15. One or two cannons cannot perpetually chase a rook even if the
rook is protected, or both of the rook's reacting moves are attacking
an unprotected piece. (See examples in Diagram 18 through 25.)
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Diagram 18: Red moves first
C4-1 r++2
C4-2 r+-2
C4+2 r++2
C4-2 r+-2
C4+2 ....
Explanation:
Red's cannon perpetually chases the protected Black rook.
Red will be ruled a loss.
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Diagram 19: Red moves first
C2-1 r4-2
C2+2 r4+2
C2-2 r4-2
C2+2 ....
Red's cannon keeps chasing the Black rook. In the two Black rook
positions, one is when the rook is protected and the other is
the rook attacks an unprotected Red cannon. To analyze which
side violate the rules: Black is one chase and one idle that do
not violate the rules but Red is perpetually chase. If Red
refuses to change moves, Red will be ruled lose.
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Diagram 20: Red moves first
C2+1 r4+2
C2-2 r4-2
C2+2 r4+2
C2-2 r4-2
C2+2 ....
Explanation:
Red cannon attacks Black rook in every move; in return Blank
rook attackes Red knight or cannon in every move. Red cannon's
perpetual chase of Black rook is not allowed; Black's chasing
two pieces alternately is allowed. Red has to change moves or
be ruled a loss.
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Diagram 21: Red moves first
H5+6 r3+1
C2-1 c7+1
A5+6 c7+1
A6-5 c7-1
A5+6 c7+1
A6-5 ....
Explanation:
Red perpetually chases protected Black rook and has to change
to different moves. Otherwise, it is a loss for Red.
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Diagram 22 : Red moves first
C8-1 r6-1
C8+1 r6+1
C8-1 r6-1
C8+1 r6+1
C8-1 ....
Explanation:
The Red cannon perpetually chases Black rook.
Although Red will lose a rook after capturing the Black rook, this
is still consider an illegal perpetual chase. Red has to change
moves or will be ruled lose.
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Diagram 23: Red moves first
C5=7 r3=4
C7=6 r4=3
C6=7 e5+3
E7-9 e3-5
E9+7 r3=4
C7=6 r4=3
C6=7 ...
Explanation:
In Diagram 22 and 23 the Red cannon perpetually chases Black rook.
Although Red will lose a rook after capturing the Black rook, this
is still consider an illegal perpetual chase. Red has to change
moves or will be ruled lose.
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Diagram 24: Red moves first
C2+4 r4+3
C4+1 r4+2
C2-5 r4-5
C4+3 r4+3
C2+2 r4+2
C4-5 ....
Explanation:
Two Red cannons keep attacking the Black rook and in return the
Black rook keeps attacking the Red knight and the pawn. Although
it looks both sides "perpetually chase", the rules allow one
piece to perpetually chase two or more pieces but not the other
way around. Red will lose if it does not alter its moves.
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Diagram 25: Red (in Capital) moves first
C2+4 r4+3
C4+1 r4+2
C4-2 r4-2
C2-3 r4-3
C4+5 ....
Explanation:
In this example the Black rook is protected but Red cannot perpetually
attack it. Red will lose if not changing its moves.
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