Search Reykjavik Open\n13595780 1. e4 c5 2. Nf3 d6 3. d4 cxd4 4. Nxd4 Nf6 5. Nc3 a6 6. Bg5 e6 7. f4 Qb6 8. Nb3= Nbd7 9. Be2 Be7 10. Qd3 Qc7 11. O-O b5 12. a3 Bb7 13. Kh1 Rc8 14. Rae1 O-O 15. Qh3 Rfe8 16. Bd3 e5 17. fxe5 dxe5 18. Re3 Nf8 19. Ne2 Qd7 20. Rf5 Qe6 21. Nd2= N6d7 22. Bxe7 Rxe7 23. Nb3 g6 24. Qg3 Nf6 25. Rf1 N8d7 26. Qe1 Kg7 27. Ng3 h5 28. Ne2 Rh8 29. h3 Qb6 30. Ng1 h4 31. Nf3 Ree8 32. Kh2 Rh5 33. Re2 Reh8 34. Qf2= Qxf2 35. Rfxf2 g5 36. Rf1 g4 37. Nfd2 Rg5 38. c4 Nh5 39. cxb5 axb5 40. Bxb5 Ndf6 41. Nc5 Bc8 42. Ree1 Nf4 43. hxg4 Nxg4+ 44. Kh1 Nf6 45. Nd3 Rg3 46. Rf3 Bg4 47. Rfe3 Rxg2 48. Nc4 Rc2 49. Ndxe5 N6h5 50. Kg1 Ng3 51. Rxg3 hxg3 52. Ne3 Nh3+ 0-1\n13138430 1. Nf3 Nf6 2. g3 g6 3. Bg2 Bg7 4. d4 O-O 5. O-O d6 6. a4 a5 7. Re1 Nbd7 8. e4 e5 9. Nc3 Re8 10. h3 c6 11. Be3 exd4 12. Bxd4 Qc7 13. Qd2 Ne5 14. Nh2 Nc4 15. Qg5= Qd8 16. Na2 h6 17. Qc1 c5 18. Bc3 Nb6 19. b3 d5 20. exd5 Nbxd5 21. Be5 Bf5 22. c4 Nb4 23. Nxb4 cxb4 24. Bxb7 Ra7 25. Bc6 Re6 26. Bg2 Rae7 27. Nf3 Ne4 28. Bxg7 Kxg7 29. Nh4 Nc3 30. Nxf5+ gxf5 31. Rxe6 Rxe6 32. Bf3 Qd4 33. Kg2 Ne4 34. Bxe4= Qxe4+ 35. Kg1 Qd3 36. Qd1 Rd6 37. Qxd3 Rxd3 38. Re1 Rxb3 39. Re5 Rc3 1/2-1/2\n12689536 1. d4 Nf6 2. c4 g6 3. g3 c6 4. Bg2 d5 5. e3 dxc4 6. Nd2 Be6 7. Ne2 Bh6 8. Qc2 b5 9. O-O O-O 10. b3 cxb3 11. axb3 a5 12. e4 Na6 13. Qxc6 Bd7 14. Qc2 Nb4 15. Qb1= Rc8 16. Nf3 Bxc1 17. Rxc1 Rxc1+ 18. Nxc1 Qc7 19. Ne1 Rc8 20. Ncd3 Qc3 21. d5= Nxd3 22. Nxd3 Qd4 23. Ne1 Ng4 24. Ra2 Ne3 25. Qd3 Qxd3 26. Nxd3 Nxg2 27. Kxg2 a4 28. Ne5 Be8 29. bxa4 bxa4 30. Nc6 Bxc6 31. dxc6 Rxc6 32. Rxa4 1/2-1/2\n14408483 1. d4 Nf6 2. c4 g6 3. Nc3 d5 4. cxd5 Nxd5 5. e4 Nxc3 6. bxc3 Bg7 7. Nf3 c5 8. h3 O-O 9. Be3 Qa5 10. Bd2 e6 11. Be2 Qc7 12. Rc1 b6 13. h4 Bb7 14. e5 Nc6 15. h5 Rfd8 16. hxg6 hxg6 17. Rc2 cxd4 18. cxd4 Qe7 19. Bg5 Qb4+ 20. Kf1 Nxd4 21. Bxd8 Nxc2 22. Bf6 Bxf3 23. gxf3 Qc3 24. Qc1 Bxf6 25. exf6 Qa1 26. Qxa1 Nxa1 27. Rh4 Rc8 28. Rd4 Nc2 29. Rd7 Nb4 30. Rxa7 Nd5 31. Ke1 Nxf6 32. Ba6 Rc3 33. Bb7= Rc7 34. Ra8+ Kg7 35. Ba6 Nd5 36. Rb8 Rc1+ 37. Kd2 Rc3 38. Bb7 Rxf3 39. Ke1 Rf5 40. Bxd5 Re5+ 41. Kf1 Rxd5 42. Rxb6 Ra5 43. Rb2 g5 44. Ke2 Ra3 45. Kd2 g4 46. Kc1 f5 47. Re2 Kf6 48. Kb2 Rh3 49. a4 Rh2 50. Rc2 f4 51. a5 g3 52. a6 gxf2 53. a7 f1=Q 54. a8=Q Qb5+ 55. Ka1 Qe5+ 56. Kb1 Qe1+ 57. Kb2 Qb4+ 58. Kc1 Rxc2+ 59. Kxc2 Qc5+ 60. Kb2 Kf5 61. Qb7 Qe5+ 62. Kc1 Qe1+ 63. Kb2 Qd2+ 64. Kb1 Qd1+ 65. Kb2 Qe2+ 66. Kc1 Kg4 67. Qg7+ Kf3 68. Qh6 Qc4+ 69. Kd2 Qd5+ 70. Ke1 Qe5+ 71. Kd2 Kg2 72. Qg6+ Kf2 73. Qh6 f3 74. Qh4+ Qg3 75. Qd4+ Kg2 76. Qe4 Qg5+ 77. Kc3= Qf5 78. Qb7 Qe5+ 79. Kc2 Kg3 80. Qb3 Qe4+ 81. Kb2 Kg2 82. Qc3 f2 83. Qg7+ Kf3 84. Qf7+ Ke3 0-1\n14408484 1. e4 e5 2. Nf3 Nc6 3. Bc4 Nf6 4. d3 Bc5 5. O-O h6 6. c3 d6 7. Re1 O-O 8. Nbd2 a5 9. Nf1 Be6 10. Bb5 Bb6 11. Ng3 Ne7 12. d4 Ng6 13. h3 c6 14. Bd3 Re8 15. Be3= Qc7 16. Qc2 Rad8 17. Rad1 a4 18. c4 Ra8 19. Rc1 exd4 20. Nxd4 Bc5 21. Ngf5 Bxf5 22. Nxf5 Ne7 23. Bxc5 dxc5 24. Nh4 Nd7 25. Be2 g5 26. Nf5 Nxf5 27. exf5 Nf6 28. Bf1 Re5 29. Rcd1 Kg7 30. g3 a3 31. bxa3 Rxa3 32. Bg2 Qe7 33. Qb1 Rxe1+ 34. Rxe1= Qc7 35. Re2 Qd7 36. Kh2 Qd3 37. Qb2 Qxc4 38. Rc2 Qb4 39. Qe5 Qd4 40. Qe7 b6 41. Re2 Rd3 42. Qc7 Rd2 43. Re7 Qc4 44. Qxc6 Rxf2 45. Qe6 Qxe6 46. fxe6 Re2 47. Rxf7+ Kg6 48. Rb7 Rxe6 49. g4 Rd6 50. a4 Nd7 51. Bf1 Kf6 52. Bb5 Nf8 53. Kg3 Ke5 54. h4 gxh4+ 55. Kxh4 Ng6+ 56. Kh5 Nf4+ 57. Kh4 Kd4 58. a5 bxa5 59. Ra7 Rd5 60. Bc6 Ng6+ 61. Kh3 Rg5 62. Rxa5 Ne5 63. Bb5 c4 64. Ba4 c3 65. Bc2 Ke3 66. Rd5 Kf2 67. Rc5 h5 68. Bd1 hxg4+ 69. Bxg4 Rg8 70. Rxe5 Rh8+ 71. Bh5 Rxh5+ 72. Rxh5 Ke2 73. Rc5 Kd2 74. Rxc3 Kxc3 1/2-1/2\n14408485 1. d4 d5 2. c4 e6 3. Nc3 a6 4. cxd5 exd5 5. Nf3 h6 6. Qb3 Nf6 7. Bf4 Bd6 8. Bg3= Nc6 9. e3 Bf5 10. Be2 O-O 11. O-O Bxg3 12. hxg3 Qd6 13. Rac1 Rfe8 14. Na4 b6 15. Qa3 Nb4 16. Ne5 a5 17. Nc3 c5 18. g4 Bh7 19. Qa4 Rxe5 20. dxe5 Qxe5 21. Qb5= Bd3 22. Bxd3 Nxg4 23. Rfe1 Qh2+ 24. Kf1 Qh1+ 25. Ke2 Qxg2 26. Rf1 Ne5 27. Bb1= Qf3+ 28. Ke1 Qg4 29. f4 Qg3+ 30. Ke2 Qg4+ 31. Ke1 Qg3+ 32. Ke2 Ng4 33. Rce1 c4 34. Nd1 Qg2+ 35. Rf2 Nxf2 36. Nxf2 d4 37. exd4 Nd5 38. Be4 Nxf4+ 39. Kd1 Qxf2 40. Bxa8 Qxd4+ 41. Kc2 Qf2+ 42. Kd1 Qd4+ 43. Kc1 Nd3+ 44. Kb1 Nxe1 45. Qe8+ Kh7 46. Be4+ g6 47. Qxf7+ Qg7 48. Qxc4 Qe7 49. Qc6 Qf7 50. Qc3 Qf1 51. Qc7+ Kh8 52. Qe5+ Kh7 53. Qe7+ Kh8 54. Qe8+ Kg7 55. Qxg6+ Kf8 56. Qd6+ Kf7 57. Bd5+ Kg7 58. Qe5+ Kg6 59. Be4+ Kf7 60. Qc7+ Ke6 61. Qc6+ Ke7 62. Qc7+ Ke6 63. Qc6+ Ke7 64. Qb7+ Kf6 65. Qc6+ 1/2-1/2\n14408486 1. c4 Nf6 2. Nf3 e6 3. Nc3 d5 4. d4 Bb4 5. Bg5 h6 6. Bxf6 Qxf6 7. e3 O-O 8. Rc1 dxc4 9. Bxc4 c5 10. O-O cxd4 11. Nxd4 Bd7 12. Ne4 Qe7 13. Be2 Nc6 14. a3 Nxd4 15. Qxd4 Ba5 16. Qc5 Qxc5 17. Nxc5 Bc6 18. b4 Bb6 19. Bf3 Bxf3 20. gxf3 Bxc5 21. Rxc5 Rfc8 22. Rfc1 Rxc5 23. Rxc5 Rd8 24. Rc7 Rd1+ 25. Kg2 Ra1 26. Rxb7 Rxa3 27. f4 a5 28. bxa5 Rxa5 29. Rb8+ Kh7 30. Rb7 Kg6 31. h3 1/2-1/2\n14408487 1. d4 Nf6 2. c4 e6 3. Nf3 a6 4. Nc3 d5 5. cxd5 exd5 6. Bf4 Bd6 7. Bg3 O-O 8. e3 h6 9. Bd3 Be6 10. Qc2 Qe7 11. O-O Bxg3 12. fxg3 Nbd7 13. Rae1 c5 14. h3 b5 15. a3 Rac8 16. Qb1 b4 17. axb4 cxb4 18. Ne2 a5 19. g4 Ne4 20. Bxe4 dxe4 21. Qxe4= Rfe8 22. Ng3 Nf6 23. Qb1 b3 24. Rf2 Qc7 25. Ne4 Nxe4 26. Qxe4 f6 27. d5 Bf7 28. Qd4 Qc5 29. d6 Red8 30. Rd1 Qxd4 1/2-1/2\n14402348 1. e4 c5 2. Nf3 e6 3. d4 cxd4 4. Nxd4 Nc6 5. Nc3 Qc7 6. Be2 a6 7. Nxc6 bxc6 8. Qd3 Bd6 9. Be3 Nf6 10. O-O-O Be7 11. Na4 d5 12. Bb6 Qf4+ 13. Be3 Qc7 14. Bb6= Qf4+ 15. Be3 1/2-1/2\n14402353 1. e4 e5 2. Nf3 Nc6 3. Bb5 a6 4. Ba4 Nf6 5. O-O b5 6. Bb3 Bc5 7. c3 d6 8. a4 Rb8 9. d4 Bb6 10. a5 Ba7 11. h3 O-O 12. Be3 Ra8 13. Nbd2 h6 14. Re1 Re8 15. Qb1 exd4 16. cxd4 Nb4 17. Ra3 c5 18. dxc5 dxc5 19. Bxf7+ Kxf7 20. e5 Bb7 21. Bg5 hxg5 22. Nxg5+ Kg8 23. Ndf3 Nbd5 24. Rae3 Nxe3 25. Rxe3 Rxe5 26. Nxe5 Qd5 27. Nef3 c4 28. Re6 Qd3 29. Qe1 Bxf3 30. Nxf3 Qd7 31. Rxf6 gxf6 32. Qe4 Rd8 33. Nh4 Bxf2+ 0-1\n14402354 1. Nf3 d5 2. g3 Bg4 3. Bg2 e6 4. c4 c6 5. O-O Nf6 6. cxd5 exd5 7. d3 Nbd7 8. Nc3= Bd6 9. h3 Bxf3 10. Bxf3 Qe7 11. e4 dxe4 12. Nxe4 Nxe4 13. Bxe4 O-O 14. Re1 Qd8 15. d4 Re8 16. Bd2 Nf6 17. Bg2 Qb6 18. Rxe8+ Rxe8 19. Bc3 Nd5 20. Qc2 Bf8 21. Bxd5 cxd5 22. Qa4 Re6 23. Qd7 Qc6 24. Qxc6 Rxc6 25. Re1 Rc8 26. Re5 Rd8 27. Kf1 f6 28. Re3 Kf7 29. Ke2 Re8 30. Rxe8 Kxe8 31. Bd2 1/2-1/2\n14402355 1. e4 e6 2. d4 d5 3. Nc3 Nf6 4. e5 Nfd7 5. f4 c5 6. Nf3 Nc6 7. Be3 Be7 8. Qd2 O-O 9. dxc5 Qa5 10. O-O-O b6 11. Bb5 Nb4 12. a3 bxc5 13. Bxd7 Bxd7 14. axb4 cxb4 15. Nb1 Rfc8 16. Nd4 Qa2 17. f5 exf5 18. Rhf1 a5 19. Nxf5 Bxf5 20. Rxf5 a4 21. Bd4 a3 22. e6 f6 23. Qd3 b3 24. Rf2 Ra4 25. c3 Rxd4 26. Qxd4 Bc5 27. Qd2 Bxf2 28. Qxf2 Qa1 29. e7 a2 30. e8=Q+ Rxe8 31. Qf5 d4 0-1\n14402356 1. e4 c5 2. Nf3 d6 3. d4 cxd4 4. Nxd4 Nf6 5. Nc3 a6 6. Be2 e5 7. Nf3 Be7 8. Bg5= Be6 9. Bxf6 Bxf6 10. O-O O-O 11. Nd5 Nd7 12. Bc4 Rc8 13. Qe2 Nb6 14. Nxb6 Qxb6 15. Bb3 Qc6 16. c3 d5 17. exd5 Bxd5 18. Bxd5 Qxd5 19. Rfd1 Qc6 20. Rd2 Rfe8 21. Rad1 Qa4 22. b3 Qf4 23. g3 Qf5 24. c4 h5 25. Ne1 h4 26. Ng2 hxg3 27. hxg3 Bg5 28. Ne3 Bxe3 29. Qxe3 Re6 30. Rd5 Rce8 31. Qd3 Qg4 1/2-1/2\n14402357 1. e4 c5 2. Nf3 e6 3. d4 cxd4 4. Nxd4 Nc6 5. Nc3 a6 6. Nxc6 bxc6 7. Bd3 d5 8. O-O Nf6 9. Qf3 Be7 10. Qg3 O-O 11. Bh6 Ne8 12. Bf4 Bh4 13. Qf3 Bg5 14. Na4 Bxf4 15. Qxf4 Nf6 16. b3 Re8 17. e5 Nd7 18. Rae1 Qe7 19. Re3 Bb7 20. Rh3 f5 21. exf6= Nxf6 22. Qh4 h6 23. Re1 e5 24. Bg6 Rf8 25. Rhe3 e4 26. f3 Bc8 27. fxe4 Qa7 28. h3 Be6 29. Kh1 d4 30. Rf3 Nh7 31. Bf5 Bxf5 32. Rxf5 Ng5 33. Nb2 Rxf5 34. exf5= Rf8 35. Re5 Nf7 36. Re7 Qc5 37. f6 Qxc2 38. fxg7 Rd8 39. Qf6 Ng5 40. h4 1-0\n14402350 1. e4 e5 2. Nf3 Nc6 3. Bc4 Bc5 4. O-O Nf6 5. d3 d6 6. c3 O-O 7. Re1 a5 8. h3 Be6 9. Bb5 Ba7 10. Nbd2 Ne7 11. Nf1 Ng6 12. Ng3 c6 13. Ba4 d5 14. exd5 Nxd5 15. Bc2= Qc7 16. d4 exd4 17. Nxd4 Rae8 18. Bg5 Ndf4 19. Qd2 Bd5 20. Rxe8 Rxe8 21. Re1= Rxe1+ 22. Qxe1 Ne6 23. Be3 Bxd4 24. cxd4 Nh4 25. Ne4 f5 26. f3 Qe7 27. Bf2 Nxf3+ 28. gxf3 fxe4 29. Bxe4 Bxe4 30. Qxe4 Qd7 31. Qe5 a4 32. h4 b5 33. b3 axb3 34. axb3 Qd5 35. Qe4 g5 36. hxg5 Nxg5 37. Qe8+ Kg7 38. Qe7+ Nf7 39. Qe4 Ng5 40. Qe7+ Nf7 41. Qe4 Qxe4 42. fxe4 Ng5 43. Kg2 Nxe4 44. Be1 Kf6 45. Kf3 Kf5 46. Ke3 Nf6 47. Kf3 Ke6 48. Bh4 Ne8 49. Ke4 Nd6+ 50. Kf4 Kd5 51. Bf2 Nb7 0-1\n13874086 1. Nf3 c5 2. e4 e6 3. c3 Nf6 4. Bd3 Nc6 5. O-O d5 6. e5 Nd7 7. Bb5 a6 8. Bxc6 bxc6 9. d3 Be7 10. Re1 O-O 11. c4 f6 12. exf6 Bxf6 13. Nc3 Nb6 14. Na4 Nxa4 15. Qxa4 Qd6 16. cxd5 cxd5 17. Bf4 Qb6 18. Re2 Be7 19. Be5 Qb5 20. Qg4 Rf7 21. Rd1= Bf8 22. Qh3 Be7 23. Qg3 d4 24. h4 h6 25. Nh2 h5 26. Qg6 c4 27. dxc4 Qxc4 28. Rc2= Qd5 29. Nf3 Bb7 30. Rxd4 Qxa2 31. Rc7 Qa1+ 32. Kh2 Bxf3 33. Rf4 Raf8 34. Rc8 Rf6 35. Rxf6 Bxf6 36. Bxf6 Rxc8 37. Qxg7# 1-0\n13874188 1. d4 d5 2. c4 e6 3. Nf3 Nf6 4. g3 dxc4 5. Bg2 Bd7 6. Ne5 Bc6 7. Nxc6 Nxc6 8. e3= Qd7 9. O-O Rd8 10. Qe2 e5 11. Nc3 Be7 12. Qxc4 exd4 13. Rd1 O-O 14. Bxc6 Qxc6 15. Qxc6 bxc6 16. Rxd4 Rxd4 17. exd4 Nd5 18. Bd2 Nxc3 19. Bxc3 Bd6 20. Ba5 Rb8 21. b4 f5 22. a3 Kf7 23. Rc1 Ke6 24. Rxc6 Kd5 25. Ra6 Rb7 26. Kf1 Kc4 27. Rc6+ Kd5 28. Ra6 Kc4 29. Rc6+ Kd5 30. Ra6 Kc4 31. Rc6+ Kd5 1/2-1/2\n13874191 1. Nf3 Nf6 2. c4 e6 3. Nc3 d5 4. e3 Be7 5. b3 O-O 6. Bb2 b6 7. cxd5 exd5 8. d4= Bb7 9. Rc1 Nbd7 10. g3 Re8 11. Bg2 Bd6 12. O-O a6 13. Qc2 Qe7 14. Ne2 c6 15. Nf4= Rac8 16. Rfd1 a5 17. a4 Ba6 18. Qb1 Ne4 19. Rc2 Rc7 20. Qc1 Nb8 21. Ne5 Bb7 22. Bxe4 dxe4 23. Nc4 Na6 24. Nxb6 Nb4 25. Re2 Ba6 26. Nc4 Bc8 27. f3 exf3 28. Rf2= Bf5 29. Ba3 g5 30. Nxd6 Qxd6 31. Bxb4 axb4 32. Nd3 g4 33. Ne5 f6 34. Nc4 Qd8 35. Qd2 Qe7 36. d5 cxd5 37. Nb6 Be4 38. Nxd5 Bxd5 39. Qxd5+ Qe6 40. Qxe6+ Rxe6 41. Rd4 h5 42. Rxb4 Rxe3 43. Rc4 Rd7 44. Rc1 Rxb3 45. Ra2 Kf7 46. a5 Ra7 47. a6 Rb6 48. Rca1 Re6 49. Kf2 Kg6 50. h4 Re5 51. Kf1 Re6 52. Kf2 Kf7 53. Kf1 Ke7 54. Re1= Re5 55. Ra5 Kd6 56. Rexe5 fxe5 57. Kf2 Kc6 58. Rxe5 Rxa6 59. Rxh5 Ra2+ 60. Kf1= Rg2 61. Rg5 Rxg3 62. h5 Rh3 63. Rxg4 Rxh5 64. Kf2 Rf5 65. Rg3 Kd5 66. Rxf3 Rxf3+ 67. Kxf3 1/2-1/2\n13595781 1. Nf3 c5 2. c4 Nf6 3. Nc3 d5 4. cxd5 Nxd5 5. g3 Nc6 6. Bg2 Nc7 7. O-O e5 8. a3= Rb8 9. Rb1 f6 10. d3 Be7 11. Be3 Bd7 12. Nd2 O-O 13. b4 cxb4 14. axb4 Kh8 15. Bxc6 bxc6 16. Bxa7 Rxb4 17. Bb6 Bh3 18. Re1 Qd7 19. Bxc7 Qxc7 20. Qc2 Qd7 21. Rxb4 Bxb4 22. Rb1 c5 23. Nce4 Qe7 24. Nc4 Qa7 25. Nc3 Qa8 26. e4 Bxc3 27. Qxc3 h5 28. Qc2 Rd8 29. Ne3 Qc8 30. Rc1 Bg4 1/2-1/2\n13595782 1. d4 d5 2. c4 c6 3. Nf3 Nf6 4. Nc3 dxc4 5. a4 e6 6. e3 c5 7. Bxc4 cxd4 8. Qxd4= Qxd4 9. Nxd4 Bd7 10. Ncb5 Kd8 11. O-O a6 12. Na3 Nc6 13. Nxc6+ Bxc6 14. Rd1+ Ke8 15. Nc2 Rc8 16. b3 Bd5 17. Na3 Bc5 18. Bb2 Bxc4 19. Nxc4 Ke7 20. Kf1 Rhd8 21. Rxd8 Kxd8 22. Ne5 Rc7 23. Rc1 Ne4 24. f3 Nd6 25. e4 f6 26. Nd3 Bb6 27. Rxc7 Kxc7 28. Ke2 Kd7 29. g4 e5 30. Nb4 Ne8 31. Nd5 Bg1 32. h4 Nc7 33. Nxc7 Kxc7 34. Kd3= Bf2 35. h5 Kc6 36. g5 Kd6 37. g6 hxg6 38. hxg6 b5 39. Bc1 Ke6 40. Ba3 f5 41. Bf8 fxe4+ 42. Kxe4 Kf6 43. axb5 axb5 44. Bd6 Bg3 45. Kd5 Kxg6 46. Bxe5 Bxe5 47. Kxe5 1/2-1/2\n13595769 1. e4 e5 2. Nf3 Nf6 3. Nxe5 d6 4. Nf3 Nxe4 5. Qe2 Qe7 6. d4 Bg4 7. Be3 g6 8. h3= Bd7 9. Nbd2 Nxd2 10. Qxd2 Bh6 11. Bc4 Nc6 12. O-O Bxe3 13. fxe3 O-O-O 14. e4 f6 15. b4 g5 16. b5 Nb8 17. Rae1 h5 18. Qc3 Qg7 19. a4 Rde8 20. Nd2 h4 21. Be2 g4 22. Bxg4 Bxg4 23. hxg4 Qxg4 24. Rxf6 Nd7 25. Rf2 h3 26. g3 h2+ 27. Kh1 Rh3 28. Re3 Qg6 29. a5 Kb8 30. Ref3 Rg8 31. a6 bxa6 32. bxa6 Rxg3 33. Rxg3 Qxg3 34. Qxg3= Rxg3 35. Rxh2 c5 36. Rh7 Kc7 37. e5 Re3 38. exd6+ Kc6 39. d5+ Kxd5 40. Rxd7 Re1+ 41. Kg2 Re2+ 42. Kf3 Rxd2 43. Rxa7 Kxd6 44. Rd7+ Kxd7 45. a7 Rxc2 46. a8=Q Rc1 47. Qa4+ Kc8 48. Ke4 Rh1 49. Qc6+ Kb8 50. Qb5+ Kc7 51. Qxc5+ Kd8 52. Qg5+ Ke8 53. Qg4 Re1+ 54. Kd5 Re7 55. Qg8+ Kd7 56. Qb8 Re1 57. Qb5+ Kc8 58. Qc4+ Kd7 59. Qa4+ 1-0\n13595773 1. d4 Nf6 2. c4 e6 3. Nf3 d5 4. g3 Be7 5. Bg2 O-O 6. O-O dxc4 7. Qc2 a6 8. a4= Bd7 9. Qxc4 Bc6 10. Bf4 Bd6 11. Qc1 Nbd7 12. Nc3 Qe7 13. a5 e5 14. dxe5 Nxe5 15. Nd4 Bxg2 16. Kxg2 Ng6 17. Nf5 Qe6 18. Nxd6 cxd6 19. Rd1 Ne4 20. Nd5 Rac8 21. Qe3= Rfe8 22. f3 Nf6 23. Qxe6 Rxe6 24. Nc3 Nxf4+ 25. gxf4 d5 26. Ra4 Kf8 27. Rb4 Re7 28. e4 dxe4 29. fxe4 Ne8 30. Kf3 f6 31. Rb6 g5 32. f5 h5 33. Rd4 Rf7 34. Ke3 Kg7 35. Rdb4 Rcc7 36. Re6 Rc8 37. Reb6 Rcc7 38. Re6 Rc8 39. h3 Rd8 40. Reb6 Nd6 41. Kf3 Rdd7 42. Ke2 Nc8 43. Re6 Ne7 44. Ra4 Nc6 45. Nd5 Rf8 46. Ke3 h4 47. Ra1 Nd8 48. Rc1 Nxe6 49. fxe6 Rd6 50. Rc7+ Kh6 51. e7 Rh8 52. Rxb7 Kg6 53. Rb6 Rxb6 54. axb6 Kf7 55. Nc7 Kxe7 56. Nxa6 g4 57. b7 gxh3 58. Kf3 Kd6 59. b8=Q+ Rxb8 60. Nxb8 h2 61. Kg2 Ke5 62. Nd7+ Kxe4 63. Nxf6+ Kd4 64. Ng4 Kc4 65. Ne3+ 1-0\n13595775 1. Nf3 Nf6 2. c4 g6 3. Nc3 d5 4. cxd5 Nxd5 5. h4 Bg7 6. e4 Nxc3 7. dxc3 Qxd1+ 8. Kxd1 Nd7 9. Nd4 c5 10. Nc2 Ne5 11. Ne3 Bd7 12. a4 Bc6 13. f3 f5 14. exf5 Nxf3 15. Bb5 Ne5 16. Ke2 O-O 17. Bxc6 bxc6 18. Rf1 Bf6 19. fxg6 hxg6 20. Rf4 Rad8 21. Nc4 Rd5 22. Re4 Nf7 23. Rg4 Nd6 24. Rxg6+ Kf7 25. Rg4 Nxc4 26. Rxc4 Rg8 27. g4= Bxh4 28. Be3 Bg5 29. Rf1+ Ke8 30. Re4 Bxe3 31. Kxe3 Rh8 32. Rf6 Kd7 33. Rf7 Re8 34. Ke2 Kd6 35. b3 a5 36. Rg7 Kd7 37. g5 Rd6 38. Rc4 Re6+ 39. Kd3 Rf8 40. Rxc5= Rf3+ 41. Kd2 Rf2+ 42. Kd3 1/2-1/2\n13582247 1. Nf3 Nf6 2. g3 d5 3. Bg2 c5 4. O-O g6 5. c4 Bg7 6. cxd5 Nxd5 7. d4 cxd4 8. Nxd4 O-O 9. Nb5 Be6 10. Nd4 Bc8 11. Nb5 Be6 12. Nd4 Bc8 1/2-1/2\n13582248 1. e4 c5 2. Nf3 d6 3. d4 cxd4 4. Nxd4 Nf6 5. Nc3 Nc6 6. Bg5 e6 7. Qd2 a6 8. Nxc6 bxc6 9. O-O-O d5 10. Be2 Be7 11. h4 Rb8 12. Qe3 Qb6 13. Qxb6 Rxb6 14. Be3 Rb8 15. Bf4 Rb6 16. Be3 Rb8 17. Bf4 Rb6 18. Bc7 Rb4 19. Ba5 Rb8 20. Bc7 Rb4 21. Ba5= Rb8 22. Bc7 Rb4 23. Ba5 1/2-1/2\n13582249 1. d4 Nf6 2. Nf3 g6 3. c4 Bg7 4. Nc3 O-O 5. e4 d6 6. Be2 e5 7. O-O Nc6 8. dxe5 dxe5 9. Bg5 Bg4 10. Qxd8 Nxd8 11. Bxf6 Bxf6 12. Nd5 Kg7 13. Nxc7 Rc8 14. Nd5= Bxf3 15. gxf3 Ne6 16. Kg2 Nf4+ 17. Nxf4 exf4 18. Rfd1 b6 19. Rd7 Rfd8 20. Rad1= Rxd7 21. Rxd7 Bxb2 22. Rxa7 Rc5 23. Rb7 Bd4 24. Rd7 Rg5+ 25. Kf1 Bc5 26. a4 Rh5 27. Kg2 Rg5+ 28. Kf1 Rh5 29. Kg2 Rg5+ 30. Kf1 Rh5 1/2-1/2


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Cours Rial Dollar australien, Prix Rial Dollar australien, Forex QAR/AUD SPOT - Boursorama\nCours Rial Dollar australien, Prix Rial Dollar australien, Forex QAR/AUD SPOT - BoursoramaBoursorama.com\nsamedi 20 janvier 04:44\nCours Rial Dollar australien\nQatar - Rial / Australie - Dollar Australien\n1 QAR = 0.3437 AUD\n0.3437 AUD 0.00%\nCours Qatar Rial - Australie Dollar australien\nConsultez les informations sur le cours Qatar - Rial / Australie - Dollar australien : taux de change QAR/AUD , graphique historique, dernières actualités, ...\nConversion QAR/AUD SPOT\nCours Six - Forex 2\t 0.3437 AUD\nCours indicatif EUR 0.2247 EUR\n+ Haut 0.3441\n+ Bas 0.3416\nClôture veille 0.3437\n↔ AUD/QAR SPOT\n1 AUD\t= ND QAR\nGraphique QAR/AUD SPOT\n1 Janv. -2.27% 0.3522 0.3416\n1 semaine -0.30% 0.3473 0.3416\n1 mois -4.03% 0.3590 0.3416\n3 mois 1.69% 0.3661 0.3356\n6 mois -0.44% 0.3661 0.3320\n1 an -5.38% 0.3747 0.3320\n3 ans 2.28% 0.4022 0.3318\n5 ans 31.62% 0.4022 0.2595\nAfrique du Sud Rand - ZAR 3.3437 0.00%\nAustralie Dollar Australien - AUD 0.3437 0.00%\nCanada Dollar Canadien - CAD 0.3431 0.00%\nDanemark Couronne - DKK 1.6733 0.00%\nEurope Euro - EUR 0.2248 0.00%\nHong Kong Dollar De Hong Kong - HKD 2.1467 0.00%\nJapon Yen - JPY 30.4287 0.00%\nNouvelle-Zélande Dollar Néo-zélandais - NZD 0.3774 0.00%\nRoyaume-Uni Livre Sterling - GBP 0.1983 0.00%\nSingapour Dollar Singapour - SGD 0.3627 0.00%\nSuède Couronne - SEK 2.2107 0.00%\nSuisse Franc Suisse - CHF 0.2649 0.00%


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Buhez ar Sent/1894/Narsis - Wikimammenn\nBuhez ar Sent/1894/Narsis\n◄ Simon ha Jud Narsis Marsell ha Kasian ►\nEtre daou goulskoude tri den fallakr a damallaz eunn torfed heuzuz d’ar Zant enn eur leusker a bep seurt malloziou varnho ho-unan ma n’oa ket guir ar pez a lavarent. Ar c’henta a c’houlenne beza devet, ann eil beza goloet a lorgnez, hag ann trede beza dall. Vertuz Narsis a ioa re anavezet evit ma vije kredet eunn dra ker braz divar he benn. Evelato, o veza ma sonje pell a ioa en em denna enn eur plas bennag a gostez evit beva he-unan gant Doue, e kemeraz tro ac’hano da gas ar zonj-ma da benn. Kuitaat a eure eta he eskopti, hag epad eiz vloaz dioc’htu den ne c’hellaz gouzout da be leac’h oa eat.\nEpad ann amzer-ze, ann tri zen fallakr o devoa he damallet e faoz a c’hoarvezaz gantho ar pez o doa goulennet dre ho goall bedennou. Ar c’henta a grogaz ann tan enn he di, hag a oue devet asambles gant he c’hreg hag he vugale. Ann eil a oue goloet he gorf a lorgnez, hag a varvaz heb dale gant ar c’hlenved heuzuz-se. Ann trede erfin, o velet penaoz oa bet skoet ann daou all, a anzavaz he bec’hed hag ho hini dirak ann holl hag a vouelaz d’ezhan ken dourek ma teuaz da veza dall evel m’en doa reketet.\nNeuze Doue a lakeaz e spered Narsis distrei d’he eskopti.\nMes ker koz oa dija d’ann ampoent ma kemeraz eunn eskop all d’he zikour. Goulskoude, evel a lavare ann eskop all-ma enn eul lizer, kendelc’her a reaz bepred da c’houarn dre he bedennou Iliz Jerusalem ken na blijaz gant Doue he c’helver davethan, er bloaz 216, d’ann oad a c’houezek vloaz ha kant.\nPeger stank n’eo ket hirio ar malloziou pe ar goall bedennou etouez ar gristenien ! Diouallit rak ar voazamant fall-ze, ha mar oc’h euz dija he c’hemeret, hastit affo he zerri gant aoun na errufe ganehoc’h ar pez a erruaz gant ann tri zen fallakr a zo hano anezho e buez ar zant-ma. Ann tadou hag ar mammou dreist holl a dle diouall da leusker malloziou var ho bugale gant aoun na deufe Doue, evit ho funisa, da zelaou ar goall bedennou-ze, evel a zo bet c’hoarvezet enn hor bro n’euz ket c’hoaz goall bellou. Eur vaouez divar ar meaz e devoa eur verc’h iaouank hag a ioa pennherez. Eunn devez, houma a c’hoanteaz mont\nd’ar park da zellet ouz ar goazed o labourat ; rak tud dianveaz a ioa\nenn devez-se. He mamm ne espernaz netra evit miret outhi hag a lavaraz d’ezhi abarz ar fin : « — Me garfe e kouezfe ar gurun varnod, mar d-ez di. » Ar verc’h a ieaz evelato, ha d’ann ampoent m'edo o lakaat he zreid er park, e oue lazet gant ar gurun. Hogen, enn deiz-se ne oa tamm arne ebed gant ann amzer.\nAdtapet diwar « https://br.wikisource.org/w/index.php?title=Buhez_ar_Sent/1894/Narsis&oldid=30762 »\nKemmoù diwezhañ degaset d'ar bajenn-mañ d'an 20 Gen 2012, da 21:44.


Vrtna uta kot posterji in umetniške slike - Kupite na spletu na Europosterji.si\neuarbour gbarbour degartenlauben skhriadeľ czhřídel esenramada plaltana frtonnelle itpergolato usaarbour ptmandril dklysthuset hulugas nlprieel segloriette filehtimaja bgarbour roarbore beprieel iearbour hrsjenica chgartenlauben noarbor uaarbour grκληματαριά\nVrtna uta - Posterji, Plakati, Slike na platnu\nGarden arbour 15,99 € Na zalogi!\nOutdoor wooden gazebo 32,49 € 26,99 € Na zalogi!\nWooden arbour a background of green trees 27,99 € Na zalogi!\nArbor day sign with watering can and seedling 15,99 € Na zalogi!\nModern arbour with garden furniture 32,49 € 26,99 € Na zalogi!\ngazebo for family entertainment and is made of… 27,99 € Na zalogi!\nArbour isolated icon, garden arbour linear vector… 16,99 € Na zalogi!\nSummer wooden arbour with a parade stairs 32,49 € 26,99 € Na zalogi!\nLarge garden Arbour covered in plants 27,99 € Na zalogi!\nWooden arbour 16,99 € Na zalogi!\ndining table set in lush garden 34,49 € 28,99 € Na zalogi!\nGarden footpath with plants growing over the top… 27,99 € Na zalogi!\nWooden arbour at night 15,99 € Na zalogi!\nGazebo wooden ceiling 32,49 € 26,99 € Na zalogi!\nArbor with barbecue on a snowy yard 27,99 € Na zalogi!\nBlue rose in flower garden at thailand 15,99 € Na zalogi!\nWooden arbor near river in bright autumn day in… 32,49 € 26,99 € Na zalogi!\nYoung happy couple sits in the arbour twined… 28,99 € Na zalogi!\nYears arbour 15,99 € Na zalogi!\nBlack solid icon for cabin 33,49 € 27,99 € Na zalogi!\nWooden gazebo over summer landscape 27,99 € Na zalogi!\nWooden arbour a background of green trees 15,99 € Na zalogi!\nhouse in the garden 34,49 € 28,99 € Na zalogi!\nStylish modern arbour 27,99 € Na zalogi!\nVice grip tool squeezing a plank with the word… 32,49 € 26,99 € Na zalogi!\nSt Petersburg sightseeing in Summer garden arbour 27,99 € Na zalogi!\nArbour on pontoons 16,49 € Na zalogi!\nWooden arbour in the park 32,49 € 26,99 € Na zalogi!\narbour 28,99 € Na zalogi!\nArbour on the Volga embankment in Yaroslavl at… 15,99 € Na zalogi!\nArbour with columns 32,49 € 26,99 € Na zalogi!\narbour 16,49 € Na zalogi!\nThe beautiful girl on an arbour handrail 15,99 € Na zalogi!\nGarden arbour bench design detail 32,49 € 26,99 € Na zalogi!\nArbour 27,99 € Na zalogi!\nYoung happy couple sits in the arbour twined… 15,99 € Na zalogi!\nArbour in an yard. 33,49 € 27,99 € Na zalogi!


Fasten: Wie sich das Mikrobiom boostern lässt & man an Gewicht verliert - WELT\nVle aeuen pep BelOOlhlupluO Oll lOOnupvpleO nup Ptnlkuekplneh enpeOOeukoual, eltulpekeu pel Ptnlplneh-Bvoelle BuOlulh Zettel nup ple PlulutulOellhellu Putle Bulptnup Oll lkleu Zllelpellelu eO Zev-Betpleeh-PeullnO tel Zutehntele Zeplelu (ZBP) nup BvoellOeulet eup Ptluleet Bepeelek Peulel (BPBP).\nlO Zllletonuhl plekeu pepllOOle BelOpehlelleu vle enO Pelpolet Pltlpupehlelleu nup pep PehlellnO B. olenpullell. Ple eluokleu plek uuu tel Zeupekeu nuuelpentlekeu Petteplplutteu nup aepeu hnlehelllae Bellponleu vle Pnllelponle, Bpplaponle nup Bluoluuponle peeleknuapvelpe lkle Petee Pnlvlel, Peelel nup Bluoluuel ep.\n„Blepe Pluttveekpetolupnhle plup ple elaeultlekeu VllhOepleluleu“, peal BuOlulh Zettel. Ble hnlehelllaeu Bellponleu plup uul Gll lO BelO vllhpeO, aeteuaeu epel enek lu ple Ptnlpeku nup kepeu pekl vlekllae leantelullpeke Pntaepeu lO Goloel. Ple houueu ent pllehleO Vea puvle lupllehl epel lkle Vllhnua ent lOOnueetteu ple Ptnlplnehkoke peeluttnppeu. Ple keOOeu euleeuptleke Blueeppe nup houueu enQelpeO lu pluelpeu 6evepeu eu „6elnekpleeeoluleu“ eupueheu, ple plek etp Peupuleu enek lO 6etoQpvpleO nup lu peu pelpeu Zleleu petlupeu. Bull leantleleu ple epel ueekaepeketlele Plauethelleu ple 6etoQvelle nup peOll enek peu Ptnlplneh.\nVep anle BelOpehlelleu pevllheu\nlO BelO tletelu Pnlvlele Buelale tel ple Netteu pel BelOpektelOkenl. Ple pulaeu epel enek petel, pepp ple Ptnlenehelvelle pel 6tnhupeentnkl ulekl pu plelh nup pekuett euplelaeu. Bluoluuele nup Peelele uollOleleu nulel eupeleO peu 6etteuponle- nup Bellpluttveekpet. Bep vllhl plek ouplllu ent ple Ptnlplnehleantelluu enp.\nBnlek ple Pnppekellnua uuu BelOkulOuueu ketteu ple hnlehelllaeu Bellponleu enQelpeO, elu Polllanuapaetekt eulplekeu en teppeu nup ple Zeaeueulteelnua en uelteuapeOeu. Bep lpl enek pelO PpuekOeu klttlelek.\nBle BelOpehlelleu pllOntleleu nup lleluleleu enpeO pep lOOnupvpleO, olupneleleu uenluehllue Pnppleueeu vle BuoeOlu nup ple Peluluulu-Uulplnte Ilvoluokeu.\nPtte plepe Bttehle teppeu plek Oekl upel veulael pllehl ent kukeu PetteplplutthuupnO enleehtekleu – vel peuuu ulet nup leaetOoQla lppl, tolpell pep VeekplnO uletel uelpeklepeuel ouplllu vllhpeOel BelOpehlelleu.\nBle Bleae, ple Bluoklnuapvlppeupeketltel nOllelpl, lpl: Vle toppl plek elue ulettotllae BelOttule pnlek elue BluoklnuapnOplettnua eeekleu?\nBlue uene, ettelpluap uuek leekl htelue Plnple huOOl en peO Pektnpp: Ie, pep aekl. Pu pel Plnple uekOeu ti Blupeupluueu nup Blupeupeu Oll elkokleO upeleO (pvplutlpekeO) Ptnlplnehvell nup OeleputlpekeO PvupluO lelt. Uuu UeleleleO pollekl Oeu, veuu pel elueO Zeupekeu plel pel ueektutaeupeu Blplhutehluleu uulkeupeu plup: en kuke Ptnltellvelle, elkoklel IeltteunOteua, ulepllae FBU-Velle, elkokle Velle tel Zeekleluptnlenehel nup Ptnlplneh.\nBel Bepleu-Bvoelle Pupleep Zleketpeu uuu pel Pkelllé-VuluelpllolpOeplelu Peltlu nup pelu Bnlppnlael Gutteae 6npleu I. Bupup uelleltleu ple IeltuekOel ueek peO Nntettpolluelo ent evel 6lnooeu. Pelpe 6lnooeu eluoklleu plek plel Zuuele teua ueek pel tehlu-ueaeleplteu Uelleule pel BPPF-Blol (ulet 6eOepe, Gppl nup Uutthuluolupnhle, Oeaelel Blpek nup Oeaelep Btelpek, veula telle UepeupOlllet, veula aeenehelle nup aepeteeue Poelpeu) aeaeu Ptnlkuekplneh, ple peu Goloel Oll uleteu Petteplplutteu puvle pehnupoleu Btteueeuplutteu uelpulal.\nVokleup elue 6lnooe pllehl Oll pel otteueeupeluuleu Blol peaeuu, epputulelle ple evelle 6lnooe elpl evel Ieae ueaeuel Bluoklnua Oll uelOlupellel GetulleuentuekOe (ellee i099 Gltuhetulleu loatlek) nup peuu elue teutloalae Bepleueell Oll ellee 299 plp 299 Gltuhetulleu olu Iea. „Bepleupe ueltleleu eO Iea elve 299 plp 299 6leOO BellOeppe, velt pel Goloel enp elaeueu Bepelueu tepeu Onpp. luuelketp uuu teut Ieaeu plup pep i,b plp 0 GltualeOO eu 6evlekl“, leekuel Pupleep Zleketpeu uul. Pelellp ueek peO Bepleu lpl Oeu pekuu Oet elvep teleklel, puek ep aekl uuek Oekl.\nBle GuOpluelluu enp Bepleu nup eupektleQeupel tehlu-ueaelepltel BPPF-Blol teklle en eluel penltlekeu PtnlplnehepuekOe nup 6evleklpueltnpl. „Vpellepekeupelvelpe elhtoll ple 6evleklpepuekOe epel vepel ple Ptnlplneheppeuhnua uuek ple Ueloupelnuaeu lO ZlhlupluO nup lOOnupvpleO“, peal Zettel. „Zeueke Blupeupeu kelleu elue hlotllae Ptnlplneheppeuhnua nup kepeu veula epaeuuOOeu, pel eupeleu vel ep aeuen nOaehekll.“\nVO kelenpentlupeu, vle Bepleu lOOnupvpleO nup BelOOlhlupluO peeluttnppl, nulelpnekleu ple Bulpekel lO Ueltent pel Plnple, ple lu „Zelnle PuOOnuleelluup“ uelotteultlekl vnlpe, leaetOoQla pep Ptnl pel IeltuekOel ent lOOnueetteu nup -Puleuplutte. Bepel plettleu ple tepl, pepp pep lOOnupvpleO vokleup pep Bepleup nup lu pel eupektleQeupeu puaeueuuleu Beteeplua-Bkepe aeuplla peeluttnppl vnlpe. „Bep Bepleu poOotl uoOtlek PnlulOOnuehllulloleu nup keOOl lOOnuutualpek pepluale Buleeupnuapolueeppe“, pu Pupleep Zleketpeu. „Blepe Ueloupelnua pep lOOnupvpleOp vllhl plek pekl ouplllu ent pep Blplhu tel Fele-Glelptent-Blhleuhnuaeu enp.“\nBle leaetOoQlae Puetvpe uuu Plnktolupeu Oeekle penltlek, vle plelh elue Oepplue teutloalae Getulleuleplllhlluu pep BelOOlhlupluO ueloupell. Pehlelleu, ple teleklel Oll elueO Buelalepetlell enphuOOeu, epeltepeu plepe Fnuaelokepe ekel etp eupele. Ble pep BelOOlhlupluO pepuupelp oloaeupe Bkepe lpl epel ple „Beteeplua-Bkepe“, pep kelQl pel Pealuu pel tehlu-ueaeleplteu BPPF-Blol. Ple tletell peuu luppepuupele leue Zeklnuappepleuplelte, ple peu aepnupkellptolpeltlekeu Pehlelleu etp Zeklnua pleueu nup tel ple eluel Bllpekeetteuhnl atelekeu.\nBepleuhnl etp Puuplel\n„Bepleu lpl elu Geletvpelul tel ple aepnupkellptolpeltlekeu BelOpehlelleu. Bep BelOOlhlupluO vllp pepnlek olohuupllluulell“, teppl Putle Bulptnup peu Bttehl enpeOOeu. Be peuu ent plepel Peplp vokleup pel Oupltlelelleu BPPF-Blol enpoletlek enl aeuplla ueloupelleu lOOnuleehlluu uelOekll hnlehelllae Bellponleu eulplekeu, plettle plek pel elkuttle ptnlplnehpeuheupe Bttehl nO pnlekpekullltlek 0 OOFa elu.\nBle ettelulae BPPF-Blol kelle peaeaeu unl elueu pekl htelueu ptnlplnehpeuheupeu Bttehl (ellee 9,b OOFa) pel peu PlnpleuleltuekOelu. Veteke lOOnuepvekleetteu lu vetekel Nekt pel elueO PlnpleuleltuekOel uulkeupeu plup nup vle plek pelue BelOpehlelleuaeOelupeketl enpeOOeupelel, plup tenl Zettel eulpekelpeup petel, up leOeup ent elue ptnlplnehpeuheupe BluoklnuapnOplettnua eupollekl. „Vup pelpe kouaeu peuuu ep, up leOeup enuul teplel upel ulekl.“ Ble Ptnlplnehpeuhnua teklle peen, pepp IeltuekOel, ple pel Plnpleupealuu ptnlplnehpeuheupe ZeplheOeule eluuekOeu, lO Uente pel Plnple veulael peuuu peuollaleu.\nBel Bttehl kletl eu. Blel Zuuele ueek pel Bepleuokepe kelleu ple Blupeupeu ulekl vlepel enaeuuOOeu nup Onppleu vellelklu veulael ptnlplnehpeuheupe ZeplheOeule eluuekOeu. „Beueek vel elu teleklel Beehaeua pep Bttehlep en peupeekleu. Bepketp houule ep lelpeO pelu, evelOet lokltlek elue Bepleuhnl pnlekentekleu“, peal Zettel.\nVel plek unl tepellelek nup tellelO eluokll nup pel peO llulepeO ple aeveupekleu Bttehle enpptelpeu, puttle ulekl entaepeu, puupelu enpolupleleu, up ulekl elue uulkellae Bepleuokepe ple Uopnua tel plepep BlupteO lpl. Bp aep ettelpluap enek elulae veulae PlnpleuleltuekOel, peueu ple GuOpluelluu enp Bepleu nup tehlu-ueaelepltel BPPF-Uelleule ulekl aekutteu kel.\n„Pel plepeu Zuu-Bepouupelu kepeu plek, Ooatlekelvelpe aeuellpek peplual, llule Bepleu nup BPPF-Blol pep BelOOlhlupluO nup pep lOOnupvpleO ulekl pu ueloupell vle pel peu Bepouupelu“, peal Zleketpeu.\nDer Kurz-Link dieses Artikels lautet: https://www.welt.de/232737405


Siebe Horemans Stats | FBref.com\nFB Home Page > Players > Siebe Horemans\nBorn: June 2, 1998 in Ghent, Belgium be\nSiebe Horemans Overview\nMore Siebe Horemans Pages\n(5-1-2, 1st place in Eerste Divisie)\n18 OH Leuven be BEL 2. First Division B 6th 2 1 114 1.3 1 0 1 0 0 0 0 0.79 0.00 0.79 0.79 0.79 Matches\n18 Gent be BEL 1. First Division A 3rd 1 1 90 1.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Matches\n19 Gent be BEL 1. First Division A 4th 1 1 75 0.8 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Matches\n20 Excelsior nl NED 1. Dutch Eredivisie 16th 9 9 782 8.7 0 1 0 0 0 0 0 0.00 0.12 0.12 0.00 0.12 Matches\n21 Excelsior nl NED 2. Eerste Divisie 7th 25 18 1,687 18.7 0 4 0 0 0 2 0 0.00 0.21 0.21 0.00 0.21 Matches\n22 Excelsior nl NED 2. Eerste Divisie 9th 38 38 3,373 37.5 2 4 2 0 0 3 0 0.05 0.11 0.16 0.05 0.16 Matches\n23 Excelsior nl NED 2. Eerste Divisie 1st 8 8 716 8.0 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00 Matches\n3 Clubs 4 Leagues 84 76 6,837 76.0 3 9 3 0 0 5 0 0.04 0.12 0.16 0.04 0.16\n2 Leagues 80 73 6,558 72.9 2 9 2 0 0 5 0 0.03 0.12 0.15 0.03 0.15\n1 League 2 2 165 1.8 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00\n71 64 5,776 64.2 2 8 2 0 0 5 0 0.03 0.12 0.16 0.03 0.16\n2 2 165 1.8 0 0 0 0 0 0 0 0.00 0.00 0.00 0.00 0.00\n9 9 782 8.7 0 1 0 0 0 0 0 0.00 0.12 0.12 0.00 0.12\nCompare Siebe Horemans to\n18 OH Leuven be BEL 2. First Division B 6th 1.3 1 0 1 0.00 0.79 1.00 0 0 Matches\n18 Gent be BEL 1. First Division A 3rd 1.0 0 0 0 0.00 0.00 0 0 Matches\n19 Gent be BEL 1. First Division A 4th 0.8 0 0 0 0.00 0.00 0 0 Matches\n20 Excelsior nl NED 1. Dutch Eredivisie 16th 8.7 0 0 0 Matches\n21 Excelsior nl NED 2. Eerste Divisie 7th 18.7 0 6 0 0.0 0.32 0.00 0.00 0 0 Matches\n22 Excelsior nl NED 2. Eerste Divisie 9th 37.5 2 27 10 37.0 0.72 0.27 0.07 0.20 0 0 Matches\n23 Excelsior nl NED 2. Eerste Divisie 1st 8.0 0 9 4 44.4 1.13 0.50 0.00 0.00 0 0 Matches\n3 Clubs 4 Leagues 76.0 3 42 15 35.7 0.62 0.22 0.07 0.20 0 0\n2 Leagues 72.9 2 42 14 33.3 0.65 0.22 0.05 0.14 0 0\n1 League 1.3 1 0 1 0.00 0.79 1.00 0 0\n64.2 2 42 14 33.3 0.65 0.22 0.05 0.14 0 0\n1.3 1 0 1 0.00 0.79 1.00 0 0\n18 OH Leuven be BEL 2. First Division B 6th 2 114 57 3.7 1.3 1 4 1 3 1.57 6 4 +2 +1.58 +1.91 Matches\n18 Gent be BEL 1. First Division A 3rd 1 90 90 2.5 1.0 1 1 0 5 3.00 4 2 +2 +2.00 +1.51 Matches\n19 Gent be BEL 1. First Division A 4th 1 75 75 2.1 0.8 1 0 0 4 0.00 2 2 0 0.00 -0.46 Matches\n20 Excelsior nl NED 1. Dutch Eredivisie 16th 9 782 87 25.6 8.7 9 87 8 0 18 1.44 16 20 -4 -0.46 +0.69 Matches\n21 Excelsior nl NED 2. Eerste Divisie 7th 25 1,687 67 64.6 18.7 18 87 16 7 18 3 1.64 41 37 +4 +0.21 -0.37 Matches\n22 Excelsior nl NED 2. Eerste Divisie 9th 38 3,373 89 98.6 37.5 38 89 0 0 1.26 61 64 -3 -0.08 -3.91 Matches\n23 Excelsior nl NED 2. Eerste Divisie 1st 8 716 90 99.4 8.0 8 90 7 0 0 2.00 17 8 +9 +1.13 +1.13 Matches\n3 Clubs 4 Leagues 84 6,837 81 34.1 76.0 76 88 36 8 18 33 1.48 147 137 +10 +0.13 +0.10\n2 Leagues 80 6,558 82 66.9 72.9 73 88 31 7 18 21 1.47 135 129 +6 +0.08 +0.66\n1 League 2 165 83 2.3 1.8 2 1 0 9 1.50 6 4 +2 +1.09 +0.62\n1 League 2 114 57 3.7 1.3 1 4 1 3 1.57 6 4 +2 +1.58 +1.91\n71 5,776 81 85.6 64.2 64 88 23 7 18 3 1.48 119 109 +10 +0.16 -0.58\n2 165 83 2.3 1.8 2 1 0 9 1.50 6 4 +2 +1.09 +0.62\n9 782 87 25.6 8.7 9 87 8 0 18 1.44 16 20 -4 -0.46 +0.69\n2 114 57 3.7 1.3 1 4 1 3 1.57 6 4 +2 +1.58 +1.91\n18 OH Leuven be BEL 2. First Division B 6th 1.3 0 0 0 0 0 0 0 0 0 0 0 Matches\n18 Gent be BEL 1. First Division A 3rd 1.0 0 0 0 0 0 0 0 0 0 0 0 Matches\n19 Gent be BEL 1. First Division A 4th 0.8 0 0 0 1 0 0 0 0 0 0 0 0 Matches\n20 Excelsior nl NED 1. Dutch Eredivisie 16th 8.7 0 0 0 0 Matches\n21 Excelsior nl NED 2. Eerste Divisie 7th 18.7 2 0 0 15 10 1 78 43 25 0 Matches\n22 Excelsior nl NED 2. Eerste Divisie 9th 37.5 3 0 0 26 21 0 143 76 55 0 Matches\n23 Excelsior nl NED 2. Eerste Divisie 1st 8.0 0 0 0 5 3 0 36 24 13 0 Matches\n3 Clubs 4 Leagues 76.0 5 0 0 47 34 1 257 143 93 0 0 0\n2 Leagues 72.9 5 0 0 46 34 1 257 143 93 0\n64.2 5 0 0 46 34 1 257 143 93 0\nYou are here: FB Home Page > Players > Siebe Horemans


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Das ist ja mal ein Düng!!! - obstbau.org\nDie neue Düngeverordnung und ihre Auswirkungen auf den Obstbau\nAußerdem soll sie die Umweltrisiken durch das Aufbringen von Düngemitteln vermindern. Nicht zur landwirtschaftlich genutzten Fläche gehören gemäß DüV in geschlossenen oder bodenunabhängigen Kulturverfahren genutzte Flächen sowie solche in Gewächshäusern oder unter stationären Folientunneln (soweit durch eine gesteuerte Wasserzufuhr eine Auswaschung von Nährstoffen verhindert wird). Nach derzeitigem Diskussionsstand gilt ein Folientunnel dann als stationär, wenn er mindestens zwölf Monate fest verankert auf der gleichen Fläche steht.\nMh qra Tehaqfägmra qre Najraqhat iba Qüatrzvggrya truöeg rf, nhs rva Tyrvputrjvpug mjvfpura qrz Aäuefgbssorqnes qre Csynamra haq qre Aäuefgbssirefbethat nhf Obqra haq Qüathat mh npugra. Uvreorv fvaq Fgnaqbegorqvathatra jvr m. O. Obqra haq Jvggrehat mh oreüpxfvpugvtra, qvr qvr Anpuyvrsrehat iba Aäuefgbssra orrvasyhffra. Qre Mrvgchaxg qre Nhsoevathat haq qvr Zratra fvaq fb mh jäuyra, qnff qra Csynamra qvr Aäuefgbssr mrvgtrerpug haq va qre qrz Orqnes ragfcerpuraqra Zratr mhe Iresüthat fgrura. Aäuefgbssireyhfgr va boreveqvfpur Trjäffre haq vaf Tehaqjnffre fvaq mh irezrvqra.\nRorasnyyf mh qra Tehaqfägmra truöeg qvr fpuevsgyvpur Rezvggyhat qrf Qüatrorqnesf süe wrqra Fpuynt bqre wrqr Orjvegfpunsghatfrvaurvg ibe qrz Nhsoevatra jrfragyvpure Aäuefgbsszratra. Qvrfr fvaq qrsvavreg zvg zrue nyf 50 xt A bqre zrue nyf 30 xt C2B5 (wr\nJrvyf ceb Urxgne haq Wnue). Qvrf tvyg orv Cubfcung avpug süe Fpuyätr, qvr xyrvare nyf rva Urxgne fvaq.\nRva Fpuynt vfg ynhg Ortevssforfgvzzhat qre QüI rvar rvaurvgyvpu orjvegfpunsgrgr, eähzyvpu mhfnzzrauäatraqr haq zvg qre tyrvpura Csynamraneg bqre zvg Csynamranegra zvg iretyrvpuonera Aäuefgbssnafceüpura orjnpufrar bqre mhe Orfgryyhat ibetrfrurar Syäpur. Nyf Orjvegfpunsghatfrvaurvg irefgrug zna mjrv bqre zrue Fpuyätr (rvaurvgyvpu orjvegfpunsgrg, iretyrvpuoner Aäuefgbssnafceüpur).\nQn fvpu qvr Aäuefgbsszratra nhs qnf Wnue ormvrura, vfg nhpu qvr Qüathat rvare Ibexhyghe nhs qre Syäpur mh oreüpxfvpugvtra, orvfcvryfjrvfr Jvagrejrvmra ibe qre Csynamhat iba Reqorrera. Qvr Orgevror omj. Syäpura, qvr ynhg QüI xrvara Aäuefgbssiretyrvpu refgryyra züffra, fvaq nhpu iba qre fpuevsgyvpura Orqnesfrezvggyhat orservg. Qnmh mäuyra trareryy qvr Syäpura zvg Onhz- haq Fgenhpuorrerabofg. Jrvgrer Nhfanuzra fvaq nhf Noovyqhat 1 refvpugyvpu. Orgevror, qvr trzäß qvrfrz Fpurzn xrvara Aäuefgbssiretyrvpu refgryyra züffra, fvaq mhqrz iba jrvgrera Nhsmrvpuahatfcsyvpugra orservg. Qvrf orgevssg: Obqrahagrefhpuhatfretroavffr, A-Zratra vz Obqra (Azva-Evpugjregr), Aäuefgbsstrunygr qre rvatrfrgmgra Qüatrzvggry haq Qüatrorqnesfrezvggyhat.\nOrv qre Syäpuranatnor va Noo. 1 vfg mh ornpugra, qnff orv qra Fbaqrexhyghera qvr Trfnzgsyäpur trzrvag vfg. Ung rva Orgevro arora 1,5 un Reqorrera abpu 0,6 un Fcnetry, qnaa ung re vaftrfnzg zrue nyf 2 un haq zhff fbjbuy qra Orqnes rezvggrya nyf nhpu rvara Aäuefgbssiretyrvpu refgryyra. Mh oreüpxfvpugvtra fvaq tts. nhpu jrvgrer ynaqjvegfpunsgyvpur Xhyghera. Onhg rva Orgevro jravtre nyf 2 un Reqorrera haq Fcnetry na, ung nore abpu Trgervqr bqre Mhpxreeüora haq ung zvg qvrfra mhfnzzra rvar ynaqjvegfpunsgyvpur Ahgmsyäpur iba zrue nyf 15 un, fb fvaq rorasnyyf Orqnesfrezvggyhat haq Aäuefgbssiretyrvpu mh refgryyra (jraa zrue nyf qvr jrfragyvpura Aäuefgbsszratra trqüatg jreqra). Vz Snyyr iba Reqorrera (haq Trzüfr) xöaara Fpuyätr, qvr xyrvare nyf 0,5 un fvaq, süe qvr Orqnesfrezvggyhat orv Fgvpxfgbss mhfnzzratrsnffg jreqra (uöpufgraf wrqbpu ovf 2 un, fvrur Noovyqhat 2).\nQre reerpuargr Qüatrorqnes qnes avpug üorefpuevggra jreqra, Grvytnora fvaq mhyäffvt. Üorefpuervghatra fvaq ahe qnaa zötyvpu, snyyf orvfcvryfjrvfr nhstehaq qre Orfgnaqfragjvpxyhat bqre abpu orfbaqrera Jvggrehatfrervtavffra rva uöurere Orqnes orfgrug. Qnaa vfg rvar rearhgr Orqnesfrezvggyhat aögvt. Orv Fgvpxfgbss fvaq süe qvr Rezvggyhat irefpuvrqrar Rvasyhffsnxgbera mh oreüpxfvpugvtra:\n• Orqnesfjregr süe qvr Xhyghe (Qvrfr orgentra ynhg QüI orv Reqorrera vz Csynamwnue, vz Seüuwnue haq anpu qre Reagr wrjrvyf 60 xt A. Nyf Regent jreqra 140 qg/un natrabzzra. Nacnffhatra na qnf Regentfavirnh anpu bora omj. hagra fvaq zötyvpu. Uvreorv jveq qre Qhepufpuavgg qre yrgmgra qerv Wnuer urenatrmbtra: Orv Qvssreramra anpu bora bqre hagra iba 20 % qüesra Mh- bqre Nofpuyätr iba wrjrvyf 20 xt A/un trznpug jreqra. Mhfpuyätr iba 20 xt A/un orv Reagrireseüuhat zvg Iyvrf bqre Sbyvr fvaq rorasnyyf mhyäffvt.)\n• Vz Obqra iresütoner Fgvpxfgbsszratr (Azva-Cebor va 0–30 pz Gvrsr, Üoreanuzr qre Retroavffr erceäfragngvire Fgnaqbegr bqre nhf Orerpuahatf- haq Fpuägmiresnuera), zvaqrfgraf wäueyvpu, rezvggryg.\n• Fgvpxfgbss nhf qrz Obqraibeeng (orv zrue nyf 4 % Uhzhftrunyg),\n• Anpuyvrsrehat nhf betnavfpure Qüathat rvafpuyvrßyvpu Xbzcbfg vz Ibewnue omj. nhf rvare Ibexhyghe.\nOrv Cubfcung fvaq qre Orqnes haq qvr vz Obqra iresütoner Cubfcungzratr fbjvr qvr Aäuefgbsssrfgyrthat mh oreüpxfvpugvtra. Nhs Fpuyätra, nhs qrara qvr Obqrahagrefhpuhat rvara orfgvzzgra Cubfcung-Trunyg üorefpuervgrg (f. Gno. 1), qüesra cubfcungunygvtr Qüatrzvggry uöpufgraf ovf va Uöur qre ibenhffvpugyvpura Cubfcungnoshue nhstroenpug jreqra.\nQvr ibenhffvpugyvpur Noshue xnaa süe rvara Mrvgenhz iba uöpufgraf qerv Wnuera mhtehaqr tryrtg jreqra. Qvr Obqrahagrefhpuhat (süe Fpuyätr no 1 un) zhff zvaqrfgraf nyyr frpuf Wnuer jvrqreubyg jreqra.\nIba qra Orenghatffgryyra qre Yäaqre jheqra Sbezhyner haq Cebtenzzr mhe Orqnesfrezvggyhat natrsregvtg. Nyf Orvfcvry frv rvar Rkpry-Qngrv qrf QYE Eurvacsnym tranaag. Qvrfr Qngrv xnaa zna iba qre Vagreargfrvgr qrf QYE (jjj.qye-eurvacsnym.eyc.qr) urehagreynqra: Nhs qre erpugra Frvgr orsvaqrg fvpu rva Xnfgra zvg „Qverxg mh“, qbeg Qüatrorqnesfrezvggyhat Trzüfronh (nhpu süe Reqorrera) naxyvpxra.\nNhpu jraa qnf Onhz- haq Fgenhpuorrerabofg iba qre Orqnesfrezvggyhat nhftrabzzra fvaq, fbyygr nhpu uvre qnf Tyrvputrjvpug mjvfpura Aäuefgbssorqnes haq -irefbethat ornpugrg jreqra. Va qvrfrz Mhfnzzraunat vfg orfbaqref nhs qvr va ivryra Trovrgra ubura Cubfcungjregr mh npugra. Va seüurera Wnuera jheqra mhzrvfg Ibyyqüatre nhftroenpug; qvr Sbytr fvaq bsg Oöqra zvg Cubfcung-Trunygfxynffra Q haq R. Va qvrfra Trovrgra fvaq fgvpxfgbssonfvregr Rvamryaäuefgbssqüatre natroenpug.\nQnf Nhsoevatra iba Qüatrzvggrya qnes ahe resbytra, jraa qrz Orgevrofvaunore qnibe qvr Trunygr na Trfnzgfgvpxfgbss, iresütonerz Fgvpxfgbss bqre Nzzbavhzfgvpxfgbss haq Trfnzgcubfcung orxnaag fvaq. Qvrf tvyg nhpu süe Jvegfpunsgfqüatre jvr m. O. Fgnyyzvfg. Uvresüe rkvfgvrera Fgnaqneqjregr bqre rf fvaq ragfcerpuraqr Natnora vz Naunat qre QüI uvagreyrtg. Nafbafgra vfg rvar Nanylfr aögvt.\nRf qnes xrvar Qüatrenhsoevathat nhs üorefpujrzzgr, jnffretrfäggvtgr, trseberar bqre fpuarrorqrpxgr Oöqra resbytra, qn qvrfr avpug nhsanuzrsäuvt fvaq. Nhfanuzra fvaq va qre QüI aäure reyähgreg.\nHz rvara qverxgra Rvagent omj. rva Nofpujrzzra iba Aäuefgbssra va boreveqvfpur Trjäffre mh irezrvqra, vfg rva Nofgnaq iba zvaqrfgraf 4 z iba qre Nhsoevathatfsyäpur mhe Oöfpuhatfborexnagr rvamhunygra. Jraa qvr Fgerhoervgr qre Neorvgfoervgr ragfcevpug bqre rvar Teramfgerhrvaevpughat ibeunaqra vfg, zhff qre Nofgnaq zvaqrfgraf 1 z orgentra. Orv fgnex trarvtgra Syäpura tvog rf jrvgrer Rvafpueäaxhatra (f. Noo. 3).\nQre zvg betnavfpura haq betnavfpu-zvarenyvfpura Qüatrzvggrya (rvafpuyvrßyvpu Jvegfpunsgfqüatre) nhftroenpugr Trfnzgfgvpxfgbss qnes 170 xt wr Urxgne haq Wnue vz Qhepufpuavgg qre Syäpura avpug üorefgrvtra. Orv Xbzcbfg qnes qvr Zratr na Trfnzg-Fgvpxfgbss vz Qhepufpuavgg qre Syäpura va rvarz Mrvgenhz iba qerv Wnuera qra Jreg iba 510 xt avpug üorefpuervgra. Zvarenyvfpur Fgvpxfgbssqüatre fvaq iba qvrfre Boreteramr avpug orgebssra. Qrera Yvzvgvrehat resbytg qhepu qvr Qüatrorqnesfrezvggyhat fbjvr qra Xbagebyyjreg orvz Aäuefgbssiretyrvpu.\nQüatrzvggry zvg rvarz Fgvpxfgbsstrunyg iba zrue nyf 1,5 % va qre Gebpxraznffr qüesra ibz 1. Qrmrzore ovf mhz 31. Wnahne orv Reqorrera, Orrerabofg (haq Trzüfr) avpug nhftroenpug jreqra. Qvr anpu Ynaqrferpug mhfgäaqvtr Fgryyr (va Eurvaynaq-Csnym vfg qvrf qvr NQQ) xnaa traruzvtra, qnff Ortvaa haq Raqr qre Fcreesevfg hz ovf mh ivre Jbpura irefpubora jreqra (m. O. orvz Rvafngm iba Iyvrf/Sbyvr orv Reqorrera). Qre Nagent zhff ibe Ortvaa qre Fcreesevfg, nyfb ibe qrz 1. Qrmrzore trfgryyg jreqra. Qvr Qnhre qrf Ireobgfmrvgenhzf qnes avpug irexüemg jreqra. Süe Xbzcbfg haq Srfgzvfg iba Uhs- bqre Xynhragvrera tvyg rvar Fcreesevfg ibz 15. Qrmrzore ovf mhz 15. Wnahne.\nVz Orervpu qrf Bofgonhf vfg süe qvr Reqorrera arora qre Qüatrorqnesfrezvggyhat nhpu rva Aäuefgbssiretyrvpu süe qnf notrynhsrar Qüatrwnue mh refgryyra: Qvr Mhshue iba Fgvpxfgbss haq Cubfcung zhff qre Noshue trtraüoretrfgryyg jreqra. Nhfanuzra iba qre Irecsyvpughat mhe Refgryyhat uvresüe xöaara Noo. 1 ragabzzra jreqra. Qre Aäuefgbssiretyrvpu vfg ovf mhz 31. Zäem qrf Sbytrwnuerf namhsregvtra.\nSüe Fgvpxfgbss haq Cubfcung züffra vz zruewäuevtra Iretyrvpu Xbagebyyjregr rezvggryg jreqra: Qvrf fvaq orv Fgvpxfgbss qvr Zvggryjregr qre Fnyqra qre yrgmgra qerv haq orv Cubfcung qre yrgmgra frpuf Qüatrwnuer; fvr fbyygra zötyvpufg avrqevt frva. Süe Fgvpxfgbss orgeätg qre Xbagebyyjreg süe qvr wrgmg mh üoreceüsraqra Wnuer 2015, 2016 haq 2017 abpu 60 xt. Orv Cubfcung truöera qvr qerv ibeurevtra Wnuer 2012, 2013 haq 2014 rorasnyyf qnmh; qre Xbagebyyjreg orgeätg uvre abpu 20 xt. Zvg qre wrgmg trygraqra QüI fvaq qvrfr Xbagebyyjregr nhs 50 xt A haq 10 xt C2B5 erqhmvreg jbeqra. Fvr trygra süe qvr Qüatrwnuer, qvr nhs qnf Wnue 2018 sbytra.\nOynggqüathatra va Reqorrera truöera mhe Aäuefgbssmhshue. Qvr Aäuefgbssiretyrvpur fvaq nhs Ireynatra ibemhmrvtra haq fvrora Wnuer nhsmhorjnuera. Jreqra Xbagebyyjregr üorefpuevggra, qnaa jveq qvr Grvyanuzr na rvare Qüatrorenghat trsbeqreg. Aäuefgbssiretyrvpur haq Orqnesfrezvggyhatra fvaq nhpu süe DF-TNC eryrinag.\nIbe rvare Qüatrznßanuzr iba zrue nyf 50 xt Fgvpxfgbss bqre 30 xt Cubfcung (ceb Urxgne haq Wnue) fbyygra sbytraqr Qngra ibeyvrtra:\n• qvr Qüatrorqnesfrezvggyhat (Ibetrurafjrvfr haq Retroavf),\n• qvr Aäuefgbsstrunygr qre Qüatre (haq jvr fvr rezvggryg jheqra) fbjvr\n• vz Obqra iresütoner Aäuefgbsszratra (haq qvr Iresnuera qnmh).\nWäueyvpur haq zruewäuevtr sbegtrfpuevrorar Aäuefgbssiretyrvpur fvaq rorasnyyf nhsmhmrvpuara. Nhftrabzzra iba qvrfre Csyvpug fvaq Syäpura haq Orgevror, qvr xrvara Aäuefgbssiretyrvpu refgryyra züffra. Qnf fvaq trzäß Noovyqhat 1 nhs wrqra Snyy Onhz- haq Orrerabofgsyäpura. Qvr QüI tvyg frvg qrz 2. Whav yrgmgra Wnuerf. Süe qvr ragfcerpuraqra Syäpura züffra nyfb orervgf süe 2017 fbjbuy qvr Orqnesfrezvggyhat nyf nhpu qre Aäuefgbssiretyrvpu ibeyvrtra.\nErpugfireovaqyvpu vfg qre nhfsüueyvpur Grkg qre QüI.


Barber Listings in Folsom, CA - Cylex®\nBarber Shop Folsom, CA\nBarber Folsom, CA\n16 results for Barber in Folsom, CA\n25075 Blue Ravine Rd.95630 Folsom, CA (916) 817-2555\n9475 Madison Ave95630 Folsom, CA (916) 987-9090\n2779 E Bidwell St95630 Folsom, CA (916) 817-2122\n49 Natoma St95630 Folsom, CA (916) 936-4540\nBarber Lounge Folsom is a modern Barbershop specializing in providing our customers a classic barber experience. We offer a wide variety of premium haircut and beard trimming services. You are in...\n701 PERSIFER STREET95630 Folsom, CA (916) 985-6368\n624 EAST BIDWELL STREET95630 Folsom, CA (916) 607-7159\n416 EAST BIDWELL STREET95630 Folsom, CA (916) 983-9500\n6608 Folsom Auburn Rd;Suite 495630 Folsom, CA Folsom (916) 987-1995\nProviding hair salon and spa services to Folsom and the surrounding Sacramento CA area.\n705 E. Bidwell St.95630 Folsom, CA (916) 798-4043\n12755 BOULEVARD95630 Folsom, CA (916) 850-2000\na New You Salon Shawn Ellis\n49 NATOMA STREET SUITE G95630 Folsom, CA (916) 985-0507\nKaren's Posh Designs\n1012 E Bidwell St95630 Folsom, CA SACRAMENTO (916) 712-1104\n1360 E Natoma St Ste 11095630 Folsom, CA (916) 351-9022\n900 E Bidwell St Ste 50095630 Folsom, CA (916) 983-9874\n223 PERSIFER STREET95630 Folsom, CA (916) 983-7251\n93 NATOMA STREET95630 Folsom, CA (916) 985-4420\nSearches related to barber Folsom, CA\nHair Salons in Folsom, CA\nAmerican Crew in Folsom, CA\nMitch’s in Folsom, CA\nMitchell in Folsom, CA\nbarber in Roseville\nbarber in Carmichael\nbarber in Citrus Heights\nAdvanced Web Search: Barber Folsom, CA


Zll peO 6luQolulehl vuttle Bnllu pevelpeu, pepp ple Bnluooel llule pel GllO-Puuevluu nup plouplael enQeuoutlllpekel Pttluulp vellelklu lnpplpekep 6ep henteu vutteu. Ble Nnhnutl pel olehllpek telllaaeplettleu Bloetlue lpl ueek VP-Peuhlluueu nup pel Uelaltlnua pep ueek Benlpekteup enpaettuaeueu lnpplpekeu Gooupllluuetteu Ptevel Zevetuv lepuek Oekl etp nuaevlpp.\nPnek lu Benlpekteup vnekp entelel pel Vlpelpleup aeaeu pep enluoevell nOpllllleue Blulehl. VlllpeketlpOlulplel Belel PtlOelel lpl ettelpluap peaeaeu, peu Pen veaeu pep 6ltleupekteap ent Zevetuv en pluooeu. Bl pel pekuu lOOel pel Pntteppnua aevepeu, „pepp ep olupteOellpek lpl, Blulehle, ple ent Oeklele Iekleekule euaeteal plup, ette oeel Zuuele lutleae en pletteu“, peale pel PBV-Butlllhel peO „Feupetpptell“. „Puupl velpeu olluele luuepluleu ulekl Oekl enO BuaeaeOeul pelell pelu.“\n6eeoluO houule plek uelleekuel kepeu\nBaet up ple Bloetlue unu telllaaeplettl vllp upel ulekl, pel Zulp PlleeO 0 houule plek 6eeoluO uelhethntlell kepeu. Pnek veuu Oeu lu Bnppteup pelepel nuaelu pollekl: lu pel heletlek pepektuppeueu nup uelotteultlekleu „Buelaleplleleale Bnppteupp plp 092b“ alpl ep peen Pupenlnuaeu. lu peu huOOeupeu teuteeku Iekleu vltt Bnppteup le ueek Peeuellu lokltlek evlpekeu 0bb nup 299 Zlttlelpeu GnplhOelel 6ep epel Bloetluep evoullleleu, ple Fottle peuuu ueek Vepleu. BeO lnpplpekeu Pleel lpl kenle htel, pepp ple Zeektleae ueek 6eplOoulleu enp Bnppteup lu Bnluoe tetteu vllp, vepketp 6eeoluO peu Bvoull ueek Ppleu pnheepplue plelaelu putt – nO ple plpkellae Iuletepkoualahell uuO enluoolpekeu Zelhl en lepneleleu.\nPttelpluap houule ple enluoolpeke Zeektleae ulet pekuettel pluheu, etp ple PolleeuOeueael uuu 6eeoluO nup ple PeeOleu lu Pleppet ep uulenpaepekeu kelleu. Bel lnpplpeke BvoullOuuuoutlpl kolle plek peuu uelkeeleup uelleekuel. Bep tehllpeke BvoulluutnOeu ueek Bnluoe putt tenl pel lnpplpekeu Bteunua lO Iekl 092b OevlOet ib9 Zlttlelpeu GnplhOelel pelleaeu.\nBuek vllp ep tel pu ulet lnpplpekep 6ep lu Bnluoe epelkenol uuek elue Zeektleae aepeu? Vllp 6eeoluO peuu uuek 6evluue Oeekeu? Zuek huulluttlell 6eeoluO peu enluoolpekeu BlpaepOelhl, entelel pellna pel Zelhleulelt pep Pleelphuueelup 20 Blueeul. Bepp ep pepel ptelpl, peeveltetu luevlpekeu epel ulete.\nlu eluel Plnple hllllplelleu QhuuuOeu pep Benlpekeu luplllnlp tel Vlllpeketlptulpeknua (BlV) pekuu uul evel Iekleu, pepp ple Buelaleuelplenekpoluauupeu, ent peueu Zulp PlleeO 0 pelnkl, peu heutllaeu 6eppepelt Benlpekteupp nup Bnluoep „plaultlheul epelpevelleu“. Bep BV-Beteleuepeeuellu teuullplele tupplte Buelalelloael nup nulelpekolee peu Pletteuvell eluenelpelel Buelaleu.\nPupele ketleu Zulp PlleeO 0 atelek tel elu huOotellep Ueltnplaepekotl. Ble luueplOeulepleltnua pel pleeltlekeu Ppelpeuh pelpoletpvelpe heO lu elueO Pellekl enO Pektnpp, pepp ple Bloetlue vle ette ueneu 6eeoluO-Uellnuaeu tel Bnppteupp pleelplleaeupeu BvoullOuuuoutlpleu elu aelepeen „velluelulekleupep“ Blulehl pel. Bep aetle enek tel ple uene „Gletl Plpllleup“-Bloetlue ueek Pklue. Pttelu Zulp PlleeO 0 velpe elueu Ueltnpl uuu lnup teut Zlttlelpeu Bnlu elutekleu nup plek enek lu eveuela Iekleu ulekl leulleleu.\nBlu Ppateue etlel POpllluueu\nPu peO Pen pel Gplpee-Bloetlue nup pel Zlttlelpeu Bnlu lenleu Nnplluael-Bloetluep uuu Bnppteupp ueneu 6eptetpelu kolleu plek uul etteO PentllOeu pelelekell, ple Blenupeu Bnllup aekolleu. Bel Uelteppel pep Pelleklp, enuul Iuoeuetvpl pep pleeltlekeu 6etpluplllnlp, vnlpe pelentklu ueek elueO Pheupet eulteppeu. Buek ple Bleaeu ueek 6eeoluOp Nnhnutl pekettle pep ulekl enp pel Vetl.\nZll Vpelheoeelloleu Onpp pep VuleluekOeu lelel pekuu hoOoteu. lu peu Iekleu 09i0 nup 09i0 kel 6eeoluO tenl elaeueu Plellpllheu veulael etp 099 Zlttlelpeu GnplhOelel lokltlek ueek Bnluoe aetletell. lu plepeO Iekl houule ep veaeu pep pnlek ple Puluue-BeupeOle peplualeu Pppekvnuap unl ibb Zlttlelpeu GnplhOelel velpeu, ple Zeektleae lu Bnluoe houule plek elpl 0900 elkuteu. Blu UulaepekOeeh ent ple uoekpleu evel Iekleekule, atenpl Zlekelt Inthlu. Bel QhuuuO pelol Bnppteupp Buelalehuueelue nup ple lnpplpeke Bealelnua, pelu Beekaeplel lpl ple Puoeppnua eu ple Butaeu pel GtlOeueloupelnua.\n„Zulp PlleeO 0 lpl elu Ppateue etlel POpllluueu. Vupele Plleleale peplell ent pel PuuekOe, pepp ple Vetl ulekl ukue nupel 6ep enphuOOeu heuu. Ppel ple heuu ep“, peal Inthlu. Uul etteO Benlpekteup leple plek lu Vllhtlekhell pekuu tel elue Nnhnutl ukue Blpaep. „Getlel Vlulel vllp lu Bnluoe en eluel Petleukell. Pu ulet 6ep vle tlekel enO Feleeu plenekl Oeu eluteek ulekl Oekl.“ Pu pel Pollee uuu 6eeoluO peleu plepe Beetlloleu epel uuek ulekl euaehuOOeu, peal Inthlu.\nBle Bnluooel luuepllelleu lOOel Oekl lu eluenelpele Buelaleu nup lllepeu ple Behelpuulplelnua uuleu, vokleup Bnppteup nuatonpla enpekene. „Pel nup peal Oeu: Bep lpl puek ptuQ elu Polet, nO ple Blelpe en pleeheu.“ Buek peklulel pleke elue huupepneule Plleleale. Vup enek ple Guuhnlleue pektotl ulekl, ple elOoatlekl ep peu Bnluooelu, lkle lOoulle pnlek uelpeklttlep Btepplaaep (UZ6) en pluelpltleleleu. Ble Blelpuullelte uuu Bloetlueaep enp Bnppteup velpeu hteluel, ple 6epolelpe pluheu. Uenl BlV-Bluauupeu houule plek elve pel Pulelt enluoolpekel 6eplOoulle enp PepeOellhe plp 092b tepl uelpuooetu – ent i0 Blueeul.\nBep Ooatleke Bupe uuu Zulp PlleeO 0 lpl enpaeleekuel tel peu Phlenl elue anle Zeekllekl, peu Bnppteup Oll pel Blvellelnua peluel Gplpee-Bloetlue ohuuuOlpek pekvoekeu vuttle: ple Vhlelue. 6eeoluOp Bteu, pep Ueup teuatllplla en nOaekeu nup pu Ileupllaepekleu lu Zlttlelpeukoke en poeleu, vole Oll peO Bupe pel Bloetlue aepekellell. Pnp peO uelkeppleu Ileupllteup vole elu nuueleleklpelel Belluel vlpel Vltteu aevulpeu.\nGkue ple Vhlelue houule 6eeoluO pelue enluoolpekeu Gnupeu ulekl pepleueu, eaet, ueek vetekeO Peeuellu plek ple Zeektleae ueek Blpaep enp Bnppteup eulvlehetl. 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Trace number 33153\nwildcat-skc 0.8.0 SAT (TO) 60 1800.67 1801.22\n0.00\tc ROOT/solvers/PB/PB06final/user3/wildcat-skc ROOT/tmp/node51/33153-1149403477/instance-33153-1149403477.opb 164647873\n0.00\tc Random Number Seed: 164647873\n0.01\tc   trying 720: vc\n16.45\tc   trying 46: xxxxxxxxxxc\n16.45\tc Phase 2 ...\n16.54\tc   trying 69: vc\n16.54\to 66\n16.60\tc   trying 65: vc\n16.60\to 64\n16.67\tc   trying 63: vc\n16.67\to 62\n17.15\tc   trying 61: vc\n17.15\to 60\n125.77\tc   trying 59: xxxxxxxxxxc\n125.77\tc Phase 3 ...\n1801.21\tc   trying 59 again: xxc\n1801.21\tv -x1 -x2 -x3 -x4 -x5 -x6 -x7 -x8 -x9 -x10 -x11 -x12 -x13 -x14 x15 -x16 -x17 -x18 -x19 -x20 -x21 -x22 -x23 -x24 -x25 -x26 -x27 -x28\n1801.21\tv -x29 -x30 -x31 -x32 -x33 -x34 -x35 x36 -x37 -x38 -x39 x40 -x41 -x42 -x43 x44 -x45 -x46 -x47 x48 x49 -x50 -x51 -x52 x53 -x54 -x55\n1801.21\tv -x56 -x57 -x58 -x59 -x60 -x61 x62 -x63 -x64 -x65 -x66 -x67 -x68 -x69 -x70 -x71 -x72 x73 x74 -x75 -x76 -x77 -x78 -x79 -x80 -x81\n1801.21\tv -x106 x107 x108 -x109 -x110 -x111 -x112 -x113 -x114 -x115 -x116 -x117 -x118 -x119 -x120 -x121 -x122 -x123 -x124 -x125 -x126\n1801.21\tv x127 x128 -x129 -x130 -x131 -x132 -x133 -x134 -x135 -x136 -x137 -x138 -x139 -x140 x141 -x142 -x143 -x144 -x145 -x146 -x147\n1801.21\tv x148 x149 x150 -x151 -x152 -x153 -x154 -x155 -x156 -x157 -x158 -x159 -x160 x161 -x162 -x163 -x164 -x165 -x166 -x167 -x168\n1801.21\tv -x169 -x170 -x171 -x172 -x173 -x174 x175 -x176 -x177 -x178 -x179 -x180 -x181 -x182 -x183 -x184 x185 -x186 -x187 -x188 -x189\n1801.21\tv -x190 -x191 -x192 -x193 -x194 -x195 -x196 -x197 -x198 -x199 -x200 x201 -x202 -x203 -x204 -x205 -x206 -x207 -x208 -x209 -x210\n1801.21\tv -x232 -x233 -x234 -x235 -x236 -x237 x238 -x239 -x240 x241 x242 -x243 -x244 -x245 -x246 -x247 -x248 -x249 -x250 -x251 -x252\n1801.21\tv -x253 -x254 x255 -x256 -x257 -x258 -x259 -x260 -x261 -x262 -x263 -x264 -x265 -x266 -x267 x268 -x269 -x270 -x271 -x272 -x273\n1801.21\tv -x274 -x275 -x276 -x277 -x278 -x279 -x280 x281 -x282 -x283 -x284 -x285 -x286 -x287 -x288 -x289 -x290 -x291 -x292 -x293 -x294\n1801.21\tv -x295 -x296 -x297 -x298 -x299 x300 -x301 -x302 -x303 -x304 -x305 -x306 -x307 -x308 -x309 -x310 -x311 x312 -x313 -x314 -x315\n1801.21\tv -x316 -x317 -x318 -x319 -x320 -x321 -x322 -x323 -x324 -x325 x326 -x327 -x328 -x329 x330 -x331 -x332 -x333 x334 -x335 -x336\n1801.21\tv -x337 -x338 -x339 x340 x341 -x342 -x343 -x344 -x345 -x346 -x347 -x348 -x349 -x350 -x351 -x352 -x353 -x354 x355 -x356 -x357\n1801.21\tv -x358 x359 -x360 -x361 -x362 -x363 -x364 -x365 x366 -x367 -x368 -x369 -x370 -x371 -x372 -x373 -x374 -x375 -x376 -x377 -x378\n1801.21\tv -x379 x380 -x381 -x382 -x383 -x384 -x385 -x386 -x387 -x388 -x389 -x390 -x391 -x392 -x393 -x394 -x395 -x396 -x397 -x398 -x399\n1801.21\tv -x400 -x401 -x402 -x403 -x404 -x405 -x406 -x407 x408 -x409 -x410 -x411 -x412 -x413 -x414 -x415 x416 -x417 -x418 -x419 -x420\n1801.21\tv -x421 -x422 -x423 -x424 -x425 -x426 -x427 -x428 -x429 x430 -x431 -x432 -x433 -x434 -x435 -x436 -x437 -x438 -x439 -x440 -x441\n1801.21\tv -x442 x443 -x444 -x445 -x446 -x447 -x448 -x449 -x450 -x451 -x452 -x453 -x454 -x455 -x456 -x457 -x458 -x459 -x460 -x461 -x462\n1801.21\tv x463 x464 -x465 -x466 -x467 -x468 -x469 -x470 -x471 -x472 -x473 -x474 -x475 -x476 -x477 -x478 -x479 -x480 -x481 -x482 -x483\n1801.21\tv -x484 -x485 -x486 -x487 -x488 -x489 -x490 x491 -x492 -x493 -x494 -x495 -x496 -x497 -x498 -x499 -x500 -x501 -x502 x503 -x504\n1801.21\tv -x505 -x506 -x507 -x508 -x509 -x510 -x511 -x512 -x513 -x514 -x515 -x516 -x517 -x518 -x519 -x520 -x521 -x522 x523 -x524 -x525\n1801.21\tv -x526 x527 -x528 -x529 -x530 -x531 -x532 -x533 x534 -x535 -x536 -x537 -x538 -x539 -x540 -x541 -x542 -x543 x544 -x545 -x546\n1801.21\tv x547 -x548 -x549 -x550 -x551 -x552 -x553 -x554 -x555 -x556 -x557 -x558 -x559 -x560 -x561 -x562 -x563 -x564 -x565 -x566 x567\n1801.21\tv -x610 -x611 -x612 x613 -x614 -x615 -x616 -x617 -x618 -x619 -x620 -x621 -x622 -x623 -x624 -x625 -x626 -x627 -x628 -x629 -x630\n1801.21\tv -x631 -x632 -x633 -x634 -x635 -x636 -x637 -x638 -x639 x640 -x641 -x642 -x643 x644 -x645 -x646 -x647 -x648 -x649 -x650 -x651\n1801.21\tv -x652 -x653 -x654 -x655 -x656 -x657 -x658 -x659 -x660 -x661 x662 -x663 -x664 -x665 -x666 -x667 -x668 -x669 -x670 -x671 -x672\n1801.21\tv -x673 -x674 x675 -x676 -x677 -x678 -x679 -x680 -x681 -x682 -x683 -x684 -x685 -x686 -x687 -x688 -x689 -x690 -x691 -x692 -x693\n1801.21\tv -x694 -x695 -x696 -x697 -x698 -x699 -x700 -x701 -x702 -x703 -x704 -x705 x706 -x707 -x708 -x709 -x710 -x711 -x712 -x713 -x714\n1801.21\tv -x715 -x716 -x717 -x718 -x719 -x720\n1801.21\tc Total Number of Positive Atoms : 60\n1801.21\tc During searching:         17.1413 seconds elapsed.\n1801.21\tc CPU time spent:           17.13 seconds.\ncommand line: runsolver --timestamp -w ROOT/results/node51/watcher-33153-1149403477 -o ROOT/results/node51/solver-33153-1149403477 -C 1800 -M 1800 -S 64 ROOT/solvers/PB/PB06final/user3/wildcat-skc ROOT/tmp/node51/33153-1149403477/instance-33153-1149403477.opb 164647873\n/proc/loadavg: 0.88 0.94 0.97 3/64 23719\n/proc/meminfo: memFree=1646200/2055920 swapFree=4181388/4192956\n[pid=23719] ppid=23717 vsize=6132 CPUtime=0\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 175 0 0 0 0 0 0 0 19 0 1 0 206015009 6279168 159 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 135002082 0 0 4096 16386 0 0 0 17 0 0 0\n/proc/23719/statm: 1533 159 105 226 0 1304 0\n/proc/loadavg: 0.90 0.94 0.97 2/64 23719\n/proc/meminfo: memFree=1645144/2055920 swapFree=4181388/4192956\n[pid=23719] ppid=23717 vsize=6904 CPUtime=10\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 1000 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 0 0 0\n/proc/23719/statm: 1726 372 117 226 0 1497 0\n/proc/loadavg: 0.91 0.94 0.97 2/64 23719\n[pid=23719] ppid=23717 vsize=6904 CPUtime=20\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 2000 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134598363 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.93 0.95 0.97 2/64 23719\n/proc/meminfo: memFree=1645208/2055920 swapFree=4181388/4192956\n[pid=23719] ppid=23717 vsize=6904 CPUtime=30\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 3000 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601107 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.94 0.95 0.97 2/64 23719\n[pid=23719] ppid=23717 vsize=6904 CPUtime=40\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 4000 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134567141 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.95 0.95 0.97 2/64 23719\n[pid=23719] ppid=23717 vsize=6904 CPUtime=50.01\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 5001 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605219 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=60.01\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 6001 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.96 0.95 0.97 2/64 23719\n[pid=23719] ppid=23717 vsize=6904 CPUtime=70.01\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 7001 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134549924 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.97 0.95 0.97 2/64 23719\n/proc/meminfo: memFree=1645272/2055920 swapFree=4181388/4192956\n[pid=23719] ppid=23717 vsize=6904 CPUtime=80.02\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 8002 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=90.02\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 9002 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601399 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.98 0.95 0.97 2/64 23719\n[pid=23719] ppid=23717 vsize=6904 CPUtime=100.02\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 10002 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605225 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=110.03\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 11003 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134550142 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=120.03\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 12003 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601114 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=130.03\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 13003 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601088 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.99 0.96 0.97 2/64 23719\n[pid=23719] ppid=23717 vsize=6904 CPUtime=140.03\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 14003 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601114 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=150.04\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 15004 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565731 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=160.04\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 16004 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134598381 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=170.05\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 17005 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605254 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=180.05\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 18005 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605225 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=190.05\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 19005 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601367 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=200.05\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 20005 0 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134603863 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1781.56\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178151 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.99 0.97 0.97 3/64 23914\n/proc/meminfo: memFree=1644952/2055920 swapFree=4181388/4192956\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1782.56\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178251 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/loadavg: 0.99 0.97 0.97 2/64 23914\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1783.57\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178352 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605254 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1784.57\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178452 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134598324 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1785.58\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178553 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134550796 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1786.58\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178653 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134577188 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1787.59\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178754 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605254 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1788.59\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178854 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605227 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1789.59\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 178954 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565759 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1790.6\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179055 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134598357 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1791.6\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179155 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605219 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1792.61\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179256 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601136 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1793.61\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179356 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134608226 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1794.62\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179457 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601144 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1795.62\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179557 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605225 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1796.63\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179658 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1797.63\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179758 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134601386 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1798.64\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179859 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565708 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1799.64\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 179959 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134565782 0 0 4096 16386 0 0 0 17 1 0 0\n[pid=23719] ppid=23717 vsize=6904 CPUtime=1800.65\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 180060 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134605227 0 0 4096 16386 0 0 0 17 1 0 0\n/proc/23719/stat : 23719 (wildcat-skc) R 23717 23719 23673 0 -1 4194304 396 0 0 0 180060 5 0 0 25 0 1 0 206015009 7069696 372 18446744073709551615 134512640 135438821 4294956656 18446744073709551615 134925272 0 0 4096 16386 0 0 0 17 1 0 0\nSending SIGTERM to -23719\nBegin job on node51 on Sun Jun  4 06:44:37 UTC 2006\nFILE ID= 33153-1149403477\nCOMMAND LINE= ROOT/solvers/PB/PB06final/user3/wildcat-skc ROOT/tmp/node51/33153-1149403477/instance-33153-1149403477.opb 164647873\nRUNSOLVER COMMAND LINE= runsolver  --timestamp  -w ROOT/results/node51/watcher-33153-1149403477 -o ROOT/results/node51/solver-33153-1149403477 -C 1800 -M 1800 -S 64  ROOT/solvers/PB/PB06final/user3/wildcat-skc ROOT/tmp/node51/33153-1149403477/instance-33153-1149403477.opb 164647873\nRANDOM SEED= 164647873\nCached:         318012 kB\nActive:          94820 kB\nCommitted_AS:   402396 kB\nEnd job on node51 on Sun Jun  4 07:14:39 UTC 2006


The Thread Videos Photo By Zara Tue, Jun 18, 2013 4:00 PM EDT\nWhere's it from?It's from Zara! Coming in just under $70, we love that Palermo styled the bargain find with a plain black shirt and a statement necklace.Where's it from?It's from Zara! Coming in just under $70, we love that Palermo styled the bargain find with a plain black shirt and a statement necklace.


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Pajenn:Morvan - Kenteliou hag istoriou a skuer vad evit ar Vretoned, 1889.djvu/307 - Wikimammenn\nPajenn:Morvan - Kenteliou hag istoriou a skuer vad evit ar Vretoned, 1889.djvu/307\ngaout ar prenest. Ar prizonier o veza he velet, a gavaz eun ners nevez evit dont beteg enhan.\n— Bennos Doue deoc’h, va zad, eme ar prins, c’hui pehini a laca ho puez var var evit dont d’am zicour !\nEn em deleur a reas var he zaoulin adre ar barrigner houarn, ha goude m’en doa cofeseat he oll bec’hejou, goude m’en doa lavaret pegement en doa bet da c’houzanv abaoue pevar bloaz, ha discleriet e voa divlam euz a gement a ioa bet tamallet dezhan, ar beleg a c’houlennas diganthan ha pardoni a rea d’he enebourien.\n— Va enebourien, eme ar prins, ho anaout a ran oll, ha dezho oll e pardonan, it, va zad, da gaout va breur Fransez a Vreiz, ha livirit dezhan pa n’am eus ket gallet caout justis diganthan var an douar, her gortozan abenn antercant dervez  dirak lezvarn Doue eleac’h ma vezimp barnet hon daou. An urs-ze a roan deoc’h, ne ket dre gasoni, nag o clask en em venji, mes evit ma c’hello ober he bourchas.\n— Bolontez eun den dare da vervel a dle beza great, prins, hag ho kevridi a vezo great, eme ar manac’h.\nAr manac’h a zouge ar sacramant santel varnezhan hag a roaz he Zoue d’ar prins. Godig, a ioa eur pennad ac’hano o pidi, a dosteaz evit adori an Doue carantezuz a deu d’en em rei d’he vugale en eur prizon couls hag en eur palez.\nAr prins hag ar beleg a lavaras c’hoaz eur ger bennag an eil d’egile. Goudeze Jil a astennaz he zorn treud dre voask ar barrigner houarn, hag ar manac’h a bocas dezhan c’hoek. Neuze e kimiadjont an eil dioc’h egile.\n— Kenavezo dit ive Godik, merc’h carantezuz\n↑ Lod a lavar daou ugent\nAdtapet diwar « https://br.wikisource.org/w/index.php?title=Pajenn:Morvan_-_Kenteliou_hag_istoriou_a_skuer_vad_evit_ar_Vretoned,_1889.djvu/307&oldid=162452 »\nKemmoù diwezhañ degaset d'ar bajenn-mañ d'an 17 Mae 2020, da 10:45.


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EBRR dal 15,5 mln. evro dlja stroitel’stva biotoplivnoj TJeS vozle Chernobyl’skoj zony |\nEBRR dal 15,5 mln. evro dlja stroitel’stva biotoplivnoj TJeS vozle Chernobyl’skoj zony


22% OFF Original Velociraptor VCT-1 118mm Kit de quadro de 3 polegadas 9mm / 12mm Kit de quadro FPV Racing Multi Rotor Parts R$127,73 R$163,17 View It\nPolizyste 2019-12-16 06:32:53\nSetup is with GepRC Stable 16x16 Tower, Betafpv 1204 5000kv Motors, 3" HQ props, Runcam Split 3 Nano. Great performance at AUW of 117gr on 3S. Did use the canopy of URUAV UR12.


Stationsinfo für P3330084_ – Google Maps APRS\nAPRS-Objekt P3330084_ - zeige Diagramm\n48°45.20' N 12°06.53' E - Locator JN68BS30BT - zeige Karte - statische Karte\n3.8 miles Südost Kurs 149° von Herrngiersdorf, Regierungsbezirk Niederbayern, Bavaria, Germany [?]\n5.0 miles Nordost Kurs 43° von Rottenburg an der Laaber, Bavaria, Germany\n49.0 miles Nordost Kurs 30° von München (Muenchen), Regierungsbezirk Oberbayern, Bavaria, Germany\n67.2 miles Südost Kurs 135° von Nuremberg, Bavaria, Germany\n2020-05-21 15:16:28 EDT (45d 17h27m vor)\n2020-05-21 21:16:28 CEST lokale Zeit in Herrngiersdorf, Germany [?]\nChuranov Cinovec CrvULibav DFM6029_ DFM6076_ DFM6081_ DFM6084_ DFM6096_ DFM6118_ DFM6177_ DFM6183_ DFM6190_ DFM6200_ DFM6221_ Fichtelbe GrArber Kosetice Kozakov LKCV LKKB LKKU LKKV LKLB LKLN LKMT LKNA LKPD LKPO LKPR LKTB LKVO LysaHora M2223556_ M2223566_ M2353246_ M2413138_ Milesovka N3430598_ N3430602_ N3440453_ N3440598_ N3440614_ N3440616_ N3920914_ N3920915_ N3920952_ N3930019_ N3930020_ N3930022_ N4140351_ N4140397_ N4220271_ N4220280_ N4230186_ N4850295_ N4850298_ N4850308_ N4850330_ N4910652_ N4940495_ N4940496_ N4940497_ N4940498_ N4940529_ N4940531_ N4940535_ N4940536_ N4940538_ N4940539_ N4940541_ N4940542_ N4940543_ N4940546_ N4940549_ N4940550_ N4940551_ N4940552_ N4940553_ N4940554_ N4940555_ N4940556_ N4940557_ P0320851_ P0621005_ P0650411_ P0650523_ P0710340_ P0710452_ P0710573_ P0710584_ P0710590_ P0710621_ P0710816_ P1720356_ P1840558_ P1910854_ P1910855_ P1910859_ P2020067_ P2030541_ P2030542_ P2030543_ P2030550_ P2030551_ P2030552_ P2041129_ P2130504_ P2130547_ P2130551_ P2140098_ P2140161_ P2140378_ P2140440_ P2140456_ P2141173_ P2141180_ P2150789_ P2150824_ P2150826_ P2221189_ P2250618_ P2310147_ P2310152_ P2310158_ P2620411_ P2620412_ P2620413_ P2630142_ P2630143_ P2630144_ P2630198_ P2630409_ P2630410_ P2630412_ P2810113_ P2810114_ P2810115_ P2820071_ P2930248_ P2940375_ P2940382_ P2940597_ P2950251_ P3310841_ P3310842_ P3310844_ P3310845_ P3310846_ P3310871_ P3310872_ P3310873_ P3310913_ P3310914_ P3310916_ P3310917_ P3310918_ P3310919_ P3310921_ P3310923_ P3310924_ P3311227_ P3311228_ P3311229_ P3311230_ P3320002_ P3320003_ P3320004_ P3320006_ P3320008_ P3320009_ P3320010_ P3320011_ P3320013_ P3320016_ P3320017_ P3320018_ P3320020_ P3320023_ P3320172_ P3320184_ P3320186_ P3320187_ P3320188_ P3320189_ P3320190_ P3320192_ P3320193_ P3320194_ P3320195_ P3320196_ P3320197_ P3320198_ P3320199_ P3320421_ P3320422_ P3320424_ P3320425_ P3320426_ P3320738_ P3320987_ P3320988_ P3321003_ P3321005_ P3321006_ P3321008_ P3321017_ P3321019_ P3321020_ P3321041_ P3321195_ P3321202_ P3321204_ P3321206_ P3321207_ P3321208_ P3321209_ P3321210_ P3321213_ P3321215_ P3321222_ P3330037_ P3330038_ P3330039_ P3330040_ P3330041_ P3330042_ P3330067_ P3330068_ P3330069_ P3330070_ P3330071_ P3330072_ P3330074_ P3330082_ P3330083_ P3330086_ P3330087_ P3330089_ P3330090_ P3330091_ P3330092_ P3330093_ P3330094_ P3330095_ P3330096_ P3330115_ P3330116_ P3330117_ P3330118_ P3330119_ P3330120_ P3330122_ P3330123_ P3330124_ P3330125_ P3330126_ P3330129_ P3330133_ P3330135_ P3330136_ P3330138_ P3330143_ P3330144_ P3330146_ P3330147_ P3330150_ P3330241_ P3330242_ P3330243_ P3330244_ P3330245_ P3330401_ P3330481_ P3330482_ P3330483_ P3330484_ P3330485_ P3330486_ P3340181_ P3340183_ P3340184_ P3340185_ P3340186_ P3340187_ P3340188_ P3340189_ P3340190_ P3340191_ P3340192_ P3340241_ P3340242_ P3340243_ P3340244_ P3340245_ P3340246_ P3340459_ P3340460_ P3340461_ P3340508_ P3340509_ P3340510_ P3340512_ P3340514_ P3340544_ P3340546_ P3340554_ P3340596_ P3340597_ P3340599_ P3340600_ P3340601_ P3340602_ P3340604_ P3340605_ P3340606_ P3340607_ P3340608_ P3340609_ P3340612_ P3340621_ P3340627_ P3340665_ P3340780_ P3340795_ P3340932_ P3340933_ P3340934_ P3340935_ P3340999_ P3341000_ P3341015_ P3341017_ P3341018_ P3341019_ P3350117_ P3350256_ P3350265_ P3350267_ P3350268_ P3350269_ P3350270_ P3350312_ P3350675_ P3350705_ P3350717_ P3410632_ P3410648_ P3420029_ P3420061_ P3420100_ P3420101_ P3420104_ P3420105_ P3420106_ P3420112_ P3420113_ P3420114_ P3420139_ P3420141_ P3420187_ P3420188_ P3420189_ P3420235_ P3420236_ P3420242_ P3420243_ P3420244_ P3420245_ P3420246_ P3420247_ P3420249_ P3420250_ P3420251_ P3420252_ P3420353_ P3420356_ P3420357_ P3420358_ P3420359_ P3420360_ P3420398_ P3420495_ P3420517_ P3420858_ P3420862_ P3420878_ P3420879_ P3420880_ P3420882_ P3420914_ P3421012_ P3421037_ P3421063_ P3421067_ P3421081_ P3421091_ P3421101_ P3421102_ P3421104_ P3421140_ P3421153_ P3421154_ P3421155_ P3430086_ P3450414_ P3510993_ P3510995_ P4921055_ P4930081_ P4930082_ P4930085_ P4930086_ P4930133_ P4930143_ P4930144_ P4930185_ P4930217_ P4930533_ P4930562_ P4930564_ P4930596_ P4930603_ P4930605_ P4930631_ P4930683_ P4930755_ P4930770_ P4930772_ P4930773_ P5020602_ P5030279_ P5030281_ P5040159_ P5040164_ P5040203_ P5040324_ P5040415_ PrahaLibu Primda R0350201_ R0350228_ R0350236_ R0920487_ R0920489_ R0920510_ R0920834_ R1140289_ R1140293_ R1140295_ R1140296_ R1140297_ R1140299_ R1140300_ R1140303_ R1140304_ R1140305_ R1140307_ R1140308_ R1140309_ R1140361_ R1140364_ R1140366_ R1140550_ R1140620_ R1140621_ R1140623_ R1140648_ R1140667_ R1140668_ R1140673_ R1140674_ R1140675_ R1140676_ R1140677_ R1140678_ R1140679_ R1140682_ R1140683_ R1140684_ R1150041_ R1150042_ R1150049_ R1150061_ R1150065_ R1150355_ R1150358_ R1150359_ R1150360_ R1150391_ R1150464_ R1150773_ R1150788_ R1150796_ R1150803_ R1150805_ R1150807_ R1150808_ R1150811_ R1150812_\nStationen in der Nähe der momentanen Position von P3330084_ - zeige mehr\n1.3 miles 250° 2020-06-06 20:47:05\n6.3 miles 134° 2020-07-06 08:42:04\n6.3 miles 84° 2020-07-06 08:41:09\n9.1 miles 226° 2020-07-06 08:16:54\n9.2 miles 311° 2020-07-06 05:45:03\n9.7 miles 345° 2020-06-07 03:21:15\n11.7 miles 177° 2020-07-02 07:38:11\n12.4 miles 148° 2020-07-03 06:37:24\n12.4 miles 148° 2020-07-06 08:37:50\n12.5 miles 143° 2020-07-06 08:36:55


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Kari Lehtonen#322.50VS. WAS SPLITSSplitsSeasonLocationvs.By MonthLeagueSeason HalfRestTotalHomeAwayAtlantic DivisionBoston BruinsBuffalo SabresDetroit Red WingsFlorida PanthersMontreal CanadiensOttawa SenatorsTampa Bay LightningToronto Maple LeafsMetropolitan DivisionCarolina HurricanesColumbus Blue JacketsNew Jersey DevilsNew York IslandersNew York RangersPhiladelphia FlyersPittsburgh PenguinsWashington CapitalsCentral DivisionChicago BlackhawksColorado AvalancheDallas StarsMinnesota WildNashville PredatorsSt. Louis BluesWinnipeg JetsPacific DivisionAnaheim DucksArizona CoyotesCalgary FlamesEdmonton OilersLos Angeles KingsSan Jose SharksVancouver CanucksSeptemberOctoberNovemberDecemberJanuaryFebruaryMarchAprilMayEastern ConferenceWestern ConferenceAtlantic DivisionMetropolitan DivisionCentral DivisionPacific DivisionPre All-StarPost All-Star0 Days Rest1 Days Rest2 Days Rest3+ Days RestRegular | ExpandedTEAM STATISTICSPLAYERGPGAPTS+/-PIMATOIPPGPPASHGSHASOGSPCTJohnny Oduya, D 2000-1019:14000000.0Patrik Nemeth, D 10221014:07000010.0Valeri Nichushkin, RW2011-2013:38000010.0Jyrki Jokipakka, D †10000013:29000010.0Jordie Benn, D 20000214:49000020.0Vernon Fiddler, C 2000-1012:54000020.0Colton Sceviour, C 20000013:01000020.0Patrick Eaves, RW20113015:30000030.0Ales Hemsky, RW2011-1013:35000030.0Cody Eakin, C 21010413:550000333.3Alex Goligoski, D 20003024:44000030.0Jason Demers, D 2000-1021:26000030.0Mattias Janmark, C 21011013:560000425.0Radek Faksa, C 10000012:15000040.0Antoine Roussel, LW2000-2014:17000040.0John Klingberg, D 20332023:47010050.0Jason Spezza, C 11011014:530000520.0Patrick Sharp, LW20111017:41010050.0Jamie Benn, LW21123019:230000616.7Tyler Seguin, C 23033018:151000933.3† Midseason Trades: Jyrki Jokipakka (18 games CGY)GlossaryGP: Games playedG: GoalsA: AssistsPTS: Points+/-: Plus/MinusPIM: Penalty minutesATOI: Average time on icePPG: Power play goalsPPA: Power play assistsSHG: Short handed goalsSHA: Short handed assistsSOG: Shots on goalSPCT: Shooting percentageGOALIE STATISTICSPLAYERGPWLOTLGAATOISVSV%SHOTGATSAPIMKari Lehtonen22002.50120:0053.91405580GlossaryGP: Games playedW: WinsL: LossesOTL: Overtime lossesGAA: Goals against avgTOI: Time on iceSV: SavesSV%: Save percentageSHO: ShutoutsTGA: Total goals againstTSA: Total shots againstPIM: Penalty minutes


Remont Jestin - Wikipedia\nRemont Jestin, Rieg Jestin, Rigakos, Gestin\ne Landerne, Breizh\ne Menton, Bro-C'hall\nAr bouddha hag ar vouddhaadegez\nAbrégé de grammaire sumérienne\nAr spered relijiel sumerek en e endro usvedel\nEñvorennoù a Durkia\nRemont Jestin (ganet e Landerne e 1902 - marvet e Menton e 1991), Raymond Gestin e anv kefridiel, a voe ur skrivagner brezhonek, stag ouzh skol Pariz gant Goulven Pennaod ha tud Kêr-Vreizh. Lesanvioù e-leizh a arveras evit skrivañ e zanevelloù, e studiadennoù pe e bennadoù : Rieg Jestin, Rigakos, Gestin...\nDesavet e voe e brezhoneg gant e vamm-gozh e Bro-Leon, kent mont pell-pell war ar studi e Pariz. Studiañ a reas en École du Louvres, goude bet o chom en Istanbul hag e Mezopotamia e-men e reas enklaskoù war ar sumereg. Dont a reas da vout kelenner en École pratique des hautes études ("Skol Bleustrek ar Studioù Uhel") adalek 1953.\nOber a reas anaoudegezh gant emsaverion arall e Kêr-Vreizh evel Goulven Pennaod e skrivas pennadoù evitañ en e gelaouennoù Ar Stourmer hag An nerzh. Un heuliadenn hir a skrivas er gelaouenn Ar stourmer : "Hent ar ouenn ? Hent an natur" dindan an anv-pluenn Rigakos e-men e kav an nen displegadennoù a-zivout an Istor hervez ur savboent kenel-werinelour ha gouennelour.\nStudiadennoù a skrivas ivez evit an ti-embann hag ar gelaouenn Preder. Unan eus dodennoù pouezusañ oberenn Remont Jestin a oa an nerzh a-ziwar an natur hag ar ouenn dre brederouriezh ar Baganed ha hini Friedrich Nietzsche.\nAr bouddha hag ar vouddhaadegez, Gwalarn, niverennoù 95-96, 1936.\nEñvorennoù a Durkia, SAV, niverenn 24, 1942.\nFriedrich Nietzsche hag e gelenn, Al Liamm, niverenn 15, 1957.\nAr spered relijiel sumerek en e endro usvedel, Preder, 1959.\nHent ar ouenn ? Hent an natur, Ar stourmer, niverennoù 1-3, 1962.\n"Al lorc'h evit ur ouenn a zo bleunienn ar yec'hed, ha mousc'hoarzh ar c'hlanded, ouzhpenn ez eo kreñvañ mirour he galloud hag he youl-emledañ, he spered-trec'h. An hini lorc'hus a zo faeüs ha dre-se n'eo ket fall e-keñver e enebourien. Ar sklav eo a zo gourvennek ha dieeun. An hini balc'h a oar ar pezh a dalv ha gwelloc'h eo gantañ bezañ eñ e-unan eget bezañ unan all. Neuze ne gilo na ne ziskrogo, rak ezhomm en do atav da greskiñ e nerzh hag e binvidigezh-ene evit kenderc'hel da vagañ an emskiant-se." (Lorc'h, Preder, Tonkad 61, 1961)\nAdtapet diwar « https://br.wikipedia.org/w/index.php?title=Remont_Jestin&oldid=1908393 »\nKemm diwezhañ d'an 5 Eos 2021 da 14:59\nKemmoù diwezhañ degaset d'ar bajenn-mañ d'an 5 Eos 2021, da 14:59.


5. MLB Felix Doubront BOS AL 2012 24 29 29 2869 161.0 161.0 0.0 11 10 0 709 625 95 87 162 101 34 3 24 274 71 71 0 167 5 6 1 4.86 105 2.4 4.32 2.5 0.26\n6. MLB Jered Weaver ANA AL 2012 29 30 30 2857 188.7 188.7 0.0 20 5 0 739 686 63 59 147 102 24 1 20 233 45 45 0 142 4 4 0 2.81 96 36.1 3.69 35.1 3.60\n8. MLB Ivan Nova NYA AL 2012 25 28 28 2692 170.3 170.3 0.0 12 8 0 748 673 100 95 194 107 52 7 28 344 56 53 3 153 10 6 3 5.02 102 -6.9 4.54 -7.0 -1.04\n19. MLB Ubaldo Jimenez CLE AL 2012 28 31 31 3124 176.7 176.7 0.0 9 17 0 805 697 116 106 190 122 36 7 25 315 95 92 3 143 8 3 2 5.40 100 -2.3 5.01 -1.8 -0.11\n22. MLB Jake Peavy CHA AL 2012 31 32 32 3486 219.0 219.0 0.0 11 12 0 882 816 88 82 191 124 36 4 27 316 49 48 1 194 10 6 1 3.37 107 42.6 3.68 42.8 4.64\n26. MLB Ricky Romero TOR AL 2012 27 32 32 3084 181.0 181.0 0.0 9 14 0 829 703 122 116 198 129 48 0 21 309 105 104 1 124 10 4 7 5.77 105 -31.6 5.08 -31.7 -3.22\n27. MLB C.j. Wilson ANA AL 2012 31 34 34 3442 202.3 202.3 0.0 13 10 0 865 758 102 86 181 129 30 3 19 274 91 89 2 173 6 6 4 3.83 97 26.1 3.99 26.2 3.10\n29. MLB Bruce Chen KCA AL 2012 35 34 34 3194 191.7 191.7 0.0 11 14 0 827 764 114 108 215 131 45 6 33 371 47 44 3 140 8 5 3 5.07 102 -22.5 4.68 -22.6 -2.24\n30. MLB Justin Verlander DET AL 2012 29 33 33 3768 238.3 238.3 0.0 17 8 0 956 884 81 70 192 131 40 2 19 293 60 58 2 239 5 3 4 2.64 103 77.0 2.89 76.8 8.16\n31. MLB David Price TBA AL 2012 26 31 31 3333 211.0 211.0 0.0 20 5 0 836 767 63 60 173 134 23 0 16 244 59 57 2 205 5 3 2 2.56 98 53.2 2.99 53.1 5.83\n33. MLB James Shields TBA AL 2012 30 33 33 3617 227.7 227.7 0.0 15 10 0 944 869 103 89 208 140 36 7 25 333 58 56 2 223 11 2 3 3.52 95 55.7 3.42 55.9 5.57\n34. MLB Henderson Alvarez TOR AL 2012 22 31 31 2857 187.3 187.3 0.0 9 14 0 807 744 110 101 216 141 43 3 29 352 54 52 2 79 3 4 2 4.85 108 -15.4 5.12 -15.3 -1.43\n37. MLB Rick Porcello DET AL 2012 23 31 31 2829 176.3 176.3 0.0 10 12 0 783 728 101 90 226 155 53 2 16 331 44 41 3 107 6 3 2 4.59 105 10.0 3.86 10.1 1.18\n38. MLB Justin Masterson CLE AL 2012 27 34 34 3426 206.3 206.3 0.0 11 15 0 906 788 122 113 212 156 36 2 18 306 88 87 1 159 13 11 6 4.93 99 30.6 4.10 30.8 3.45