07 Dec '06 20:40>
Much harder this. The king must be mated in the corner the same colour as the B. Whilst a mating position exists in the wrong corner it cannot be forced. The defending side will therefore head towards the centre and once driven to the side will attempt to go to the wrong corner. Great care needs to be taken as it will only take a few mistakes and the 50 move rule could be exceeded.
Take this position with black to move
1. ... Ke7
Once again the K head to the centre
2. Bd3 .. Kd6;
3. Kd2
The B & N cannot deliver direct pressure so the support of the King is essential both to protect the minor pieces and to cover escape squares
3. ... Kd5;
4. Ke3 .. Ke5;
5. Hf3+ .. Kd5;
6. Kf4 .. Kc5;
7. Ke5 .. Kb4;
8. Kd4 .. Kb3;
Having been driven from the centre the King heads for the wrong corner
9. Ne5 .. Kb2;
10. Nc4+ .. Ka1;
11. Kc3 .. Ka2;
12. Na5 .. Ka1;
13. Nb3+ .. Ka2;
14. Be4 .. Ka3;
15. Bb1 .. Ka4;
16. Nd4 .. Ka3;
17. Nb5+ .. Ka4;
18. Kc4 .. Ka5;
19. Kc5 .. Ka4;
20. Bc2+ .. Ka5;
21. Nd6 .. Ka6;
22. Bd3+ .. Ka5+;
23. Nc4+ .. Ka6;
24. Kc6 .. Ka7;
25. Nd6 .. Kb8;
Opps, trying to escape the other way now
26. Kb6 .. Ka8;
27. Kc7 .. Ka7;
28. Nc8+
Not 28. Nb5+?? when Ka6; 29. Kc6 .. Ka5; 30. Kc5 .. Ka4 and we start all over again
28. ... Ka8;
29. Be4++
This is not intended to be the shortest way just a demonstration of principles. I am sure someone will tell me its inelegant and they can mate in 18 moves but they have a Tablebase and I don't so they are not really very clever. Could they have done it without the Tablebase?
Take this position with black to move
1. ... Ke7
Once again the K head to the centre
2. Bd3 .. Kd6;
3. Kd2
The B & N cannot deliver direct pressure so the support of the King is essential both to protect the minor pieces and to cover escape squares
3. ... Kd5;
4. Ke3 .. Ke5;
5. Hf3+ .. Kd5;
6. Kf4 .. Kc5;
7. Ke5 .. Kb4;
8. Kd4 .. Kb3;
Having been driven from the centre the King heads for the wrong corner
9. Ne5 .. Kb2;
10. Nc4+ .. Ka1;
11. Kc3 .. Ka2;
12. Na5 .. Ka1;
13. Nb3+ .. Ka2;
14. Be4 .. Ka3;
15. Bb1 .. Ka4;
16. Nd4 .. Ka3;
17. Nb5+ .. Ka4;
18. Kc4 .. Ka5;
19. Kc5 .. Ka4;
20. Bc2+ .. Ka5;
21. Nd6 .. Ka6;
22. Bd3+ .. Ka5+;
23. Nc4+ .. Ka6;
24. Kc6 .. Ka7;
25. Nd6 .. Kb8;
Opps, trying to escape the other way now
26. Kb6 .. Ka8;
27. Kc7 .. Ka7;
28. Nc8+
Not 28. Nb5+?? when Ka6; 29. Kc6 .. Ka5; 30. Kc5 .. Ka4 and we start all over again
28. ... Ka8;
29. Be4++
This is not intended to be the shortest way just a demonstration of principles. I am sure someone will tell me its inelegant and they can mate in 18 moves but they have a Tablebase and I don't so they are not really very clever. Could they have done it without the Tablebase?