Duc D'orlans

Duke of Orlans is one of the most important titles in the French peerage, dating back at least to the 14th century. It was attributed always to princes of the Royal Family and was thus a junior branch of the ruling house. Very often in French History, the Duke of Orlans had an important political role. The Orlans came to the throne with Louis XII (15th century) and Louis-Philippe (19th century). The descendents of the family are the current pretenders to the French throne, and the title has been used by several members of the House.

Dukes of Orlans, first creation (1344)

Dukes of Orlans, second creation (1392)

Dukes of Orlans of the House of Valois-Angoulme

Dukes of Orlans, third creation (1540)

Dukes of Orlans of the House of Valois-Angoulme (continued)

Dukes of Orlans of the House of Bourbon

Dukes of Orlans, fourth creation (1626)

Dukes of Orlans, fifth creation (1661)

Dukes of Orlans of the House of Orlans

Note that in some sense, all heads of the House of Orlans since 1830 have been entitled to use of the title Duke of Orlans, whether or not they have done so.

Members of the Royal House of Orleans

See also

Orlans, duc d'

 

<< PreviousWord BrowserNext >>
7.1 people pile
handlebar
muhammad bin saud
christian castro
champagne socialist
abdul aziz bin muhammad bin saud
gimar montaz mautino
mohammad reza shajarian
husayn bin ali
yazid i
battle of karbala
fort mojave indian reservation
saud bin abdul aziz bin muhammad al saud
wire entanglement
central and western democratic power
university of lapland
jerry rice
abdullah bin saud
casimir pierre prier
polish navy
ern goldfinger
justice union
fresh air
weapons of mass deception
flight (military unit)
terry gross
the tavis smiley show
1 e5 u.s. dollars
black rosy finch
compulsive hoarding
district attorney
convention for the conservation of antarctic seals
al michaels
brown capped rosy finch
publicly traded
privately held
ray solomonoff
convention for the conservation of antarctic marine living resources
patricia trie
christian gmelin
subtropics
aluminium can
johann friedrich gmelin
algorithmic probability