I think the maxim “war is the continuation of politics by other means” particularly applies to insurgencies such as the Portuguese Colonial War. So I wondered how I could use Political Tokens for a campaign set in the Portuguese Colonial War.
Well, given the starting point is to simulate politics in a wargaming campaign with Political Tokens, I need some Political Tokens. And a map of the Military-Political Climate.
I have designed some double sided tokens. 11 double sided Political Tokens with the Insurgents on one side and the Government on the other. I’ve also designed a token to show Popular Support with a Pro-insurgent Population side and Pro-government Population side.
Next up is my map of the Military-Political Climate. The Government, the Insurgency and the Uncommitted each have a section of the map. The idea is to place the 12 tokens of the game in the appropriate area.
Of course, all these images and colours are just flavour. I could have replaced all of them with a simple “Vote” token. And the map just becomes three piles of tokens or perhaps bowls to hold them.
For my insurgency campaign there are two factions (Government, Insurgents) competing for 11 Political Tokens. Each political token is controlled by one of the factions or is Uncommitted. The number of Political Tokens a side has are its Constituency.
The Portuguese start with three Political Tokens (Government Constituency = 3), the Insurgents with three (Insurgent Constituency = 3), and the remaining five are uncommitted (Uncommitted Constituency = 5). Having more tokens is good; less is bad.
The Government or Insurgents can win Popular Support making the population Pro-government or Pro-insurgent – this is the twelfth token in the game. But if neither faction has Popular Support then the population is Contested. Both the size of the Constituency and having Popular Support impact the Military Activity of a faction.
Definitions for Military-Political Climate
That requires a few more definitions:
|The number of Political Tokens controlled
|The number of Political Tokens controlled by the Insurgents
|The number of Political Tokens controlled by the Government
|The number of Political Token that are neither controlled by the Insurgents nor the Government
|One side has Popular Support if its Constituency exceeds the opponent’s Constituency by two or more
|If the Insurgents have Popular Support
|If Government has Popular Support
|If population neither Pro-insurgent nor Pro-government
|Calculated as Constituency, with a +1 modifier if the faction has Popular Support
|Calculated as Insurgent Constituency, with a +1 modifier if a Pro-insurgent Population
|Calculated as Government Constituency, with a +1 modifier if the area is Pro-government Population
Example of Military-Political Climate
As an example of Military-Political Climate the 11 Political Tokens are divided between the insurgents (3), government (5) and uncommitted (3). Both the Insurgent Constituency and Uncommitted Constituency are 3. The Insurgent Activity is the same as the Government Constituency i.e. 3. The Government Constituency is 5. However there is a Pro-government Population because the Government Constituency is 2 or more greater than the Insurgent Constituency (5 versus 3). Having a Pro-government Population adds one to the Government Activity i.e. 5 becomes 6.
Optional Rule: Insurgent Factions
For a more realistic campaign you could separately assign Political Tokens to each insurgent group that was active in the theatre. The starting allocation is:
- Angola: MPLA, UPA / FNLA and UNITA all start with one Political Token
- Mozambique: FRELIMO get two Political Tokens and COREMO one
- Guinea-Bissau: PAIGC starts with two Political Tokens and FLING one
Political Impact of a Wargame
The victor of a wargame has the potential, but only potential, to gain political power relative to their opponent. There are three ways to do this: gain uncommitted support, agitate amongst enemy waverers, or convert opponents. The victor of a particular battle can choose to do only one of these political actions. But success is not guaranteed and you often have to roll 1d6 to see what happens.
|Chance of success (1d6)
|Gain uncommitted support
|Add a single uncommitted Political Token (if any left) to their own collection
|Agitate amongst enemy waverers
|Convert one of their opponent’s Political Tokens to uncommitted
|Seize one of their opponent’s Political Tokens and add it to their own collection
Campaign Victory Conditions
A faction (Government or Insurgent) wins the campaign immediately when that side’s Constituency is both:
- more than twice that of the opponent’s Constituency
- equal to or more than Uncommitted Constituency
Here are a few examples of assessing victory conditions. The first example reflects the starting conditions. Obviously there is no victory.
In example 2 the Government is getting stronger in the population but still needs to improve compared to the Insurgents. There is a Pro-government Population and so the Government gets a bonus to Government Activity. But they still do not have double the Constituency of the Insurgents.
In example 3 the Insurgents are strong compared to the Government but Uncommitted Constituency is high, so they have to combat indifference in the general population.
In example 4 the Insurgents gain a victory. They have larger Constituency than the Uncommitted and more than twice that of the Government.
The impact of the Military-Political Climate on the wargaming table
That is enough rules to play an insurgency at the campaign level. But I think the Military-Political Climate should have an impact on table. That is why I introduce the concept of Military Activity. The Military Activity for a faction is based on size of its Constituency however dominating the populating, i.e. having Popular Support, boosts the Military Activity for that faction. For the moment these are just rough suggestions. I will elaborate in a subsequent post.
Military Activity for a faction should impact the number and quality of friendly forces, both:
The higher the Military Activity the more and better the troops initially engaged in the game.
Military Activity should also impact reinforcements in the same way. The higher the Military Activity the more and better the reinforcements. But very high levels of Activity might bring different types of reinforcements e.g. airpower for the Government.
In a search and destroy type game, the Insurgent Activity would influence the what Government troops discover when searching for an insurgent camp. The higher the Insurgent Activity the more likely to find something … and to find insurgents guarding the cache.