
avec le pion h6 dans la partie Banet-Oreopoulos : (1)}
22. Be3 g6 23. Nd2 Bg7 24. Kh1 Nd7 25. Ngf1 Nf6 26. Bg5 Nd7 27. Be3
Rf8 28. f3 Re8 29. g3 Nf6 30. Qh2 Rb7 31. Re1 Qe7 32. Bf2 Bh6 33. Ne3 Rc7 34.
Qg2 Bd7 35. Qf1 Rec8 36. Kh2 Nh5 37. Qe2 Qf8 38. Ng2 Rb7 39. Rf1 Rbb8 40. Ba7
Rb7 41. Bf2 Rbb8 42. Be3 Bxe3 43. Qxe3 Nf6 44. g4 Kg7 45. f4 h6 46. Qg3 Qe7 47.
Kg1 exf4 48. Rxf4 Rf8 49. Ne3 Rbc8 50. Nf3 Rce8 51. Nd2 Rc8 52. Kg2 Rc5 53. Nf3
Rc7 54. Qf2 Bc8 55. Nd4 Re8 56. Kg1 Rd8 57. Qf3 Re8 58. Qf2 Bd7 59. h4 Rf8 60.
Qd2 Bc8 61. Qf2 Qe5 62. Qh2 h5 63. Nf3 Qe7 64. g5 Nd7 65. Qg3
65... Re8 66. Qg2 Nb7 67. a5
(67. Nd2
Ne5 68. Qf1 Na5 69.Nf3 Kg8 70. Rf6 Nd7 71. Rf4 Rf8 72. Qg2 Qd8 73. Qg3 Nb7 74. a5 Rc5 75. Ra3 Rxa5
76. Rxa5 Nxa5 77. Nd2 Re8 78. Qf2 Ne5 79. Nf3 Qc7 80. Nxe5 dxe5 81. Rf6 Rd8 82.
Qg3 Qe7 83. Rb6 Qc5 84. Rf6 Kg7 85. Kg2 Qe7 86. Rb6 Qc7 87. Rf6 Qe7 88. Rb6 Kg8 89. Qf2 Rd6 90. Nf5 Bxf5 91.
exf5 Rxb6 92. Qxb6 Nb7 93. fxg6 Nd6 94. gxf7+ Kxf7 95. Qxa6 Qd7 96. Kh2 e4 97.
Qb6 Qe7 98. Qf2+ Kg8 99. Kg2 Qe5 100. Qf6 Qxf6 101. gxf6 Kf7 102. Kg3 Nb7 103.
Kf4 Nc5 104. Bxe4 Kxf6 105. Ke3 Ke5 106. Bg6 Na4 107. Bxh5 Nxb2 108. Bg6 Na4
109. d6 Kxd6 110. Kd4 Nxc3 111. Kxc3 {0.00/60})
67... Ne5 68. Qf2 Kg8 69. Nxe5
dxe5 70. Rf6 Nd6 71. Qf3 Rd8 72. Kh1 Bd7 73. Qe2 Bb5 74. Nf5 Qf8 75. Nh6+
{75.Ch6+ est le couronnement de l'insouciance mais la partie est compromise
avant ( 67.a5 ? meilleurs 67.Df1 ou 67.Cd2 ils maintiennent l'égalité à
condition de ne pas monter au filet en charentaises et de rester sur la
défensive.)}
Kh7 76. Qf3 Rb7 77. Qg3 Ne8 78. Rf2 f6 79. Qh3 Qe7 80. Qe3 Qd6
81. Rf3 Rg7 82. Kg2 Qe7 83. Qf2 Rb8 84. Qg3 Rc8 85. Rf2 Bd7 86. Kh2 Rd8 87. Rf1
Rc8 88. Rf3 fxg5 89. hxg5 Kh8 90. Rf2 Nd6 91. Rf6 Kh7 92. Qf3 Rh8 93. Kh1 Ne8 0-1
(1)
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Dernière édition par jeanbanet le Ven 27 Sep - 19:39, édité 3 fois
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