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SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024 1

Oh my - debug("Replacing fort in progress with new improvement") - does that mean that my strategy to leave build-fort instructions everywhere the AI will expand to but I won't is now moot?

Still haven't found a good place to set a conditional breakpoint to let autoplay generate that missing save for us...

But there's some linting to be had:

Index: core/src/com/unciv/logic/automation/unit/WorkerAutomation.kt
IDEA additional info:
Subsystem: com.intellij.openapi.diff.impl.patch.CharsetEP
<+>UTF-8
===================================================================
diff --git a/core/src/com/unciv/logic/automation/unit/WorkerAutomation.kt b/core/src/com/unciv/logic/automation/unit/WorkerAutomation.kt
--- a/core/src/com/unciv/logic/automation/unit/WorkerAutomation.kt	(revision 371460038446e2e9efd6fc3b39c9bbecf5374711)
+++ b/core/src/com/unciv/logic/automation/unit/WorkerAutomation.kt	(date 1707298117918)
@@ -57,9 +57,12 @@
      * The improvementPriority and bestImprovement are by default not set.
      * Once improvementPriority is set we have already checked for the best improvement, repairImprovement.
      */
-    data class TileImprovementRank(val tilePriority: Float, var improvementPriority: Float? = null,
-                                   var bestImprovement: TileImprovement? = null,
-                                   var repairImprovment: Boolean? = null)
+    data class TileImprovementRank(
+        val tilePriority: Float,
+        var improvementPriority: Float? = null,
+        var bestImprovement: TileImprovement? = null,
+        var repairImprovement: Boolean? = null
+    )
 
     private val tileRankings = HashMap<Tile, TileImprovementRank>()
 
@@ -114,7 +117,7 @@
 
         if (tileHasWorkToDo(currentTile, unit)) {
             val tileRankings = tileRankings[currentTile]!!
-            if (tileRankings.repairImprovment!!) {
+            if (tileRankings.repairImprovement!!) {
                 debug("WorkerAutomation: $unit -> repairs $currentTile")
                 UnitActionsFromUniques.getRepairAction(unit)?.action?.invoke()
                 return
@@ -206,7 +209,7 @@
     }
 
     /**
-     * Calculate a priority for the tile without accounting for the improvement it'self
+     * Calculate a priority for the tile without accounting for the improvement itself
      * This is a cheap guess on how helpful it might be to do work on this tile
      */
     fun getBasePriority(tile: Tile, unit: MapUnit): Float {
@@ -249,11 +252,11 @@
     private fun getImprovementPriority(tile: Tile, unit: MapUnit): Float {
         getBasePriority(tile, unit)
         val rank = tileRankings[tile]
-        if(rank!!.improvementPriority == null) {
+        if (rank!!.improvementPriority == null) {
             // All values of rank have to be initialized
             rank.improvementPriority = -100f
             rank.bestImprovement = null
-            rank.repairImprovment = false
+            rank.repairImprovement = false
 
             val bestImprovement = chooseImprovement(unit, tile)
             if (bestImprovement != null) {
@@ -270,16 +273,17 @@
                 var repairBonusPriority = tile.getImprovementToRepair()!!.getTurnsToBuild(unit.civ,unit) - UnitActionsFromUniques.getRepairTurns(unit)
                 if (tile.improvementInProgress == Constants.repair) repairBonusPriority += UnitActionsFromUniques.getRepairTurns(unit) - tile.turnsToImprovement
 
-                val repairPriority = repairBonusPriority + Automation.rankStatsValue(TileStatFunctions(tile).getStatDiffForImprovement(tile.getTileImprovement()!!, unit.civ, tile.owningCity), unit.civ)
+                val repairPriority = repairBonusPriority +
+                    Automation.rankStatsValue(TileStatFunctions(tile).getStatDiffForImprovement(tile.getTileImprovement()!!, unit.civ, tile.owningCity), unit.civ)
                 if (repairPriority > rank.improvementPriority!!) {
                     rank.improvementPriority = repairPriority
                     rank.bestImprovement = null
-                    rank.repairImprovment = true
+                    rank.repairImprovement = true
                 }
             }
         }
         // A better tile than this unit can build might have been stored in the cache
-        if (!rank.repairImprovment!! && (rank.bestImprovement == null ||
+        if (!rank.repairImprovement!! && (rank.bestImprovement == null ||
                 !unit.canBuildImprovement(rank.bestImprovement!!, tile))) return -100f
         return rank.improvementPriority!!
     }
@@ -296,7 +300,7 @@
      */
     private fun tileHasWorkToDo(tile: Tile, unit: MapUnit): Boolean {
         if (getImprovementPriority(tile, unit) <= 0) return false
-        if (!(tileRankings[tile]!!.bestImprovement != null || tileRankings[tile]!!.repairImprovment!!))
+        if (!(tileRankings[tile]!!.bestImprovement != null || tileRankings[tile]!!.repairImprovement!!))
             throw IllegalStateException("There was an improvementPriority > 0 and nothing to do")
         return true
     }
(and some Kdoc that seems unfinished, or read in leaves you puzzling "the what?" or...)

from unciv.

tuvus avatar tuvus commented on May 22, 2024

I have noticed it for Customs House, Holy site, but I thought that was just the way the stat valuing system works. I'll look into a more complete solution that isn't don't replace great improvements.

from unciv.

SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024
Here's a cheated example
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

Next turn, that Tyre Worker will try to replace the Holy Site with a Farm. Caught with a breakpoint on WorkerAutomation line 127 (return currentTile.startWorkingOnImprovement), condition currentTile.containsGreatImprovement().

... is the problem here that getImprovementPriority is positive? I don't think I have the big picture anymore... OK, when getStatDiffForImprovement runs for that it correctly says +2Food,-6Faith. Automation.rankStatsValue then converts that to +2.4 value, which is still in the ranking instance when startWorkingOnImprovement is reached. Why + for a net -? Faith has no value at all...

Could we find a non-faith, non-gold such example?

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SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024

(...uh, shouldn't we remove the Holy site from the Vanilla ruleset?)

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SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024

So far no luck. Ran several games now, (annoying due to this bug still unfixed), and the breakpoint with condition currentTile.containsGreatImprovement() && currentTile.improvement != "Holy site" && currentTile.improvement != "Customs house" only hits for - Citadel.

So - if the issue claim is true for all Great Improvements, we need proof in form of a save just before such a replace happens. Holy site is explained by the tile ranking function valuing faith at zero, and Customs house -probably- is explained by the ranking function devaluating gold yield by 67% (imho a slight contradiction with the comment text there - the comment would justify 33%).

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tuvus avatar tuvus commented on May 22, 2024

Holy site is explained by the tile ranking function valuing faith at zero, and Customs house -probably- is explained by the ranking function devaluating gold yield by 67% (imho a slight contradiction with the comment text there - the comment would justify 33%).

I did notice that the AI workers don't like the base holy site and customs house. But since it was a stat rating problem I deemed it out of the scope of what I wanted to change. Interestingly, it is only causing a problem now since the automated workers do work.
Are holy sites even worth it as a player? I never build them or the culture great improvements.

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SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024

Are holy sites even worth it as a player

Other way round: The player decided a Holy sh - ahem, site - was worth spending a Prophet on. How exactly should we respect that?

I'd say simply change the Automation.rankStatsValue function to place less widely varying weights. Maybe aim for max-weight/min-weight <= 5 and not ♾️ . That would mean no stat gets < 0.75f weight if the happiness one stays as-is. And with faith worth 0.75, a Farm overridung a Holy outh... Merde! ... a Farm overriding a Holy site would no longer be considered a win. As for a Grinchhouse - with gold up to 0.75 from 0.33 - 3 to 2.4 at most - also not a win. Replacing with something other than a Farm, if in synergy with a bonus resource maybe - they could still be built over, but then maybe rightfully so?

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SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024

And/Or - make all those weight factors moddable. And I can't even do division properly.

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yairm210 avatar yairm210 commented on May 22, 2024

Tile ranking for Faith should definitely not be zero, good catch! e6893ef

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SomeTroglodyte avatar SomeTroglodyte commented on May 22, 2024

Summary:

  • Holy site very likely fixed
  • Customs house still a known victim - due to unbalance in the same ranking function, overemphasis on food and too much devaluing gold, so 2 food becomes better than 6 gold
  • All others unproven, and unless a save is forthcoming should be assumed false alarm

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