change log for P1101366 (close)
date | time | user | object | table | field | type | old | new |
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2012-01-07 | 18:26:45 | Frank Müller | P1101366 | problems | solution | update | Von Minz als Weiterentwicklung der 1318v Sphicas' bearbeitet. 1. Dg4+ Kd3 2. Td5+ Kc2 3. Dc4+ Kd1,Kb1 4. Df1+ Kc2 5. Dc1+ Kb3 6. Td3+ Ka4 7. Dc4+ Ka5 8. Db4+ Ka6 9. Da4+ Kb6 10. Tb3+ Kc7 11. Dc4+ Kd7 12. Td3+ Ke8 13. Dc8+ Kf7 14. Tf3+ Kg6 15. Df5+ Kh6 16. Dh7+ Kg5 17. Tf5+ Kg4 18. Dh5+ Kg3 19. Ld6+ Kg2 20. Dg4+ Kh1 21. Dh3+ Kg1 22. Lh2+ Kh1 23. Lb8+ Kg1 24. La7+ Txa7 25. Df1+ Kh2 26. Th5+ Kg3 27. Th3+ Kg4 28. Df3+ Kg5 29. Tg3+ Kh4 30. Df4+ Kh5 31. Tg5+ Kh6 32. Te5+ Kg6 33. Df5+ Kh6 34. Df8+ Kg6! 35. Dd6+ Kf7 36. De6+ Kf8 37. Df6+ Tf7 38. Dh6+ Tg7 39. d4 Kf7 40. De6+ Kf8 41. Df6+ Tf7 42. Dh6+ Tg7 43. d5 Kf7 44. De6+ Kf8 45. Df6+ Tf7 46. Dh6+ Tg7 47. d6 Kf7 48. De6+ Kf8 49. Df6+ Tf7 50. Dh6+ Tg7 51. d7 Kf7 52. De6+ Kf8 53. Df6+ Tf7 54. Dd6+ Te7 55. Th5 Kf7 56. Th7+ Kf8 57. Dh6+ Tg7 58. d8=D+ Kf7 59. Dh5+ Ke6 60. Ddd5+ Kf6 61. Dhf5+ Ke7 62. Dfe5+ Kf8 63. Dg8+ Txg8# Preisrichter Ruud Beugelsdijk: Although I still don't like this kind of guiding problem, and although I still am not convinced of the correctness (though my faith has grown during analysis), I must admit that this deserves a prize. In any case there is a clear ''stages strategy'' and the solution cannot be called monotonous. All elements are used well and the solution has a fantastic character. This even makes it an attractive problem. NL 54. Dh6+ Tg7 55. Df4+ Tf7 56. Db4+ Te7 57. d8=T+ Kf7 58. Df4+ Kg6 59. Tg8+ Tg7 60. Df5+ Kh6 61. Dh7+ Txh7# oder 55. d8=D+ Kf7 56. Db4+ Te7 57. Tf5+ Ke6 58. Dd5+ Ke7 59. Tf7+ Ke8 60. Th7 Kf8 61. Dg8+ Txg8# | Von Minz als Weiterentwicklung der 1318v Sphicas' bearbeitet. 1. Dg4+ Kd3 2. Td5+ Kc2 3. Dc4+ Kd1,Kb1 4. Df1+ Kc2 5. Dc1+ Kb3 6. Td3+ Ka4 7. Dc4+ Ka5 8. Db4+ Ka6 9. Da4+ Kb6 10. Tb3+ Kc7 11. Dc4+ Kd7 12. Td3+ Ke8 13. Dc8+ Kf7 14. Tf3+ Kg6 15. Df5+ Kh6 16. Dh7+ Kg5 17. Tf5+ Kg4 18. Dh5+ Kg3 19. Ld6+ Kg2 20. Dg4+ Kh1 21. Dh3+ Kg1 22. Lh2+ Kh1 23. Lb8+ Kg1 24. La7+ Txa7 25. Df1+ Kh2 26. Th5+ Kg3 27. Th3+ Kg4 28. Df3+ Kg5 29. Tg3+ Kh4 30. Df4+ Kh5 31. Tg5+ Kh6 32. Te5+ Kg6 33. Df5+ Kh6 34. Df8+ Kg6! 35. Dd6+ Kf7 36. De6+ Kf8 37. Df6+ Tf7 38. Dh6+ Tg7 39. d4 Kf7 40. De6+ Kf8 41. Df6+ Tf7 42. Dh6+ Tg7 43. d5 Kf7 44. De6+ Kf8 45. Df6+ Tf7 46. Dh6+ Tg7 47. d6 Kf7 48. De6+ Kf8 49. Df6+ Tf7 50. Dh6+ Tg7 51. d7 Kf7 52. De6+ Kf8 53. Df6+ Tf7 54. Dd6+ Te7 55. Th5 Kf7 56. Th7+ Kf8 57. Dh6+ Tg7 58. d8=D+ Kf7 59. Dh5+ Ke6 60. Ddd5+ Kf6 61. Dhf5+ Ke7 62. Dfe5+ Kf8 63. Dg8+ Txg8# |
2012-01-07 | 18:26:18 | Frank Müller | P1101366 | problems | soltxt | update | Preisrichter Ruud Beugelsdijk: Although I still don't like this kind of guiding problem, and although I still am not convinced of the correctness (though my faith has grown during analysis), I must admit that this deserves a prize. In any case there is a clear "stages strategy" and the solution cannot be called monotonous. All elements are used well and the solution has a fantastic character. This even makes it an attractive problem. | |
2012-01-07 | 18:25:03 | Frank Müller | P1101366 | problems | cooktxt | update | Nebenlösung in 61 Zügen: 54. Dh6+ Tg7 55. Df4+ Tf7 56. Db4+ Te7 57. d8=T+ Kf7 58. Df4+ Kg6 59. Tg8+ Tg7 60. Df5+ Kh6 61. Dh7+ Txh7# oder 55. d8=D+ Kf7 56. Db4+ Te7 57. Tf5+ Ke6 58. Dd5+ Ke7 59. Tf7+ Ke8 60. Th7 Kf8 61. Dg8+ Txg8# | |
2010-03-19 | 17:50:52 | Frank Müller | s# | refgen | add | |||
2010-03-19 | 17:50:52 | Frank Müller | Seeschlange ( ) | refkey | add | |||
2010-03-19 | 17:50:52 | Frank Müller | Langzügige Miniatur ( ) | refkey | add | |||
2010-03-19 | 17:50:52 | Frank Müller | Excelsior (D ) | refkey | add | |||
2010-03-19 | 17:50:52 | Frank Müller | The Problemist , p. , 01/1991 | refsrc | add | |||
2010-03-19 | 17:50:52 | Frank Müller | George P. Sphicas | refaut | add | |||
2010-03-19 | 17:50:52 | Frank Müller | Yaakov Mintz | refaut | add | |||
2010-03-19 | 17:50:52 | Frank Müller | wKh8 wDg7 wTf5 wLa3 wBd2 sKe4 sTa2 | position | add | |||
2010-03-19 | 17:50:52 | Frank Müller | P1101366 | problems | add |