Closed hackedpassword closed 11 months ago
You misunderstand how Unciv understands rivers and mobility. All is as designed.
Soooo roads don't skip river movement penalties but still get laid down between tiles regardless. When the unique triggers nothing visual changes only the release of the penalty occurs.
What were those designers thinking? Fine, whatever. I appreciate the explanation!
Would it make sense to then change the layer render order so that pre-trigger the render order is road-river, then on trigger the order changes to river-road? Idea doa undoubtedly.
Anyway that sucks, confusing for players (ref the above screens), but I suppose the ford (fjord?) aspect retains the intended movement block. We can't adjust river movement penalties yet can we?
bug ~feature
adjust river movement penalties
No, but you could cheat... The hardcoding uses 100 for "All remaining movement", so if you scale all MP everywhere by, say, 50, then a river crossing would be what now is 2MP... Nah, would certainly break stuff elsewhere, not to mention embarkment is the same. Just - don't.
Kinda tempting only in that I've considered asking about using scaled integers internally for fractional movement points, to apply integer divisors towards the previously discussed float values for M and avoid data type conversions or silly M floats (M=3.14? no). Having a better idea on implementation challenges, skipped that. I see a lot of potential in using river entities, even as being able to create other edge entities like walls, but I seem to be alone in many of these fancy gameplay interests.
[+1] more better modder
Insight appreciated as always. Closing.
Is there an existing issue for this?
Game Version
4.9.4
Describe the bug
I have removed the ability to build roads across rivers. I think I did at least! Roads still connect across rivers. Save game below occurs in the future era, next turn completes roads (south map). Shown here is the removal commit and search for any instance of the unique.
If there's some expectation as to why bridging across rivers still works, please explain.
Steps to Reproduce
Removed unique allowing bridging (Nov 19): https://github.com/hackedpassword/Z2/blob/e3b0faafb22291ee395cf342f894e76c49604790/jsons/Techs.json#L266-L269
Verifying no other instance of the enabling unique: https://github.com/search?q=repo%3Ahackedpassword%2FZ2+path%3A%2F%5Ejsons%5C%2F%2F+bridges&type=code&query=repo%3Ahackedpassword%2FZ2+path%3A%2F%5Ejsons%5C%2F%2F+bridge
Expected Behavior
Bridging adjacent tiles with pre-existing rivers should not connect.
Screenshots
Link to save file
Save game
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
Operating System
Android
Additional Information
No response