government = despotic_monarchy
aristocracy_plutocracy = -4
centralization_decentralization = 2
innovative_narrowminded = 2
mercantilism_freetrade = 0
offensive_defensive = -1
land_naval = 2
quality_quantity = 3
serfdom_freesubjects = -3
technology_group = chinese
religion = animism
primary_culture = japanese
capital = 1015	# Shuri


#Kings of Ryukyu (Chuzan/Zhongshan) 
#Japanese form of names given
1395.1.1 = {
	monarch = {
		name = "Bunei"
		dynasty = "Satto"
		adm = 3
		dip = 6
		mil = 4
	}
}

1400.1.1 = {
	monarch = {
		name = "Sho Shisho"
		dynasty = "Sho"
		adm = 4
		dip = 5
		mil = 5
	}
}

1400.1.1 = {
	heir = {
		name = "Sho Hashi"
		monarch_name = "Sho Hashi"
		dynasty = "Sho"
		birth_Date = 1400.1.1
		death_Date = 1440.1.1
		claim = 95
		adm = 6
		dip = 3
		mil = 3
	}
}

1421.1.1 = {
	monarch = {
		name = "Sho Hashi"
		dynasty = "Sho"
		adm = 6
		dip = 3
		mil = 3
	}
}

1421.1.1 = {
	heir = {
		name = "Sho Chu"
		monarch_name = "Sho Chu"
		dynasty = "Sho"
		birth_Date = 1420.1.1
		death_Date = 1445.1.1
		claim = 95
		adm = 5
		dip = 4
		mil = 5
	}
}

1440.1.1 = {
	monarch = {
		name = "Sho Chu"
		dynasty = "Sho"
		adm = 5
		dip = 4
		mil = 5
	}
}

1445.1.1 = {
	monarch = {
		name = "Sho Shitatsu"
		dynasty = "Sho"
		adm = 6
		dip = 3
		mil = 4
	}
}

1450.1.1 = {
	monarch = {
		name = "Sho Kimpuku"
		dynasty = "Sho"
		adm = 4
		dip = 5
		mil = 6
	}
}

1452.1.1 = {
	monarch = {
		name = "Sho Taikyu"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1452.1.1 = {
	heir = {
		name = "Sho Toku"
		monarch_name = "Sho Toku"
		dynasty = "Sho"
		birth_Date = 1452.1.1
		death_Date = 1469.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1460.1.1 = {
	monarch = {
		name = "Sho Toku"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1460.1.1 = {
	heir = {
		name = "Sho En"
		monarch_name = "Sho En"
		dynasty = "Sho"
		birth_Date = 1460.1.1
		death_Date = 1477.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1469.1.1 = {
	monarch = {
		name = "Sho En"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1469.1.1 = {
	heir = {
		name = "Sho Sen-i"
		monarch_name = "Sho Sen-i"
		dynasty = "Sho"
		birth_Date = 1450.1.1
		death_Date = 1477.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1477.1.1 = {
	monarch = {
		name = "Sho Sen-i"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1477.7.1 = {
	monarch = {
		name = "Sho Shin"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1477.7.1 = {
	heir = {
		name = "Sho Sei"
		monarch_name = "Sho Sei"
		dynasty = "Sho"
		birth_Date = 1477.1.1
		death_Date = 1556.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1526.1.1 = {
	monarch = {
		name = "Sho Sei"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1526.1.1 = {
	heir = {
		name = "Sho Gen"
		monarch_name = "Sho Gen"
		dynasty = "Sho"
		birth_Date = 1526.1.1
		death_date = 1571.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1556.1.1 = {
	monarch = {
		name = "Sho Gen"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1556.1.1 = {
	heir = {
		name = "Sho Yei"
		monarch_name = "Sho Yei"
		dynasty = "Sho"
		birth_Date = 1556.1.1
		death_date = 1588.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1571.1.1 = {
	monarch = {
		name = "Sho Yei"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1571.1.1 = {
	heir = {
		name = "Sho Nei"
		monarch_name = "Sho Nei"
		dynasty = "Sho"
		birth_date = 1571.1.1
		death_Date = 1621.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1588.1.1 = {
	monarch = {
		name = "Sho Nei"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1588.1.1 = {
	heir = {
		name = "Sho Ho"
		monarch_name = "Sho Ho"
		dynasty = "Sho"
		birth_Date = 1588.1.1
		death_date = 1648.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1621.1.1 = {
	monarch = {
		name = "Sho Ho"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1621.1.1 = {
	heir = {
		name = "Sho Shitsu"
		monarch_name = "Sho Shitsu"
		dynasty = "Sho"
		birth_Date = 1621.1.1
		death_date = 1669.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1624.1.1 = { religion = shinto }

1648.1.1 = {
	monarch = {
		name = "Sho Shitsu"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1648.1.1 = {
	heir = {
		name = "Sho Tei"
		monarch_name = "Sho Tei"
		dynasty = "Sho"
		birth_Date = 1640.1.1
		death_Date = 1710.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1669.1.1 = {
	monarch = {
		name = "Sho Tei"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1669.1.1 = {
	heir = {
		name = "Sho Yeki"
		monarch_name = "Sho Yeki"
		dynasty = "Sho"
		birth_Date = 1669.1.1
		death_date = 1716.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1710.1.1 = {
	monarch = {
		name = "Sho Yeki"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1710.1.1 = {
	heir = {
		name = "Sho Kei"
		monarch_name = "Sho Kei"
		dynasty = "Sho"
		birth_Date = 1710.1.1
		death_Date = 1751.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1716.1.1 = {
	monarch = {
		name = "Sho Kei"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1716.1.1 = {
	heir = {
		name = "Sho Boku"
		monarch_name = "Sho Boku"
		dynasty = "Sho"
		birth_Date = 1716.1.1
		death_date = 1796.1.1
		claim = 95
		adm = 5
		dip = 5
		mil = 5
	}
}

1751.1.1 = {
	monarch = {
		name = "Sho Boku"
		dynasty = "Sho"
		adm = 5
		dip = 5
		mil = 5
	}
}

1751.1.1 = {
	heir = {
		name = "Sho On"
		monarch_name = "Sho On"
		dynasty = "Sho"
		birth_Date = 1751.1.1
		death_Date = 1803.1.1
		claim = 95
		adm = 4
		dip = 6
		mil = 4
	}
}

1796.1.1 = {
	monarch = {
		name = "Sho On"
		dynasty = "Sho"
		adm = 4
		dip = 6
		mil = 6
	}
}

1796.1.1 = {
	heir = {
		name = "Sho Sei"
		monarch_name = "Sho Sei"
		dynasty = "Sho"
		birth_Date = 1796.1.1
		death_Date = 1804.1.1
		claim = 95
		adm = 6
		dip = 5
		mil = 4
	}
}

1803.1.1 = {
	monarch = {
		name = "Sho Sei"
		dynasty = "Sho"
		adm = 6
		dip = 5
		mil = 4
	}
}

1803.1.1 = {
	heir = {
		name = "Sho Ko"
		monarch_name = "Sho Ko"
		dynasty = "Sho"
		birth_Date = 1790.1.1
		death_Date = 1828.1.1
		claim = 95
		adm = 5
		dip = 4
		mil = 4
	}
}

1804.1.1 = {
	monarch = {
		name = "Sho Ko"
		dynasty = "Sho"
		adm = 5
		dip = 4
		mil = 4
	}
}
