You’re a shapeshifter that takes on the type of their victims and you have infiltrated the opposing kingdom’s ranks, disguised as a lowly pawn . The opposing king has you currently assigned to the northeastern border to help the rook in control of the realm:
You ship phrase again to your personal kingdom describing your present state of affairs, and are given orders to open the borders, after which take down your complete kingdom, from the within. After an entire evaluation you have decided that:
- The church (
F1
byH3
) is quickly being utilized as a gathering space for the king and a choose few members of his guard.- They’re assured to be there seven days per week.
- The knight posted on the church patrols between
E1
,F3
andH4
in a pacing sample. - The border knights all patrol the 8 sq. space surrounding their commanding rooks in the identical manner.
- Merely reference the northwestern knight’s infinitely repeating sample of
A6
,C7
,A6
,B8
,C6
,A7
,C8
,B6
,C8
,A7
,C6
,B8
. - The knights can see one another from their hill tops at
C3
,C6
andF3
respectively.- They sign one another from these hill tops upon arrival and if a sign isn’t acquired, the knights report it to their commanding rooks.
- Merely reference the northwestern knight’s infinitely repeating sample of
- The rooks journey between their respective battle fronts (
A1
,A8
,H8
) and their command posts (B2
,B7
,G7
) each three days. - The queen likes to take walks all through the dominion every day.
- Her factors of curiosity are the backyard
A5
on Tuesdays and Thursdays, the courtyardG5
on Mondays, Wednesdays and Fridays, and the cemeteryD2
on Saturdays. - Each Sunday, she joins the king within the church for worship.
- Her factors of curiosity are the backyard
The rook in control of you has knowledgeable you that you will be taking over their knight’s obligations till a substitute arrives in 10 days (for readability, you at present transfer as a knight would). In consequence, it’s good to make your transfer quickly. Take out your commanding rook, and proceed in collapsing the dominion. Primarily based in your orders and intel, you already know that:
- The bordering knights have visibility of their commanding rooks from the hill tops on
C3
andC6
. - The rooks have visibility of their knights from their command posts.
- The inside of the church may be seen from the graveyard.
- The courtyard may be seen from the church.
- The graveyard may be seen from the bishop’s vantage level on high of the church.
- The pawns surrounding the church are posted the place they can’t see one another.
- The knight patrolling the church can solely see the pawns posted at
F1
andH3
, and solely fromE1
andH4
respectively. - The knight relieving you’ll arrive in 10 days. Their orders in case of an emergency are to report back to the closest command publish, using the optimum path, in the end falling again to the dominion.
Vital Clarifications
- All items on the board transfer on the identical time.
- The rooks transfer from their battlefields to their command posts diagonally.
- Capturing a rook offers you typical rook motion (e.g. any variety of squares horizontally and vertically).
Are you able to full your mission, earlier than the incoming knight reviews your indiscretions again to the dominion, with out getting caught, and with out touching the identical sq. twice (excluding the obligatory double go to to F6
)?
Notice: For readability, once you seize a bit, you progress as that piece would till you seize one other. Moreover, to simplify the puzzle, captures don’t require a typical motion to be legitimate (for instance the knight transferring in an L form). Captures merely require you to both land on the sq. of a bit to seize it, or, land immediately (no squares between) subsequent to it (this consists of diagonals). Additionally, it’s possible you’ll set the beginning day of the week to no matter meets your wants.
When you’re serious about difficult your self, attempt to restrict it to typical captures solely. Additionally, be happy to attempt to optimize your reply for much more of a problem.