Solms-Hohensolms-Lich

Solms-Hohensolms-Lich was at first a County and later Principality with Imperial immediacy in what is today the federal Land of Hessen, Germany.

County (Principality) of Solms-Hohensolms-Lich

Grafschaft (Fürstentum) Solms-Hohensolms-Lich
1718–1806
Coat of arms
StatusState of the Holy Roman Empire
CapitalLich
GovernmentPrincipality
Historical eraMiddle Ages
• Union of S-Hohensolms
    and Solms-Lich
1718
• Raised to principality
1792
• Mediatised to Austria,
    Hesse, Prussia and
    Württemberg
1806
Preceded by		Succeeded by
Solms-Hohensolms
Solms-Lich
Archduchy of Austria
Grand Duchy of Hesse
Kingdom of Prussia
Kingdom of Württemberg
The princely castle at Lich, Hesse

Grafschaft

The county was originally created in 1718 as a union of the counties of Solms-Hohensolms and Solms-Lich for Count Friedrich Wilhelm zu Solms-Hohensolms-Lich (1682-1744). It existed from 1718 until 1792.

Principality

It was raised to a Principality of the Holy Roman Empire in 1792 for Prince Karl Christian zu Solms-Hohensolms-Lich (1725-1803). Solms-Hohensolms-Lich was mediatised to Austria, Hesse-Darmstadt, Prussia and Württemberg in 1806. The House of Solms had its origins at Solms, Hesse. The Prince of Solms-Hohensolms-Lich still resides at Castle Lich in Lich.

Rulers of Solms-Hohensolms-Lich
Monument of Prince Ludwig zu Solms-Hohensolms-Lich outside Lich Castle

The House of Solms-Hohensolms-Lich is a Hessian princely family, and a line of the House of Solms-Braunfels. The House of Solms-Hohensolms-Lich originally were imperial counts, raised to the rank of Imperial Prince in 1792.

Counts of Solms-Hohensolms-Lich (1718–1792)[1]
  • Friedrich Wilhelm, Count 1718–44 (1682-1744)
    • Charles Christian, Count 1744–92 (1725-1803), created Reichsfürst 1792

Princes of Solms-Hohensolms-Lich (1792–present)

  • Charles Christian, 1st Prince 1792–1803 (1725-1803) ∞ 1759 Sophie Charlotte, Countess of Dohna-Schlobitten
    • Charles Louis Augustus, 2nd Prince 1803–1807 (1762-1807) - Mediatized in 1806; ∞ 1802 Henrietta Sophie, Countess of Bentheim-Steinfurt
      • Charles, 3rd Prince 1807-1824 (1803-1824)
      • Ludwig, 4th Prince 1824-1880 (1805-1880); ∞ 1829 Marie, princess of Isenburg-Büdingen
      • Prince Ferdinand (1806-1876)'
        • Hermann, 5th Prince 1880-1899 (1838-1899); Agnes, Countess of Stolberg-Wernigerode
          • Charles, 6th Prince 1899-1920 (1866-1920); ∞ 1894 Emma, Princess of Stolberg-Wernigerode
          • Reinhard Louis, 7th Prince 1920-1951 (1867-1951); ∞ 1898 Marka Clara, Countess of Solms-Sonnewalde
            • Hermann Otto, Hereditary Prince (1902-1940); ∞ 1933 Gertrud, Baroness of Werthern-Beichlingen
              • Philipp-Reinhard, 8th Prince 1951-2015 (1934-2015);[2] ∞ 1974 Marie, Countess Fouché d’Otrante
                • Carl-Christian, 9th Prince 2015–present (born 1975); ∞ 2009 Christina, Countess of Douglas-Langenstein
                  • Louis Clemens Jamal, Hereditary Prince (born 2008)
                • Prince Louis PhilHlip (born 1978)
                • Prince Frederik Sebastian (born 1987)
              • Prince Wilhelm (born 1937)
                • Prince Benedict (born 1965)
                • Prince Christian-Lucius (born 1974)
                  • Prince Maximilian
              • Prince Hermann Otto (born 1940)

References

  1. Marek, Miroslav. "solms/solms5.html". genealogy.euweb.cz.
  2. "Anzeige von Philipp Reinhard Fürst zu Solms-Hohensolms-Lich". mittelhessen-gedenkt.de. Retrieved 2016-11-27.
gollark: Mrmola's goals are beyond the understanding of us mortal beings/
gollark: What does mola have that data for?
gollark: OH NO IT STARTED AGAIN ÅAAAAA
gollark: > Someone in charge of the Discord bots here should write or extend a bot to replace a regex match to replace 0/0 or x/0 by UNDEFINED automatically. Something like re.replace([0-9]*/ 0, UNDEFINED , string) (simplified because I am lazy) , so MrMola can no longer type 0 / 0 and it's automatically shown as UNDEFINED :- )<@520480232738652161> Bots and moderators cannot, for extremely obvious reasons, edit other people's messages.
gollark: As opposed to partial ordering, where some pairs of elements can't be ordered.
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