Start on Implementing PIPs
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Rakeela
parent
18b221d972
commit
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File diff suppressed because it is too large
Load Diff
@ -1,8 +1,6 @@
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package koboldsim
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import (
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"math"
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"git.chromaticdragon.app/kistaro/CardSimEngine/cardsim"
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)
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@ -10,41 +8,38 @@ import (
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type KoboldMine struct {
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BasePopulation float64 `cardsim:"stathidden"`
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MiningIncome float64 `cardsim:"stathidden" cardsim_name:"Mining Productivity"`
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ScavengingIncome float64 `cardsim:"stathidden" cardsim_name:"Scavenging Productivity"`
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AlchemyIncome float64 `cardsim:"stathidden" cardsim_name:"Alchemy Productivity"`
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HospitalityIncome float64 `cardsim:"stathidden" cardsim_name:"Hospitality Productivity"`
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AgricultureIncome float64 `cardsim:"stathidden" cardsim_name:"Agriculture Productivity"`
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ManufacturingIncome float64 `cardsim:"stathidden" cardsim_name:"Manufacturing Productivity"`
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PlanarIncome float64 `cardsim:"stathidden" cardsim_name:"Planar Productivity"`
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PublishingIncome float64 `cardsim:"stathidden" cardsim_name:"Publishing Productivity"`
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ForestryIncome float64 `cardsim:"stathidden" cardsim_name:"Forestry Productivity"`
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FinanceIncome float64 `cardsim:"stathidden" cardsim_name:"Finance Productivity"`
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GadgetryIncome float64 `cardsim:"stathidden" cardsim_name:"Gadgetry Productivity"`
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FishingIncome float64 `cardsim:"stathidden" cardsim_name:"Fishing Productivity"`
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ConstructionIncome float64 `cardsim:"stathidden" cardsim_name:"Construction Productivity"`
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Mining float64 `cardsim:"stathidden" cardsim_name:"Mining"`
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Scavenging float64 `cardsim:"stathidden" cardsim_name:"Scavenging"`
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Alchemy float64 `cardsim:"stathidden" cardsim_name:"Alchemy"`
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Hospitality float64 `cardsim:"stathidden" cardsim_name:"Hospitality"`
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Agriculture float64 `cardsim:"stathidden" cardsim_name:"Agriculture"`
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Manufacturing float64 `cardsim:"stathidden" cardsim_name:"Manufacturing"`
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PlanarConnections float64 `cardsim:"stathidden" cardsim_name:"Planar Connections"`
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Publishing float64 `cardsim:"stathidden" cardsim_name:"Publishing"`
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Forestry float64 `cardsim:"stathidden" cardsim_name:"Forestry"`
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Finance float64 `cardsim:"stathidden" cardsim_name:"Finance"`
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Gadgetry float64 `cardsim:"stathidden" cardsim_name:"Gadgetry"`
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Fishing float64 `cardsim:"stathidden" cardsim_name:"Fishing"`
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Construction float64 `cardsim:"stathidden" cardsim_name:"Construction"`
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PropagandaExpense float64 `cardsim:"stathidden" cardsim_name:"Propaganda Investment"`
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BureaucracyExpense float64 `cardsim:"stathidden" cardsim_name:"Bureaucracy Investment"`
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WarExpense float64 `cardsim:"stathidden" cardsim_name:"War Investment"`
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QoLExpense float64 `cardsim:"stathidden" cardsim_name:"QoL Investment"`
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LogisticsExpense float64 `cardsim:"stathidden" cardsim_name:"Logistics Investment"`
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DragonSubsExpense float64 `cardsim:"stathidden" cardsim_name:"Dragon Subsidies Investment"`
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ResearchSubsExpense float64 `cardsim:"stathidden" cardsim_name:"Research Subsidies Investment"`
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EducationExpense float64 `cardsim:"stathidden" cardsim_name:"Education Investment"`
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HealthcareExpense float64 `cardsim:"stathidden" cardsim_name:"Healthcare Investment"`
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ForeignRelExpense float64 `cardsim:"stathidden" cardsim_name:"Foreign Relations Investment"`
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PoliceExpense float64 `cardsim:"stathidden" cardsim_name:"Law Enforcement Investment"`
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EconPlanExpense float64 `cardsim:"stathidden" cardsim_name:"Economic Planning Investment"`
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ParksExpense float64 `cardsim:"stathidden" cardsim_name:"Parks and Aesthetics Investment"`
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FaithExpense float64 `cardsim:"stathidden" cardsim_name:"Faith Investment"`
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Propaganda float64 `cardsim:"stathidden" cardsim_name:"Propaganda"`
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Bureaucracy float64 `cardsim:"stathidden" cardsim_name:"Bureaucracy"`
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Militarism float64 `cardsim:"stathidden" cardsim_name:"Militarism"`
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Welfare float64 `cardsim:"stathidden" cardsim_name:"Social Safety Net"`
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Logistics float64 `cardsim:"stathidden" cardsim_name:"Logistics"`
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DragonSubs float64 `cardsim:"stathidden" cardsim_name:"Dragon Subsidies"`
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ResearchSubs float64 `cardsim:"stathidden" cardsim_name:"Research"`
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Education float64 `cardsim:"stathidden" cardsim_name:"Education"`
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Healthcare float64 `cardsim:"stathidden" cardsim_name:"Healthcare"`
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ForeignRelExpense float64 `cardsim:"stathidden" cardsim_name:"Diplomatic Investment"`
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Police float64 `cardsim:"stathidden" cardsim_name:"Law Enforcement"`
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ParksExpense float64 `cardsim:"stathidden" cardsim_name:"City Beautification"`
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Faith float64 `cardsim:"stathidden" cardsim_name:"Faith"`
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FoodSupply float64 `cardsim:"stathidden"`
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ObesogenicFood float64 `cardsim:"stathidden"`
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ForeignRelations float64 `cardsim:"stathidden"`
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HiddenRelPenalty float64 `cardsim:"stathidden"` // Lower is better.
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Secrecy float64 `cardsim:"stathidden"`
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PointOfDimReturns float64 `cardsim:"stathidden"`
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Rebellion float64 `cardsim:"stathidden"`
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Madness float64 `cardsim:"stathidden"`
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Cruelty float64 `cardsim:"stat"`
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@ -52,235 +47,49 @@ type KoboldMine struct {
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Gullibility float64 `cardsim:"stathidden"`
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Authoritarianism float64 `cardsim:"stat"`
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// AnotherExpense float64 `cardsim:"hiddenround5"`
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// A different way of adding stats that is slightly more empowering.
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}
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Taxation float64 `cardsim:"stat"`
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TaxEvasion float64 `cardsim:"stat"`
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Squalor float64 `cardsim:"stat"`
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// Idea for tax evasion. The corruption stat should increase tax evasion, while the squalor stat should reduce it. The link with corruption should be obvious, but for squalor: when the economy improves, more people have resources with which to attempt to protect their income. This is part of why rich people can evade taxes more effectively than poor people. It's not ALL lobbying advantage.
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func (k *KoboldMine) ProductivityFunc(s float64) func() float64 {
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return func() float64 {
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return math.Max(s*float64(k.Kobolds()), 0)
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}
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}
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func (k *KoboldMine) ProductivityTotal() float64 {
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total := math.Max(k.MiningIncome, 0.01)
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total += math.Max(k.ScavengingIncome, 0)
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total += math.Max(k.AlchemyIncome, 0)
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total += math.Max(k.HospitalityIncome, 0)
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total += math.Max(k.AgricultureIncome, 0)
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total += math.Max(k.ManufacturingIncome, 0)
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total += math.Max(k.PlanarIncome, 0)
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total += math.Max(k.PublishingIncome, 0)
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total += math.Max(k.FinanceIncome, 0)
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total += math.Max(k.GadgetryIncome, 0)
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total += math.Max(k.FishingIncome, 0)
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total += math.Max(k.ConstructionIncome, 0.02)
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total += math.Max(k.PropagandaExpense, 0)
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total += math.Max(k.BureaucracyExpense, 0)
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total += math.Max(k.WarExpense, 0)
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total += math.Max(k.QoLExpense, 0)
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total += math.Max(k.LogisticsExpense, 0)
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total += math.Max(k.DragonSubsExpense, 0)
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total += math.Max(k.ResearchSubsExpense, 0)
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total += math.Max(k.EducationExpense, 0)
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total += math.Max(k.HealthcareExpense, 0)
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total += math.Max(k.ForeignRelExpense, 0)
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total += math.Max(k.PoliceExpense, 0)
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total += math.Max(k.EconPlanExpense, 0)
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total += math.Max(k.ParksExpense, 0)
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total += math.Max(k.FaithExpense, 0)
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return total
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}
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func (k *KoboldMine) ProductivityMultiplier() float64 {
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return math.Pow(0.95, math.Max(0, k.ProductivityTotal()-k.PointOfDimReturns))
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}
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func (k *KoboldMine) TrueMiningIncome() float64 {
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return math.Max(k.MiningIncome*k.ProductivityMultiplier(), 0.01)
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}
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func (k *KoboldMine) TrueScavengingIncome() float64 {
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return math.Max(k.ScavengingIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueAlchemyIncome() float64 {
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return math.Max(k.AlchemyIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueHospitalityIncome() float64 {
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return math.Max(k.HospitalityIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueAgricultureIncome() float64 {
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return math.Max(k.AgricultureIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueManufacturingIncome() float64 {
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return math.Max(k.ManufacturingIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TruePlanarIncome() float64 {
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return math.Max(k.PlanarIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TruePublishingIncome() float64 {
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return math.Max(k.PublishingIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueForestryIncome() float64 {
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return math.Max(k.ForestryIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueFinanceIncome() float64 {
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return math.Max(k.FinanceIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueGadgetryIncome() float64 {
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return math.Max(k.GadgetryIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueFishingIncome() float64 {
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return math.Max(k.FishingIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueConstructionIncome() float64 {
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return math.Max(k.ConstructionIncome*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TruePropagandaExpense() float64 {
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return math.Max(k.PropagandaExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueBureaucracyExpense() float64 {
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return math.Max(k.BureaucracyExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueWarExpense() float64 {
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return math.Max(k.WarExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueQoLExpense() float64 {
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return math.Max(k.QoLExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueLogisticsExpense() float64 {
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return math.Max(k.LogisticsExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueDragonSubsExpense() float64 {
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return math.Max(k.DragonSubsExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueResearchSubsExpense() float64 {
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return math.Max(k.ResearchSubsExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueEducationExpense() float64 {
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return math.Max(k.EducationExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueHealthcareExpense() float64 {
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return math.Max(k.HealthcareExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueForeignRelExpense() float64 {
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return math.Max(k.ForeignRelExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TruePoliceExpense() float64 {
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return math.Max(k.PoliceExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueEconPlanExpense() float64 {
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return math.Max(k.EconPlanExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueParksExpense() float64 {
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return math.Max(k.ParksExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TrueFaithExpense() float64 {
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return math.Max(k.FaithExpense*k.ProductivityMultiplier(), 0)
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}
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func (k *KoboldMine) TotalSectorIncome() float64 {
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return float64(k.Kobolds()) * (math.Max(k.TrueMiningIncome(), 0.01) + math.Max(k.TrueScavengingIncome(), 0) + math.Max(k.TrueAlchemyIncome(), 0) + math.Max(k.TrueHospitalityIncome(), 0) + math.Max(k.TrueAgricultureIncome(), 0) + math.Max(k.TrueManufacturingIncome(), 0) + math.Max(k.TruePlanarIncome(), 0) + math.Max(k.TruePublishingIncome(), 0) + math.Max(k.TrueFinanceIncome(), 0) + math.Max(k.TrueGadgetryIncome(), 0) + math.Max(k.TrueFishingIncome(), 0) + math.Max(k.TrueConstructionIncome(), 0.02))
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}
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func (k *KoboldMine) TotalGovExpense() float64 {
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return float64(k.Kobolds()) * (math.Max(k.TruePropagandaExpense(), 0) + math.Max(k.TrueBureaucracyExpense(), 0) + math.Max(k.TrueWarExpense(), 0) + math.Max(k.TrueQoLExpense(), 0) + math.Max(k.TrueLogisticsExpense(), 0) + math.Max(k.TrueDragonSubsExpense(), 0) + math.Max(k.TrueResearchSubsExpense(), 0) + math.Max(k.TrueEducationExpense(), 0) + math.Max(k.TrueHealthcareExpense(), 0) + math.Max(k.TrueForeignRelExpense(), 0) + math.Max(k.TruePoliceExpense(), 0) + math.Max(k.TrueEconPlanExpense(), 0) + math.Max(k.TrueParksExpense(), 0) + math.Max(k.TrueFaithExpense(), 0))
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}
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func (k *KoboldMine) Taxation() float64 {
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return (k.TotalGovExpense() / (k.TotalSectorIncome() + k.TotalGovExpense())) * 100
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}
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// Idea for the tax rate. I could have a tracked "tax evasion" stat that drives up taxation (people who actually pay have to pay more) as well as a tracked "public pay ratio" stat that drives up taxation if the public sector is paid more than the private sector and vice versa if the public sector is paid less. Both stats should be exposed to the player.
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// Idea for tax evasion. The corruption stat should increase tax evasion, while the squalor stat should reduce it. The link with corruption should be obvious, but for squalor: when the economy improves, more people have resources with which to attempt to protect their income.
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func (k *KoboldMine) StatTaxRate() float64 {
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return k.Taxation()
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}
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func (k *KoboldMine) Kobolds() int64 {
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return int64((k.BasePopulation + (k.HealthcareExpense * 1000)) * k.FoodSupply * (1 - 0.5*(k.StatObesity()/100)) * (1 + k.TrueForeignRelations()))
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return int64((k.BasePopulation * (k.Healthcare + 1)) * (k.FoodSupply) * (100 + k.TrueForeignRelations()/100))
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}
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const (
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MinFoodSupply = 18
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MaxFoodSupply = 37
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)
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func (k *KoboldMine) DisplayedFoodSupply() float64 {
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return (k.FoodSupply - 1) * 100
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return 100 * (k.FoodSupply - MinFoodSupply) / (MaxFoodSupply - MinFoodSupply) //This returns a Policy Implementation Percentage, so that the player can see how good they are at capturing food supply. When it becomes possible for Food Supply to hit 0 and end the game in famine, the minimum survivable food supply PIP should be calculated and returned to the player as a warned-against failure threshold.
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}
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func (k *KoboldMine) StatObesogenicity() float64 {
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return (k.ObesogenicFood - 1) * 100
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}
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func (k *KoboldMine) StatObesity() float64 {
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return (100 / (2.3 + math.Exp(-0.04*(k.DisplayedFoodSupply()-37)))) + 100/(2.3+math.Exp(-0.04*(k.StatObesogenicity()-37)))
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}
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//func (k *KoboldMine) StatObesity() float64 {
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//return (100 / (2.3 + math.Exp(-0.04*(k.DisplayedFoodSupply()-37)))) + 100/(2.3+math.Exp(-0.04*(k.StatObesogenicity()-37)))
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//}
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func (k *KoboldMine) TrueForeignRelations() float64 {
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return (1 - math.Max(math.Min(k.Secrecy, 1), 0)) * (math.Max(math.Min(k.ForeignRelations, 1), -1) - k.HiddenRelPenalty)
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openness := 100 - clamp(k.Secrecy, 0, 100)
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effectiveRel := clamp(k.ForeignRelations, -100, 100) - k.HiddenRelPenalty
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return openness / 100 * effectiveRel
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}
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const (
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MinForeignRelations = -11
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MaxForeignRelations = 9
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)
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func (k *KoboldMine) DisplayedForeignRelations() float64 {
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return math.Max(math.Min((k.ForeignRelations*100), 100), -100)
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return 100 * (k.ForeignRelations - MinForeignRelations) / (MaxForeignRelations - MinForeignRelations)
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}
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func (k *KoboldMine) DisplayedSecrecy() float64 {
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return k.Secrecy * 100
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}
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func (k *KoboldMine) SqualorReduction() float64 {
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total := math.Max(k.MiningIncome, 0.01)
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total -= math.Max(k.ScavengingIncome, 0)
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total += math.Max(k.AlchemyIncome, 0)
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total += math.Max(k.HospitalityIncome, 0) * 2
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total += math.Max(k.ManufacturingIncome, 0)
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total += math.Max(k.PlanarIncome, 0)
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total += math.Max(k.PublishingIncome, 0) * 2
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total += math.Max(k.FinanceIncome, 0) * 3
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total += math.Max(k.GadgetryIncome, 0) * 2
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total += math.Max(k.ConstructionIncome, 0.02) * 2
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total += math.Max(k.PropagandaExpense, 0)
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total += math.Max(k.BureaucracyExpense, 0) * 2
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total += math.Max(k.QoLExpense, 0) * 20
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total += math.Max(k.LogisticsExpense, 0)
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total += math.Max(k.ResearchSubsExpense, 0) * 2
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total += math.Max(k.EducationExpense, 0) * 4
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total += math.Max(k.HealthcareExpense, 0) * 6
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total += math.Max(k.ForeignRelExpense, 0)
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total += math.Max(k.PoliceExpense, 0)
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total += math.Max(k.EconPlanExpense, 0)
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total += math.Max(k.ParksExpense, 0) * 3
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total += math.Max(k.FaithExpense, 0) * 10
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return total
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}
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func (k *KoboldMine) StatSqualor() float64 {
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return 100 * math.Pow(1.204, 1.2-(2*k.SqualorReduction()))
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}
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// So I want squalor to be a value between 100 and 0 that reduces readily at the start and then becomes increasingly difficult to further reduce. This initial squalor stat starts at about 80%, but may not change rapidly enough. Note that the 1.2-(2* sequence is meant to balance it at 80% starting point. If I change the velocity on the 2* side, I have to change the 1.2 offset as well. I really hope this math works, because I don't quite understand it.
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func (k *KoboldMine) StatChaos() float64 {
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@ -298,122 +107,6 @@ func (k *KoboldMine) StatCorruption() float64 {
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func (k *KoboldMine) Stats() []cardsim.Stat {
|
||||
stats := cardsim.ExtractStats(k)
|
||||
funcs := []cardsim.Stat{
|
||||
cardsim.StatFunc(
|
||||
"Mining Income",
|
||||
k.ProductivityFunc(k.TrueMiningIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Scavenging Income",
|
||||
k.ProductivityFunc(k.TrueScavengingIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Alchemy Income",
|
||||
k.ProductivityFunc(k.TrueAlchemyIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Hospitality Income",
|
||||
k.ProductivityFunc(k.TrueHospitalityIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Agriculture Income",
|
||||
k.ProductivityFunc(k.TrueAgricultureIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Manufacturing Income",
|
||||
k.ProductivityFunc(k.TrueManufacturingIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Planar Harvesting Income",
|
||||
k.ProductivityFunc(k.TruePlanarIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Book Publishing Income",
|
||||
k.ProductivityFunc(k.TruePublishingIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Forestry Income",
|
||||
k.ProductivityFunc(k.TrueForestryIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Finance Income",
|
||||
k.ProductivityFunc(k.TrueFinanceIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Gadgetry Income",
|
||||
k.ProductivityFunc(k.TrueGadgetryIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Fishing Income",
|
||||
k.ProductivityFunc(k.TrueFishingIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Construction Income",
|
||||
k.ProductivityFunc(k.TrueConstructionIncome()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Propaganda Expense",
|
||||
k.ProductivityFunc(k.TruePropagandaExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Bureaucracy Expense",
|
||||
k.ProductivityFunc(k.TrueBureaucracyExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"War Expense",
|
||||
k.ProductivityFunc(k.TrueWarExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"QoL Expense",
|
||||
k.ProductivityFunc(k.TrueQoLExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Logistics Expense",
|
||||
k.ProductivityFunc(k.TrueLogisticsExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Dragon Subsidies",
|
||||
k.ProductivityFunc(k.TrueDragonSubsExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Research Subsidies",
|
||||
k.ProductivityFunc(k.TrueResearchSubsExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Education Expense",
|
||||
k.ProductivityFunc(k.TrueEducationExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Healthcare Expense",
|
||||
k.ProductivityFunc(k.TrueHealthcareExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Foreign Relations Expense",
|
||||
k.ProductivityFunc(k.TrueForeignRelExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Law Enforcement Expense",
|
||||
k.ProductivityFunc(k.TruePoliceExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Economic Planning Expense",
|
||||
k.ProductivityFunc(k.TrueEconPlanExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Parks and Aesthetics Expense",
|
||||
k.ProductivityFunc(k.TrueParksExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Faith Expense",
|
||||
k.ProductivityFunc(k.TrueFaithExpense()),
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Total Sector Income",
|
||||
k.TotalSectorIncome,
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Total Government Expense",
|
||||
k.TotalGovExpense,
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Foreign Relations",
|
||||
k.DisplayedForeignRelations,
|
||||
@ -430,14 +123,6 @@ func (k *KoboldMine) Stats() []cardsim.Stat {
|
||||
"Kobolds",
|
||||
k.Kobolds,
|
||||
),
|
||||
cardsim.InvisibleStatFunc(
|
||||
"Squalor Reduction",
|
||||
k.SqualorReduction,
|
||||
),
|
||||
cardsim.StatFunc(
|
||||
"Squalor",
|
||||
k.StatSqualor,
|
||||
),
|
||||
}
|
||||
stats = append(stats, funcs...)
|
||||
// cardsim.SortStats(stats)
|
||||
@ -447,45 +132,41 @@ func (k *KoboldMine) Stats() []cardsim.Stat {
|
||||
func NewKoboldMine() *KoboldMine {
|
||||
return &KoboldMine{
|
||||
BasePopulation: 1025,
|
||||
MiningIncome: 0.15,
|
||||
ScavengingIncome: 0.1,
|
||||
AlchemyIncome: 0.01,
|
||||
HospitalityIncome: 0.0,
|
||||
AgricultureIncome: 0.0,
|
||||
ManufacturingIncome: 0.10,
|
||||
PlanarIncome: 0.00,
|
||||
PublishingIncome: 0.02,
|
||||
ForestryIncome: 0.0,
|
||||
FinanceIncome: 0.02,
|
||||
GadgetryIncome: 0.03,
|
||||
FishingIncome: 0.0,
|
||||
ConstructionIncome: 0.05,
|
||||
PropagandaExpense: 0.01,
|
||||
BureaucracyExpense: 0.05,
|
||||
WarExpense: 0.1,
|
||||
QoLExpense: 0.01,
|
||||
LogisticsExpense: 0.02,
|
||||
DragonSubsExpense: 0.0,
|
||||
ResearchSubsExpense: 0.0,
|
||||
EducationExpense: 0.01,
|
||||
HealthcareExpense: 0.01,
|
||||
ForeignRelExpense: 0.0,
|
||||
PoliceExpense: 0.03,
|
||||
EconPlanExpense: 0.02,
|
||||
ParksExpense: 0.0,
|
||||
FaithExpense: 0.03,
|
||||
FoodSupply: 0.20,
|
||||
ForeignRelations: -0.40,
|
||||
HiddenRelPenalty: -0.01,
|
||||
Rebellion: 0.10,
|
||||
Madness: 0.25,
|
||||
Cruelty: 0.45,
|
||||
Greed: 0.35,
|
||||
Gullibility: 0.10,
|
||||
Authoritarianism: 0.70,
|
||||
Secrecy: .95,
|
||||
PointOfDimReturns: 1.0,
|
||||
Mining: 0,
|
||||
Scavenging: 0,
|
||||
Alchemy: 0,
|
||||
Hospitality: 0,
|
||||
Agriculture: 0,
|
||||
Manufacturing: 0,
|
||||
PlanarConnections: 0,
|
||||
Publishing: 0,
|
||||
Forestry: 0,
|
||||
Finance: 0,
|
||||
Gadgetry: 0,
|
||||
Fishing: 0,
|
||||
Construction: 0,
|
||||
Propaganda: 0,
|
||||
Bureaucracy: 0,
|
||||
Militarism: 0,
|
||||
Welfare: 0,
|
||||
Logistics: 0,
|
||||
DragonSubs: 0,
|
||||
ResearchSubs: 0,
|
||||
Education: 0,
|
||||
Healthcare: 0,
|
||||
ForeignRelExpense: 0,
|
||||
Police: 0,
|
||||
ParksExpense: 0,
|
||||
Faith: 0,
|
||||
FoodSupply: 20,
|
||||
ForeignRelations: 0,
|
||||
HiddenRelPenalty: 0,
|
||||
Rebellion: 0,
|
||||
Madness: 0,
|
||||
Cruelty: 0,
|
||||
Greed: 0,
|
||||
Gullibility: 0,
|
||||
Authoritarianism: 0,
|
||||
Secrecy: 95,
|
||||
}
|
||||
}
|
||||
|
||||
// Note that the mine initializes with 1.02 points of overall productivity.
|
||||
|
||||
@ -1,6 +1,10 @@
|
||||
package koboldsim
|
||||
|
||||
import "math"
|
||||
import (
|
||||
"math"
|
||||
|
||||
"golang.org/x/exp/constraints"
|
||||
)
|
||||
|
||||
// Generic helper functions not directly attached to Card Sim Engine mechanics.
|
||||
|
||||
@ -20,3 +24,13 @@ func Mean(vals ...float64) float64 {
|
||||
}
|
||||
return total / float64(len(vals))
|
||||
}
|
||||
|
||||
func clamp[T constraints.Ordered](val, low, high T) T {
|
||||
if val < low {
|
||||
return low
|
||||
}
|
||||
if val > high {
|
||||
return high
|
||||
}
|
||||
return val
|
||||
}
|
||||
|
||||
Loading…
Reference in New Issue
Block a user