Castles in Their Proper Places (ish)

A long story about a small game design decision.

I've not done anything with The Castle War for a little while, but have been thinking about it, particularly in light of some feedback I received.  If you didn't know, or don't remember, this is a two-player card game inspired by the 12th century civil war in England between King Stephen and Empress Matilda, which eventually led to the crowning of Matilda's son as Henry II. The game is based on a period of that conflict where there was essentially a stalemate characterised by a series of sieges and exchanges of castles, where there were no significant open battles.

Game play involves the two players deploying forces and using tactics and events across six castles that were all significant during the period. If one player ever controls all six castles, they immediately win; otherwise, whoever controls the most castles at the end of the game (when the card deck runs out) is the winner.

But with six castles, a tie is clearly possible. How we break that tie is a question that has taken some thought.

I drew a sketch map to show the (approximate) locations of the castles.

Originally, the castles were nameless and numbered, 1 to 6, to tie in with a dice rolling system that was used to open up opportunities to the players. Then if there was a tie at the game end, you added up the numbers on the castles you controlled and whoever had the highest score won. This meant that the high numbered castles were more valuable than the low numbered ones, but if you concentrated on defending the two highest scoring castles, the other player could win by capturing the rest, even though their combined score was not as high. This was fine, but somehow a lot of players seemed to have difficulty internalising that the scores were only useful for tie breaking.

To give the game a little extra flavour, I wanted to name the castles, so a little research yielded the six locations depicted in the rough map above. (Fun fact: I live in between Faringdon and Wallingford, and have visited the sites of both castles.)  Furthermore, I wanted to have the initial ownership of the castles reflecting history as best I could.  (Another fun fact: Wallingford castle is distinguished in having not changed hands throughout the conflict, despite being sieged and attacked with some vigour.) The problem here is that, in order to keep the initial scores balanced, I had to distribute the names of the castles along the line of six with no real attention to geography. This was fine from a game play point of view, but as this is inspired by history, it bothered me a bit.

So now a slight diversion. We'll bring this back in a bit.

Before this stalemate stage of the war, Matilda was in a very strong position and very nearly got herself crowned as Queen, it seems there were effectively three power bases that needed to be brought onside in order to become officially the monarch: the Church, the royal treasury (based in the old Wessex capital of Winchester), and the people (or at least the leaders) of London. Matilda had gained Church support and held the treasury, but never managed to convince the leaders of London to back her cause -- partly, it seems, due to her own arrogance, and partly due to the actions of another Matilda, this one the Queen, and wife of the then-imprisoned King Stephen.

Eventually, Queen Matilda and her allies managed to retake Winchester, capture some key prisoners, and arrange for an exchange, thus freeing the King and bringing us to the Castle War's stalemate situation.

Anyway, three factions that could be influenced... that gave me an idea...

If there was some form of way of tracking influence with these three factions or power bases, then whoever has influence over the most of them wins an otherwise tied game. There are a number of ways this could be handled, but I have decided to make each faction a simple binary: they are supporting either Stephen or Matilda, and I chose to represent this with a set of three flippable cards, similar to the way I have players flipping the castle cards to show ownership.

I then added an icon representing one of the factions to each card in the game, with an even distribution of these icons throughout the deck.  The plan now is that each player can now take an action on their turn to flip one of the faction influence cards by discarding a set of three cards with matching faction icons on them.  The set of three decision is intended so that, with a full hand (of six cards) you stand a decent chance of having a set, but using it will dramatically reduce your options for the next turn and you may have to give up on some other useful cards.

With the numbers on the castles being irrelevant for game end purposes, I can now arrange the row of castles in an order that follows a plausible route between them that you may see in the map, from Wareham to Wallingford, and as there are some minor elements of adjacency in the game, that makes more thematic sense now.

You wouldn't put the faction cards there for an actual game, but you get the idea.

A common question from players is about how to cycle out unwanted cards in hand, so this system will give a way to address that, assuming those unwanted cards can be combined into a set.

So far this seems to work OK, but I am a little concerned that collecting three matching icons to gain influence in something might just feel boring and unthematic to a lot of players.  I'm hoping that it's one of those elements of the game that if you totally ignore it you may be at a disadvantage, but if you focus on it too much, you will almost certainly lose.  It should give a small, but meaningful, additional option at some points in the game, without dominating.  Only more playtesting will show if this is actually a decent decision, and if the set collection doesn't work out, I am certain there are other options to allow us to do something similar in the game.

The other real issue here is that this setup gives Stephen an advantage, winning the tiebreak if nothing else changes, so Matilda gets the first turn, which also appears advantageous.  Again, playtesting should help reveal if one side has a significant advantage here and if there is, there are plenty of ways to mitigate that.