Counting Tiles

This page is here to share the Art of blocking the ability for another player to complete a feature, blocking that player's meeple and builder for the rest of the game.

There is a post on Carcassonne Central from 2014 that goes into great detail on counting Tiles.

There are only 24 different combinations of the City, Road, and Field tile sides that can each be rotated into 4 different orientations.

CRFRRCRFFRCRRFRC

For a total of 24 x 4 = 96 different edge/rotation combinations,
minus 15 duplicates, so there are only 81 unique 4 sided combinations!

The first row of this table illustrates that there are 10 four sided City tiles in the Basic Game and the six listed expansions. The CCCC designation only defines the sides of each tile while the center of each tile can be completely different and this page only includes the expansions that our group normally plays with or are currently talking about.

Tiles Basic 
Game
Inns
 Cathedrals 
Traders
 Builders 
 Princess 
Dragon
 Abbey 
Mayor
Bridges
 Bazaars 
Mage
 Witch 
10CCCC1 3222
14CCCF4 2341
9CCCR3 312
12CCFF7 23
4CCFR 13
2CCRF 11
13CCRR5 12212
11CFCF6 1121
2CFCR 2
9CFFF5 121
1CFFR 1
3CFRF 12
8CFRR3 1121
6CRCR 21111
1CRFF 1
4CRFR4
6CRRF3 21
7CRRR3 22
6FFFF4 11
5FFFR2 111
13FFRR9 13
15FRFR8 223
10FRRR4 1131
5RRRR1 1111
Total Tiles72 18243012128

To make the game even more complex, there are also Minor Expansions that include 24 different Halfling tiles. When a Halfling is placed in an empty space, it only has to match 2 sides. If it is filling in the other half of a previously placed Halfling, it has to match 3 sides.

Blocking the completion of a City

InnsTradersAbbey

Looking at this table, if you want to hinder someone‘s ability to complete a city, surround their last city completion tile with two fields and a road. Ignoring the Bazaar tiles, there is only one tile they could use to complete their city, AND only if the expansion they need is part of the game you are playing.

Blocking the completion of a feature is far more difficult when you can create the impossible 4 sided hole and the other player uses a Halfling that only has to match 2 of the sides!


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