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flavor_sco.105 斯图亚特家族的崛起

时间范围:1360.1.1 - 1390.1.1(每月 20% 概率触发)

触发条件

  • 国家拥有统治者。
  • 国家未处于战争状态。
  • 角色 sco_robert_ii 存活。

关键效果

  • 选项 A (历史选项):罗伯特·斯图亚特应继承大卫的王位

    • 增加少量正统性。
    • 当前统治者设置变量 designated_stewart_heir = 1
    • 角色 sco_robert_ii 获得 10 点行政、外交、军事点数,并设置变量 sco_stewart_heir = 1
    • 国家设置变量 sco_went_stewarts_route = 1
    • AI 选择概率:70%。
  • 选项 B:布鲁斯家族应继续统治!

    • 当前统治者获得 7 点行政、外交、军事点数。
    • 增加少量稳定度。
    • 增加少量正统性。
    • AI 选择概率:30%。

背景介绍: 14世纪后期,苏格兰王位继承问题因大卫二世无嗣而变得突出。罗伯特·斯图亚特作为大卫二世的侄子,是王位的有力竞争者。此事件反映了苏格兰贵族在布鲁斯王朝与新兴的斯图亚特家族之间的抉择,这一决定将深刻影响苏格兰未来的王朝轨迹。

完整事件代码

flavor_sco.105 = { # Rise of the Stewarts (Stuart)
	type = country_event
	fire_only_once = yes
 	title = flavor_sco.105.title
 	desc = flavor_sco.105.desc

	dynamic_historical_event = {
		tag = SCO
		from = 1360.1.1
		to = 1390.1.1
		monthly_chance = 20
	}

 	trigger = {
		has_ruler = yes
		at_war = no
		character:sco_robert_ii ?= {
			is_alive = yes
		}
 	}

	illustration_tags = {
		10 = regular
		10 = interior
	}

    immediate = {
		event_illustration_estate_effect = { foreground = estate_type:nobles_estate background = estate_type:nobles_estate }
		ruler ?= {
            save_scope_as = sco_ruler
        }
		character:sco_robert_ii ?= {
			save_scope_as = target_character
		}
	}

 	option = { # Robert Stewart should succeed David as King
		name = flavor_sco.105.a
		historical_option = yes
		custom_tooltip = tooltip_house_of_stewart_council_succession
		add_legitimacy = legitimacy_mild_bonus
		ruler ?= {
			set_variable = { name = designated_stewart_heir value = 1 }
		}
		scope:target_character = {
			add_adm = 10
			add_dip = 10
			add_mil = 10
			set_variable = { name = sco_stewart_heir value = 1 }
		}
		set_variable = { name = sco_went_stewarts_route value = 1 }
		ai_chance = {
			factor = 0.7
		}
 	}

 	option = { # The Brus line shall continue to rule!
		name = flavor_sco.105.b
		ruler ?= {
			add_adm = 7
			add_dip = 7
			add_mil = 7
		}
		add_stability = stability_mild_bonus
		add_legitimacy = legitimacy_mild_bonus
		ai_chance = {
			factor = 0.3
		}
 	}
}