py_20240305
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1 - h=3 4 solutions chinese chess
Caillaud, M.1981
>
white Kd4 Pb4b6f6h3h2 WLc1 WPe3 WVg1 WMg3
black Pc3c2g7e2d5 Kh4 BMf8
h=3 échecs chinois(10+7)
🨴c1: Leo🨵e3: Pao🨶g1: Vao🨍g3, 🨓f8: Mao
{
} 1.e2-e1=BL f6*g7 2.BLe1*b4 g7*f8=WL 3.BLb4-c4 WLf8-b4 {pat
} 1.e2-e1=BP f6*g7 2.BPe1-e2 g7*f8=WP 3.BPe2-g2 WPf8-f2 {pat
} 1.e2-e1=BV f6*g7 2.BVe1*b4 g7*f8=WV 3.BVb4-a5 WVf8-b4 {pat
} 1.e2-e1=BM f6*g7 2.BMe1-f3 g7*f8=WM 3.BMf3-g5 WMf8-g6 {pat
Chinese Babson. The author specifies that the Leo c1 could be replaced by a Vao, but the diagram would then show a promotion Vao..}
} 1.e2-e1=BL f6*g7 2.BLe1*b4 g7*f8=WL 3.BLb4-c4 WLf8-b4 {pat
} 1.e2-e1=BP f6*g7 2.BPe1-e2 g7*f8=WP 3.BPe2-g2 WPf8-f2 {pat
} 1.e2-e1=BV f6*g7 2.BVe1*b4 g7*f8=WV 3.BVb4-a5 WVf8-b4 {pat
} 1.e2-e1=BM f6*g7 2.BMe1-f3 g7*f8=WM 3.BMf3-g5 WMf8-g6 {pat
Chinese Babson. The author specifies that the Leo c1 could be replaced by a Vao, but the diagram would then show a promotion Vao..}
2 - 6# with sparrow
Dietrich, St2018
white SWd6d3g4 Se4 Ke7
black Kd5
#6 (5+1)🨊d6, d3, g4: Sparrows
{}
1.SWd6-d7 ! {The d6 Sparrow uses the e7 jump to get to d7.(}
1...Kd5-c6 {forbidden by Sparrow d3 --} 1...Kd5-d4 {forbidden by Sparrow d3)}
1...Kd5-e5 {The squares c4 & e4 are forbidden by the Sparrow d7.}
2.Ke7-f7 Ke5-d5 {The f4 & e4 squares are controlled by the d7 Sparrow; the f5 square by the g4 Sparrow...}
3.Kf7-g6 {(} 3...Kd5-e6 {forbidden by Sparrow d3)} 3...Kd5-e5 {}
4.Kg6-g5 Ke5-d5 5.SWg4-e7 + {(d7 jump) is checked by the e4 jump}
5...Kd5-e5 6.SWd7-d6 # {Nice comeback.
It's mate(not a model because e6 is controlled 2 times):
the King is attacked by the Sparrow d3 (jumping d6), d5 is controlled by the Sparrow e7, d4 as already said by the Sparrow d3, e4 by the Sparrow d6.}
3 - 2# with roses
Boyer, JP.1976
white Ba8 Ra2h1 Qg8 Kh8 Pe6 Sh2 WRg7d6d1
black Kg2 Ph3h4h5c5f7 Ra7a3 Qc4 Bb2 Sb1 BRb7
#2(10+12)g7, d6, d1, b7: Rose
{tries :}
1.WRg7-d4 + ? 1...Ra3-g3 ! {}
1.WRg7-c3 + ? {(via e8-c7-b5)} 1...Qc4-g4 ! {}
1.WRd6-f5 ? BRb7-f3 ! {because the g7-d4 path is interrupted}
1.WRd6-c8 ! {(threatens} 2.WRc8-e7 # {(by double check, via d5-e3 or c6-b4-c2-e1)}
1...Qc4-d5 {(does not counter the threat)} 2.WRc8-e7 # {because no unit can come on b4, c2 or e1,
et} 2...Qd5-c6 {frees up the d5-e3 passage; this says,} 2.WRc8-c2 # {also mate
Black will parry the threat by unmasking Ra7.}
1...BRb7-f3 {(via a5-b3-d2)} 2.WRg7-d4 # {}
1...BRb7-e4 {(via d6)} 2.WRg7-c3 # {}
1...Qc4*e6 {or} 1...Qc4-c2 {or} 1...Qc4-b4 2.WRc8-c2 # {}
1...Ra3-e3 2.WRc8*e3 # {
This problem is the author's favourite in the "roses" family..}
4 - h#6,5 infra-functionary
Sobrecases, G.2008
white Bc8 Pe6a5
black Ke8 Pe7f5a7g5g3
h#6.5 infra-functionary(3+6)
{}
1...Bc8-a6 2.g3-g2 Ba6-f1 ! {}
3.a7-a6 Bf1*a6 {(Bishop observed by bPg2.)}
4.g5-g4 ! {(Tempo.)} Ba6-f1 {}
5.g2*f1=B a5-a6 {}
6.Bf1-g2 a6-a7 {}
7.Bg2-h1 ! {(So that he can't leave the big diagonal.)} a7-a8=R # !
{(} 7...a7-a8=Q + ? 8.Bh1*a8 ! {)
Note that } 4.f5-f4 ? {instead of 4.g4, would allow on the same line : }
Ba6-f1 5.g2*f1=B a5-a6 6.Bf1-g2 a6-a7 7.Bg2-h1 ! a7-a8=R + 8.f4-f3 !
5 - 2# with mantis
Bedoni, R.2019
white Kh2 Bd1 Ph6f6 SWa5d8
black Kh4 Ph7g7
#2(2+2)🨷a5, d8: Mantis
{
} 1.SWd8-f7 ! {} 1...g7*f6 2.SWf7-f5[-f6] # {} 1...g7-g6 2.SWf7-h5[-g6] # {} 1...g7-g5 2.SWa5-h5[-g5] # {} 1...g7*h6 2.SWf7*h6 # {Pickaninny.}
} 1.SWd8-f7 ! {} 1...g7*f6 2.SWf7-f5[-f6] # {} 1...g7-g6 2.SWf7-h5[-g6] # {} 1...g7-g5 2.SWa5-h5[-g5] # {} 1...g7*h6 2.SWf7*h6 # {Pickaninny.}
6 - direct serial stalemate 14= with mantis
Luce, S.2019
white Kg3 SWb1
black Pa6b6c6d6e6f6g6h6 Ra5h5 Sb5g5 Bc5f5 Qd5 Ke5
ser-d=14(2+16)
{}
1.SWb1-c3 2.SWc3*d5 3.SWd5*b6 4.SWb6-b4[-b5] {}
5.SWb4*a6 6.SWa6-a4[-a5] 7.SWa4*c5 8.SWc5-e4 {}
9.SWe4*g5 10.SWg5-g7[-g6] 11.SWg7*h5 12.SWh5-h7[-h6] {}
13.SWh7-f8 14.SWf8-c5[-d6] {pat. Bf5 is "pinned".}
7 - h=2,5 2 sol mante
Luce, S.2019
white swa1 Ke3
black Be7b1 Sf7 Ke6
h=2.5(2+4)
{}
1...SWa1-b3 2.Ke6-e5 SWb3-g8[-f7] 3.Bb1-e4 SWg8*e7 {stalemate!}
1...Ke3-f4 2.Bb1-a2 SWa1-a3[-a2] 3.Ke6-f6 SWa3-f8[-e7] {stalemate!
Front and rear pinning.}
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