ravignir
ravignir
it is 50 HP for the Prize Ships and the Ottoman ability. Technically speaking Germans don't capture defeated Barbarian units. They have a chance to get a Barbarian unit last...
> Does this mean this ability activates even when there's no unit present at the encampment? Because that would be a complete rewrite of this functionality. yes it also works...
Saved game ``` 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 ```
https://user-images.githubusercontent.com/30041793/171008677-280060a3-32a7-455e-a65b-6e42c0a88ac4.mp4 This report is about shown behavior . > First find: "[-75]% growth [in all cities] " doesn't hit at exactly 0 but at -1. Wording suggests it should "hit"...
https://user-images.githubusercontent.com/30041793/171010503-2855d53c-5514-4313-afbd-c9860d05eff6.mp4
> > bug1.mp4 > > I see the Settler button not grayed out and reporting unhappiness as cause in Washington, that's all. Are you showing something else in there I...
Here are some ideas for uniques. "Can not be sold" - for buildings. "Unlocks at [Era name]" - for buildings and units and improvements (already implemented for Policies). "Food required...
Just a clarification of what i've meant with the last idea.  A way to interact with this parameter. Maybe call it "City growth rate +/-[value]%"
Another suggestions; Modding unique that makes other policy trees non pickable: i.e If i pick Piety, I can't pick Rationalism and vice versa; "Unlocks at [era]" unique for buildings, units;
Include max city strength value in era.jsons (or maybe a value to replace tech count value). ``` val techCount = getCivInfo().gameInfo.ruleSet.technologies.count() val techsPercentKnown: Float = if (techCount > 0) city.civInfo.tech.techsResearched.count().toFloat()...