yairm210 / Unciv

Open-source Android/Desktop remake of Civ V
Mozilla Public License 2.0
8.32k stars 1.56k forks source link

Invisible units block movement #7670

Closed ttshaw1 closed 5 months ago

ttshaw1 commented 2 years ago

Platform Android

Version F-Droid, 4.2.3 (Build 746)

Describe the bug Units can't attempt to move into tiles containing foreign invisible units, even if the invisible unit isn't revealed

To Reproduce Steps to reproduce the behavior:

  1. Start a 2 player game
  2. Build a submarine with one civ and any naval unit with other. I used a Destroyer
  3. Place the submarine somewhere memorable and have the other unit nearby with lots of movement but no vision of the submarine
  4. See that you mysteriously can't move into the submarine's tile
Saved game ``` 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 ```

Expected behavior As I recall, in Civ 5 the tile still looks like you can move into it until the submarine is revealed.

Screenshots image

yairm210 commented 2 years ago

This looks like something specific to units that can detect submarines, correct me if I'm wrong?

SpacedOutChicken commented 2 years ago

I think it's a more general issue. When you tell a unit to move to a tile, the game won't let you select that tile if there's a unit already there, even when the player cannot see any units there. You can use this to spot invisible units or find units in areas on the map where you can't see.

yairm210 commented 1 year ago

This is just too difficult. Turns out this means we need to change the entire 'where can you move to' function to 'where do you think you can move to, which leads to other problems, etc Only thing I can easily do is to have that tile not display the unit, so you'll need a close unit to notice it and can't just click wherever on the map and have the tile info tell you secrets.

github-actions[bot] commented 6 months ago

This issue is stale because it has been open 90 days with no activity. Remove stale label or comment or this will be closed in 15 days.

github-actions[bot] commented 5 months ago

This issue was closed because it has been stalled for 5 days with no activity.