Buxheim Charterhouse

Buxheim Charterhouse (German: Reichskartause Buxheim) was formerly a monastery of the Carthusians (in fact, the largest charterhouse in Germany) and is now a monastery of the Salesians. It is situated in Buxheim near Memmingen in Bavaria.

Imperial Charterhouse of Buxheim

Reichskartause Buxheim
1548–1802
Coat of arms
StatusImperial Abbey
CapitalBuxheim Charterhouse
GovernmentTheocracy
Historical eraMiddle Ages
 Charterhouse founded
10th century
 Donated to Carthusians
1402 1548
 Looted and abandoned
    during German
    Peasants' War


1524–25
 Occupied by Memmingen
    during Schmalkaldic War

1546–47
 Granted immediacy from
    Charles V at Augsburg

1548
 Secularised to Ostein
1802
 Ostein inherited by
    Bassenheim

1809
Preceded by
Succeeded by
Memmingen
County of Ostein
Today part of Germany

History

The estate of Buxheim belonged from the mid-10th century to the chapter of Augsburg Cathedral, who in about 1100 founded a house of canons here, dedicated to Our Dear Lady.

In 1402 however, after a long period of decline, in an extreme move to preserve it the then provost, Heinrich von Ellerbach, gave the establishment to the Carthusians, a move which proved extremely successful in reviving Buxheim both spiritually and economically. Its wealth however drew the hostile attentions of the nearby city of Memmingen, which occupied it in 1546 during the Reformation, and impounded its property. Prior Dietrich Loher was able however by skilful diplomacy to obtain the favour of Emperor Charles V, and in 1548 the monastery was declared reichsfrei, and thus independent of all territorial authority save that of the Emperor himself, under whose protection it stood; it was the only charterhouse (Reichskartause) in Germany ever to be granted that status.

It was dissolved in the secularisation of 1802, when ownership passed first to the Counts of Ostein, who allowed the community to remain, and then in 1809 by inheritance to the Counts Waldbott von Bassenheim, who from 1812 used the premises as a castle. In 1916 the state took over the buildings, which in 1926 were acquired by the Salesians.

Buildings

Parts of the monastery buildings were refurbished by Dominikus Zimmermann in the Rococo style: the monastic church, St. Anne's chapel in the cloisters, and also the nearby parish church. As a masterpiece of Baroque carving, the almost entirely complete choir stalls in the chapel with their rich ornament and figurative decoration, known as the Buxheim Carvings.

The Buxheim Carvings

Created between 1687 and 1691 by the Tyrolean sculptor and woodcarver Ignaz Waibl, are of international significance. The carvings have an interesting history, having been sold to a Governor of the Bank of England and subsequently installed in St. Saviour's Hospital, Osnaburgh Street, London, whilst that property was the main apostolic work of the Community of the Epiphany, an order of Anglican nuns. The sisters later withdrew to Cornwall and their work was taken over by another Anglican order, the Community of the Presentation. In 1960 the sisters relocated to their other convent at Hythe, Kent, taking the carvings with them. The community dwindled in size and was forced to hand the hospital over to a charitable trust. The sisters decided to return the carvings to Buxheim, which was finally achieved in the early 1980s. the Reverend Mother of the Presentation sisters attended a special repatriation ceremony, and was awarded the Freedom of the City of Buxheim, only the second person ever to receive that honour.[1]

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gollark: Also monads, which are burritos, oranges in a radioactive spacesuit, and also `Monad m => (a -> m b) -> m a -> m b`.
gollark: I find it very hard to reason about code which frequently ends up chopping up infinite lists.
gollark: Haskell code is very confusing because of its crazy use of abstraction everywhere, somewhat alien (but nice and clean) syntax, and the whole lazy evaluation thing.
gollark: ```haskellprimes = filterPrime [2..] where filterPrime (p:xs) = p : filterPrime [x | x <- xs, x `mod` p /= 0]````primes` here has been defined as the infinite list of all prime numbers.

References

  1. See full history by Bruce Tait in Hythe Civic Society Newsletter, edition 153 (2010).

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