Closed Caballero-Arepa closed 1 year ago
The code needs a second look, but then it merits a loud chuckle... It checks for units with the transfer unique stacked with another, then sets the movement of the unit with the transfer unique to the max of the movement of the unit with the transfer unique and the movement of the unit with the transfer unique...
Tiny this
confusion in code translation in this commit
Easy enough, but what about a unit test? Wasn't there already one for this?
Wasn't there already one for this
Nope, I suppose I re~mememe~membered the Sweden can gift Great Persons to City States
test instead
but what about a unit test? Wasn't there already one for this?
I provided one at the top, does that not work?
Thank you either way for your work
I provided one at the top, does that not work?
Not sure I understand you, but what I may understand is you don't quite understand that "unit test" is a specific software engineering thing - look at the PR's diff - that thing annotated @Test
at the bottom - that will run on each build here and make sure the Unique still works. :smile_cat:
It has come to my attention that the Swedish Hakkapelita unique is not working, as the Great General doesnt get any extra movement.
I wanted to use this on my mod, which I also have tested in the same save file, where the General (Libertador) doesnt give extra movement to the unit on top.
Savefile (Mods: Latin American_Civs, 3rd and 4th Unique Component)
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