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[flavor_fra.523] 高卢派支持者中的异议

时间范围:1720.1.1 - 1740.1.1,每月 20% 概率

触发条件

  • 国家存在统治者。
  • 国家拥有变量 janseism_conflict_events
  • 国家采用政策 unigenitus_codified
  • 国家 PAP(教皇国)存在。
  • 国家 PAP(教皇国)存在统治者。
  • 国家宗教为天主教。

关键效果

  • 选项 A (历史选项): “我们将不得不削弱詹森派的高卢派盟友”
    • 效果:国家稳定度小幅下降。
    • 效果:国家获得名为 fra_gallicans_allies 的修正,持续12年。
    • AI选择权重:35%
  • 选项 B: “暂时允许他们公开支持其詹森派盟友”
    • 效果:国家稳定度小幅上升。
    • 效果:设置变量 gallican_ire_if_implemented 值为1。
    • AI选择权重:65%

背景介绍: 在18世纪初的法国,詹森主义与高卢主义之间的神学与政治冲突持续发酵。詹森主义强调恩典与预定论,常与罗马教廷的立场相左,而高卢主义则主张法国教会在一定程度上独立于教皇权威。作为詹森派潜在盟友的高卢派教士内部出现分歧,对王室构成了政治挑战。此事件反映了法国王室在调和国内教派冲突、维护王权与处理同罗马教廷关系时所面临的复杂局面。

完整事件代码

flavor_fra.523 = { # Dissent Amongst the Gallicans proponents
	hide_portraits = yes
	type = country_event
	fire_only_once = yes
 	title = flavor_fra.523.title
 	desc = flavor_fra.523.desc

	dynamic_historical_event = {
		tag = FRA
		from = 1720.1.1
		to = 1740.1.1
		monthly_chance = 20
	}

 	trigger = {
		has_ruler = yes
		has_variable = janseism_conflict_events
		NOT = { has_policy = unigenitus_codified }
		country_exists = c:PAP
		c:PAP = {
			has_ruler = yes
		}
		religion = religion:catholic
 	}

	illustration_tags = {
		10 = angry
		10 = exterior
	}

    immediate = {
		event_illustration_estate_effect = { foreground = estate_type:clergy_estate background = estate_type:clergy_estate }
		ruler ?= {
            save_scope_as = fra_ruler
        }
		c:PAP = {
        	ruler ?= {
            	save_scope_as = pap_ruler
        	}
		}
	}

 	option = { # We will have to weaken the Jansenist's Gallicans allies
		name = flavor_fra.523.a
		historical_option = yes
		custom_tooltip = gallicans_in_clergy_will_oppose_crown
		add_stability = stability_weak_penalty
		add_country_modifier = { modifier = fra_gallicans_allies years = 12 mode = add }
		ai_chance = {
			factor = 0.35
		}
 	}

 	option = { # Allow them to openly support their Jansenist allies for now
		name = flavor_fra.523.b
		add_stability = stability_weak_bonus
		custom_tooltip = {
			text = avoids_gallican_ire_unless_unigenitus_implemented
			set_variable = { name = gallican_ire_if_implemented value = 1 }
		}
		ai_chance = {
			factor = 0.65
		}
 	}
}