government = theocracy
add_government_reform = leading_clergy_reform
technology_group = western
elector = yes
religion = catholic
primary_culture = hessian
capital = 80
fixed_capital = 80
1388.1.1 = {
  monarch = {
    name = "00000000000000000000"  # Werner von Falkenstein
    birth_date = 1355.1.1
    dip = 2
    adm = 0
    mil = 2
  }
}
1418.1.1 = {
  monarch = {
    name = "0000000000000000"  # Otto von Ziegenhain
    birth_date = 1380.1.1
    dip = 0
    adm = 2
    mil = 1
  }
}
1430.1.1 = {
  monarch = {
    name = "00000000000000000"  # Rhaban von Helmstadt
    birth_date = 1362.1.1
    dip = 3
    adm = 1
    mil = 1
  }
}
1438.6.27 = {
  monarch = {
    name = "000000000000"  # Jakob von Sirk
    birth_date = 1398.1.1
    dip = 2
    adm = 2
    mil = 2
  }
  clear_scripted_personalities = yes
  add_ruler_personality = charismatic_negotiator_personality
  add_ruler_personality = scholar_personality
}
1456.4.28 = {
  monarch = {
    name = "000 I 00000000"  # Johann I von Baden
    culture = swabian
    birth_date = 1434.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1503.2.9 = {
  monarch = {
    name = "0000 II 00000000"  # Jakob II von Baden
    culture = swabian
    birth_date = 1471.6.6
    dip = 2
    adm = 2
    mil = 2
  }
}
1511.4.27 = {
  monarch = {
    name = "000000000000000"  # Richard Grieffenklau
    birth_date = 1467.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1531.3.15 = {
  monarch = {
    name = "00000000000000000"  # Johann von Melzenhausen
    birth_date = 1492.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1540.7.22 = {
  monarch = {
    name = "000 IV 00000000"  # Johann IV von Hagen
    birth_date = 1492.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1547.3.27 = {
  monarch = {
    name = "000 V 00000000000"  # Johann V von Isenburg
    birth_date = 1507.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1556.2.8 = {
  monarch = {
    name = "000 VI 00000000000"  # Johann VI von der Leyen
    birth_date = 1510.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1567.2.8 = {
  monarch = {
    name = "0000 III 0000000"  # Jakob III von Eltz
    birth_date = 1510.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1581.6.4 = {
  monarch = {
    name = "0000000000000000"  # Johann von Schnenberg
    birth_date = 1525.1.1
    dip = 2
    adm = 2
    mil = 2
  }
}
1599.5.1 = {
  monarch = {
    name = "000000000000000"  # Lothar von Metternich
    birth_date = 1551.8.31
    dip = 2
    adm = 2
    mil = 2
  }
}
1609.8.10 = {
  join_league = catholic
}
1623.9.7 = {
  monarch = {
    name = "000000000000000"  # Philipp von Sttern
    birth_date = 1567.12.11
    dip = 2
    adm = 2
    mil = 2
  }
}
1652.2.7 = {
  monarch = {
    name = "00000000000000000000"  # Karl Kaspar von der Leyen
    birth_date = 1618.12.18
    dip = 2
    adm = 2
    mil = 2
  }
}
1676.6.1 = {
  monarch = {
    name = "000 VIII 000000000"  # Johann VIII von Osbeck
    birth_date = 1632.1.13
    dip = 2
    adm = 2
    mil = 2
  }
}
1711.1.6 = {
  monarch = {
    name = "000000000000000"  # Karl von Lothringen
    culture = austrian
    birth_date = 1680.11.24
    dip = 2
    adm = 2
    mil = 2
  }
}
1714.12.4 = {
  monarch = {
    name = "000000000000000000000"  # Franz Ludwig von Neuburg
    culture = bavarian
    birth_date = 1664.7.18
    dip = 2
    adm = 2
    mil = 2
  }
}
1729.4.7 = {
  monarch = {
    name = "000000000000000000000"  # Franz Georg von Schnborn
    birth_date = 1682.6.15
    dip = 2
    adm = 2
    mil = 2
  }
}
1756.1.18 = {
  monarch = {
    name = "0000000000000000"  # Johann von Walderdorf
    birth_date = 1701.5.24
    dip = 2
    adm = 2
    mil = 2
  }
}
1768.1.12 = {
  monarch = {
    name = "00000000000000"  # Klemens von Sachsen
    culture = saxon
    birth_date = 1739.9.28
    dip = 2
    adm = 2
    mil = 2
  }
}
1797.10.17 = {
  elector = no
}