Pure mate: The square on which the mated king stands and every square attached to it, is under threat of one hostile force or it is blocked by a friendly piece, (not threat and block simultaneously). |
Economical mate: All the white pieces (with possible exclusion of King and Pawns) are taking part in the mating net. |
Model mate: A mate pure and economical. |
Ideal mate: It is a model mate where all pieces, black and white, take part. It is also called Perfect mate. |
Mirror mate: It is a model mate where all the squares around the king are empty. |
(Problem 45) Manolas Emmanuel, Newspaper “Allagi” of Patras, 14/06/1983 White plays and mates in 2 moves #2 (5+2) | |
[8/1Q6/2p1S1K1/3k4/8/8/2PS4/8] |
In the problem-45, by Manolas, we see two echo-mates and a Perfect mirror mate.
Tries: {1.Qxc6+? Kxc6!}, {1.Qd7+? Ke5!}, {1.Kf6? / Kf5? Kd6!}.
Key: 1.Sc4!
(while one of the knights is in threat, with the sacrificial key we put the second knight in danger, too)
1...Kxc4 / Kxe6 2.Qb3# / Qf7# (These are the echo-mates).
1...Ke4 2.Qxc6# (This is the perfect mirror mate).
Update 07-ii-2017 : I have learned today, after 34 years, that this problem of mine is anticipated. Prior compositions are (1) Durebert, 1925, bulletin de la FRE, [8/2Q5/3p1S1K/4k3/8/8/3PS3/8] and (2) Fredriksson E. G., 1929, Schackvorlden, [8/5Q2/K1S1p3/3k4/8/8/3SP3/8].
I still remain very satisfied that I have composed this problem. Manolas Emmanuel.
(Problem 46) Godfrey Heathcote, ”The Observer”, 1927 White plays and mates in 3 moves #3 (10+9) | |
[8/KpQ5/2P5/1Pk5/s1P5/Pp1qp1rr/3P1Pb1/2RR4] |
In Heathcote’s problem-46 we have four model mates with pinning of the black Queen, combined with an WP4 theme from wPd2.
Key: 1.f3! [2.Qe5+ / Qe7+ / cxb7+]
1...Qc2 2.Qe5+ Kxc4 3.d3# (the queen Qc2 is pinned by Rc1)
1...Bxf3 2.Qe7+ Qd6 3.d4# (the queen Qd6 is pinned by Qe7)
1...Sc3 2.cxb7+ Kd4 3.dxc3# (the queen Qd3 is pinned by Rd1)
1...Bxf3 2.Qe7+ Kd4 3.dxe3# (the queen Qd3 is pinned by Rd1)
(Problem 134) V. Pachman, First prize, ”Schach-Echo”, 1959 White plays and mates in 5 moves #5 (3+7) | |
[8/2p5/8/5p2/8/1p3p1K/kp6/qS3Q2] |
In Pachman’s more-mover problem-134 we see model mates, characteristics of Bohemian school. The open position creates possibilities for tries, but the solution has a strategic content:
Tries: {1.Kh4? / Kg3? / Kh2? / Qd3? / Qg1? f2!}
Tries: {1.Qa6+? / Qb5? / Qc4? / Qxf3? / Qf2? Kxb1!}
Try: {1.Sc3+? Ka3!}
Key: 1.Qe1! [2.Sc3+ Ka3 3.Qe7+ c5 4.Qxc5#]
1...c5 2.Qf1 [3.Sc3+ Ka3 4.Qa6+ Kb4 5.Sd5#]
2...c4 3.Qe1 [4.Sc3+ Ka3 5.Qe7#], (a threat which is actually realized).
[This post in Greek language].
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