Connecting the squares on the Bishop's route Flashcards
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at a3 and get to e1 by the route specified - what are the intermediate squares?
1 a3 => g7 => d2 => b6 => e1
- a3 => b2/f8 => g7 => c3/h6 => d2 => a5/e3 => b6 => a5/f2 => e1
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at f7 and get to g2 by the route specified - what are the intermediate squares?
- f7 => c6 => b1 => g8 => g2
- f7 => d5/e8 => c6 => e4 => b1 => a2/h7 => g8 => d5 => g2
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at a1 and get to c8 by the route specified - what are the intermediate squares?
- a2 => d3 => a8 => f1 => c8
- a2 => b1/c4 => d3 => e4 => a8 => g2 => f1 => h3/a6 => c8
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at e1 and get to a1 by the route specified - what are the intermediate squares?
- e1 => c7 => g1 => a3 => a1
- e1 => a5/g2 => c7 => h2/b6 => g1 => c5 => a3 => b2 => a1
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
- a8 => f1 => c8 => b5 => f5
- a8 =>g2 => f1 => a6/h3 => c8 => a6/d7 => b5 => d3/d7 => f5
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
- d6 => d2 => e7 => h6 => h8
- d6 => b4/f4 => d2 => g5/b4 => e7 => f8/g5 => h6 => g7 => h8
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at c8 and get to g8 by the route specified - what are the intermediate squares?
- c8 => h1 => c2 => a8 => g8
- c8 => b7 => h1 => e4 => c2 => e4=> a8 =>d5 => g8
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at e2 and get to b7 by the route specified - what are the intermediate squares?
- e2 => d7 => b1 => f7 => b7
- e2 =>g4/b5 => d7 => f5 => b1 => a2/g6 => f7 => d5 => b7
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at h8 and get to a5 by the route specified - what are the intermediate squares?
- h8=> b6 => e1 => h2 => a5
- h8=> d4 => b6 => a5/f2 => e1 => g3 => h2 => c7 => a5
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at f2 and get to b8 by the route specified - what are the intermediate squares?
- f2 =>a1 => f8 => e1 => b8
- f2 =>d4=> a1 => g7 => f8 =>b4 => e1 => g3 => b8
Name the connecting squares for the bishop’s route. Note more than one solution may be possible.
Start at d5 and get to c2 by the route specified - what are the intermediate squares?
- d5 => h7 => d1 => e8 => c2
- d5 => g8/e4 => h7 =>** c2** => d1 => h5/a4 => e8 => g6/a4 => c2