Hello, tabletop friends of the community, I'm yingying.
Imagine a freshly laid-out *Catan* map. You're holding your first settlement, eyeing an intersection next to a wheat field. The field is painted warmly, and beside it is the forest you need. Just as you're about to place it, a friend at the table reaches out and points to the small round token in the middle of the wheat field. It says 12, with only one dot beneath. He then points to another wheat field, where there's a red 6 with five dots lined up below. Your hand pauses.
The same kind of field, the same little house—only a small piece of paper in the middle of the field has changed, and the map before you begins to take on another layer of thickness. The illustration tells you what grows there, the number token tells you which result to wait for, and the small dots below tell you how to regard that wait. Before the first die is even rolled, three different readings have already happened on the same hexagon.
When I wrote about *Catan* before, I focused on how dice and trading bring people together. This time I want to zoom in on this inconspicuous round token, and see how, with a row of small dots, it puts a probability that needs explaining into the player's first glance. The following is based on the official 2020 edition base rules and legend. The opening is a hypothetical scenario illustrating how to read a placement.
I. Why does the center of the map need a small, quiet base color?
1. [Putting the scenery and the question together]
Don't look at the whole island yet—just look at one wheat field. Its color and picture let you recognize where the resource comes from, while the round token occupies a relatively concentrated area in the middle. To find 12, you don't have to search among the wheat ears for a corner that happens to be left blank. The whole tile can be painted with scenery, and the round token gives the number its own base. It covers a little of the pattern, and in exchange gives everyone a place they know to look.
I quite like this kind of explicit covering. If the numbers were painted directly into the land, every tile would have to adjust its composition for them, and it would be harder to separate and recombine terrain and production numbers. Now the number and the terrain are two objects; when rearranging the map you can recombine them, and the picture still preserves the same reading relationship. The same wheat field catches a 6 or a 12—the field is still a field, and the question becomes when it produces this game.
2. [One intersection, look toward three centers]
The house is built on the intersection, the terrain with the resource is beside it, and the number token is in the center of the tile. These three places are a little apart from one another, making placement an act of looking back and forth. From the spot where the house will go down, you look at each adjacent tile, identify its type, and then read the number on each. An inland intersection is adjacent to at most three tiles, so one placement involves comparing at most three sets of pictures and numbers in your mind.
If I were sketching a draft for this kind of map, I'd first put the little house down, and only then judge how big the central round token should be. Looking at a single tile laid flat, the smaller the round token, the more complete the scenery; but once roads, houses, and another tile appear beside it, being so small that you have to lean in repeatedly is no longer light. The area left for the picture and the area left for reading both have to be negotiated through that one glance upward.
II. The number is already big enough—why draw dots as well?
1. [Read what it is, and also read how common it is]
When rolling the sum of two fair six-sided dice, 2 has only the combination 1 plus 1, and 12 only 6 plus 6. 6 has five ordered combinations, and 8 also has five. Among the 36 equally likely ordered outcomes, 6 and 8 each take five shares, and 2 and 12 each take one. This is the discrete distribution of the sum of two dice. Explaining these few sentences takes some patience; the row of dots below the token leaves the part most suited to comparison on the map.
Looking at 12 and looking at 6, you can do two things at once. The big number lets you find the right tile when the dice stop; the number of dots lets you compare the chances of waiting before the dice even move. The former answers what just happened, the latter helps you think about what hasn't happened yet. They occupy the same round token, yet serve two kinds of gaze in two kinds of time. I find this arrangement very considerate: the person teaching the rules explains it once, and afterward a small part of that explanation still sits on the table.
2. [Let both five and one be visible]
If only the 6 were printed larger and the 12 smaller, you might sense that one is heavier and one lighter, but it would be hard to judge by how much. A row of five dots against one dot breaks the difference into units you can count one by one. Players don't need to memorize the percentage of each number first to compare two tiles. If they want to calculate precisely, they can return to the number of combinations each dot represents.
Of course, the dots don't guarantee that you'll see a 6 once in the next five rolls. In a short game, a 12 can also arrive surprisingly, and a 6 can also make people wait a long time. In design, I prefer to understand these dots as a public starting basis. It lays out the reasons everyone discusses for placement, while leaving each actual outcome to the dice. When the first 12 really appears, the wheat field that was hesitated over at the start suddenly produces grain, and the people at the table look at it differently than they did at the opening.
III. What does red say in this layer?
1. [The same red character—don't rush to read it as a player]
This rules edition emphasizes 6 and 8 in red. Looking down at the whole island, before you've read the numbers one by one, they already jump out like a few pauses. The red here points to a shared probabilistic feature. Players' roads and buildings also have their own colors; the two color duties appear on the same tabletop, yet fall on things of different shapes. The character on a red round token and a red house must be distinguished by object identity.
This makes me think of making a poster where the main title and a button might both use red. Each looks clear on white paper, but placed in the same picture, red begins to compete for interpretation. On the *Catan* table, arranging different carriers for different levels gives color a little more room to coexist. Even if you move your house next to an adjacent 6, that red character won't change owners because you placed a piece.
2. [See the hot spot, but also see where the houses are]
A good-looking map easily draws the eye around the brightest points. But even if the token is red, production still depends on whether there's your settlement or city on an adjacent intersection. For the same production result, a settlement usually takes one corresponding resource and a city takes two, and you also have to consider actual states such as being blocked by the robber. The central round token does not complete a settlement on its own. After reading the red, your gaze still has to return to those small buildings at the edges.
I like this look back, because it keeps the map from completely becoming a heat map. The red round token gives the tile a striking accent, and roads and buildings slowly add their own histories. A place everyone noticed at the opening may later be adjacent to several player colors. That row of dots has never changed, yet the relationships around it grow denser and denser. Look at the terrain, look at the round token, look at the buildings—each time you change layers, there is still something to read.
IV. The 7 that isn't on the round token
1. [The most combinations, left to another kind of action]
Adding two dice, 7 has six ordered combinations, more than either 6 or 8. But the base edition's production number tokens have no 7, and the desert doesn't get a production number either. When a 7 appears, the game shifts to robber-related handling, and land does not produce resources as usual on a 7. So the tokens with the most dots on the map represent the group with the highest chance among the producible numbers. Make this clear, and then look at those five small dots, and you'll know where their boundary lies.
I think this absence is also worth a designer's attention. You can draw each round token neatly on its own, yet the whole map still needs to explain one thing: which results are shown here? The 7 isn't printed on any field; instead, players have to move their eyes from the tiles back to the dice on the table, and then see where the robber is placed next. A common result brings out a viewing path different from ordinary harvest.
2. [How does a standing piece overpower flat dots?]
When the robber moves to a tile, it blocks that tile's resource production. The original number on that tile hasn't changed, and the small dots below are still there. A standing object covers this area, so players must first read the current state it brings, and then understand whether the original number can now take effect. I don't see this as the terrain being temporarily painted badly. To me, the long-term conditions on the flat surface and the immediate three-dimensional blockage each have their own voice here.
If I were redesigning this map, I would especially check whether, after the robber stands on it, others can still tell which tile is blocked and what buildings are around it. Just drawing each icon clearly isn't enough; you have to actually place the object and look from the chair opposite to know whether this covering has made an important relationship disappear. The moments on a map that most need clarity are often when something has just blocked something else.
Back to that 12 from the beginning. It still has only one dot, and the wheat field still sits there warmly. You may eventually build a village there, or you may put your house elsewhere. What this round token gives you is a bit of reason you can hold onto when making a choice. It doesn't walk through tonight for you, but it gives you a chance to read this island before setting out.
When making visual drafts, I also want this kind of measure. To be able to paint a field worth lingering over, and also leave a small quiet base so people can see clearly what they are waiting for. Finally, I'd like to ask my tabletop friends: if you could keep only one kind of probability hint on the *Catan* number tokens, would you rather keep the red emphasis, or the countable small dots below? And how would you let someone at the table for the first time discover the difference between 6 and 12 just by looking at the map? Welcome to share your thoughts in the comments.