yairm210 / Unciv

Open-source Android/Desktop remake of Civ V
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Optimize border expansion prioritization #6240

Closed foolishgrunt closed 2 years ago

foolishgrunt commented 2 years ago

Screenshot_20220226-160052_UnCiv

Automatic border expansion is greatly improved since the time I created issue 3059. However, today I noticed that automatic border expansion was prioritizing a basic coast tile over a reef - I'm not aware of any circumstance under which this should be the case. (It also prioritized an ocean tile and a then-unimproved plains tile over the same reef, which also seems wrong to me.)

foolishgrunt commented 2 years ago

Actually I just saw #6234, and realized that this is probably caused by the same issue.

SomeTroglodyte commented 2 years ago

I believe 3.19.11-patch1 fixed this too, however, this is the one issue I linked to the misguided PR 6244 that I didn't actually repro and test. If you could be so kind...

yairm210 commented 2 years ago

Previous version should be released to everyone, can you check that it's solved?

foolishgrunt commented 2 years ago

Just updated to 3.19.12, and the issue appears to be fixed - the atoll is the next expansion priority. The terrain yields also appear sane again.

foolishgrunt commented 2 years ago

Sorry for the necrobump - I dont know if this is better than creating a new issue or not.

There may be something else here at play with the issue or border expansion. I'm on version 3.19.15 and just noticed a tundra being prioritized over an atoll. Screenshot_20220311-230448_UnCiv

SomeTroglodyte commented 2 years ago

Without the save, this is guesswork. Like, the algorithm ignores resource visibility due to tech...

foolishgrunt commented 2 years ago

Sorry about that.

Save file 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
SomeTroglodyte commented 2 years ago

Ouch. chooseNewTileToOwn is expensive, yet gets called by the top right Table twice in short succession just to see whether expansion has stopped?

OK, Automation.rankTileForExpansion has a line if (tile.isWater) score += 25 - actual yields give 1 point each. So, Tundra gets score (low=good) 199 (200 for distance, -1 for yield), and Atoll gets 222 (200 dist + 25 for isWater - 3 yield)...

Dunno what the designer thought, so dunno best approach. Make water a +1 penalty?

SomeTroglodyte commented 2 years ago

... that whole function is new from #4510 and hasn't changed much since.

yairm210 commented 2 years ago

I think we don't need to prioritize water tiles for expansion at all

yairm210 commented 2 years ago

This looks like a case of "1:1 bug compatible" with Civ V...

xlenstra commented 2 years ago

I'm not sure its a bug; water tiles cannot be improved and thus making them less likely to be expanded to kind of makes sense.

yairm210 commented 2 years ago

My mistake, I understood this backwards 🙃

foolishgrunt commented 2 years ago

Changing the +25 water penalty to a +1 would give an atoll priority over tundra (which seems commonsense enough), but I believe would tie with grassland/plains - and I don't know the system would resolve that tie.

foolishgrunt commented 2 years ago

Something else that the current math causes: prioritizing mountain over both coast and ocean. Screenshot_20220313-122724_UnCiv

SomeTroglodyte commented 2 years ago

Isn't it taking potential improvements into account anyway? Or was that a different tile quality guessing function in the mapgen/startpos space?

Tl.dr -> unify all tile evaluation functions, and while learning what flags/params you would need to conserve current functionality you'd learn enough to foresee other as-yet undiscovered unintended quirks... ?