{}
1...Sf2-d1 + {(check from b1)} 2.Kd2-e2 Rc2-d2 3.Ke2-e1 Sd1-f2 # {("discovery" by Rd2 via a1! and ...Ke2 is impossible because of the Nf2 via g1)}
1...Sf2-h3 + 2.Kd2-e2 Sh3-g1 + {(Well, it looks like an almost normal problem)} 3.Ke2-d1 Sg1-e2 # {
(echo-chameleon, d2 is controlled by the Knight via b1 and the 1st row by the Rook via h1)}
1...Sf2-h1 + 2.Kd2-e1 Rc2-g2 3.Ke1-f1 Sh1-f2 # {Battery mate, e2 is controlled by the Knight and the 1st row by the Rook (via h1) unmasked.
Two Knight returns to f2.}
2 - 2# amu
Lytton, C.2018
white Kb7 Ba6b4 Pc7e3c2 Re8a4 Sd7f5 Qg4
black Pa7 Kd5 Sg1 Rh1
#2 AMU(11+4)
a move can only checkmate if the checkmating unit was initially observed by one and only one enemy unit.
Knight + Rook.
bouncer (1,3). remind : Knight is a bouncer (1,2)
move on the Queen's lines with help of a sautoir and lands on any square after the sautoir
as long as the route is clear.
On the diagram, black King is in double check (🨗e1 & 🨴g3), last move was 🨗f3-e1+.
{}
1.Kd3*e3[+nCAe2] nEMe1*e2[+nCAf3] + 2.nEMe2*g3[+wLIa3] nEMg3*f3[+nCAb3] #
{Mate is not model, the square d3 being (like e3) controlled by both the Lion a3 and the neutral Empress f3.
Neutral Camel cannot run away, because the check is double, given by both the Lion and the neutral Empress.
And the King cannot capture the said Empress, as she would have to be posed so that she intercepts the Lion, but she would still give check, as a Rook.
}
1.Kd3-c4 nEMe1*e3[+nCAc3] + 2.nEMe3*g3[+wLIc8] nEMg3*c3[+nCAc7] # {}
1.nEMe1-f3 {(humorous return, as the last move before the diagram was EMnf3-e1+)} LIg3*e3[+nCAh3] 2.nEMf3*h3[+nCAg3] LIe3*h3[+nEMc3] # {}
1.Kd3-e4 LIg3-d3 2.nEMe1*d3[+wLIe8] nEMd3*e3[+nCAe7] # {}
1.Kd3-d4 nEMe1*e3[+nCAd3] 2.nEMe3*g3[+wLId8] nEMg3*d3[+nCAd7] #
{Quintuple echo}
4 - 2# checkless chess
Gockel, H.2017
white Be8e5 Sa6f2 Ra5 Qf3 Ph2d5 Kg1
black Rd8a2 Qb7 Pc5b3b2h3g5 Kc4 Sa4 Bb1
{}
a) {}
1.Kh6*h5[bKh5->a4] Bd2*g5[wBg5->b4] 2.Ka4*a3[bKa3->h6] Bb4*f8[wBf8->c1] # {
bK cannot capture g7 as it would be reborn on b2.}
b) -bSf8 {-Nf8}
1.Kh6*g7[bKg7->b2] Rc6*g6[wRg6->b3] + 2.Kb2*a3[bKa3->h6] Rb3*h3[wRh3->a6] # {
bK cannot capture g7 as it would be reborn on a4.Return home of Black King}
6 - h#2 2 solutions patrol with neutral pieces
Onkoud, A.2018
neutral Rb2 Bd1
white Kc1 Pg2f3 Sd5e5
black Pf4f5d6c6c5d4 Ke6
{}
1.nBd1-b3 Se5-d7 2.Ke6-e5 Sd5-b6 # {display-departure-rank} {
The neutral Bishop, supported by the neutral Rook, controls the e6-square. And not} 2...Sd5-f6 + ? {display-departure-rank} 3.Ke5*f6 ! {: lack of support.
Without the g2-pawn, black king could go to e4.}
1.nRb2-e2 Sd5-b6 2.Ke6-d5 Se5-d7 # {display-departure-rank} {
the neutral Rook, supported by the neutral Bishop, controls the e6 square; not} 2...Se5-c4 + ? {display-departure-rank} 3.Kd5*c4 ! {: lack of support
The same two white moves are played, but inverted, in both solutions.}
Add a comment