Anacreontic Society

http://dbpedia.org/resource/Anacreontic_Society an entity of type: WikicatMusicOrganizations

The Anacreontic Society was a popular gentlemen's club of amateur musicians in London founded in the mid-18th century. These barristers, doctors, and other professional men named their club after the Greek court poet Anacreon, who lived in the 6th century B.C. and whose poems, "anacreontics", were used to entertain patrons in Teos and Athens. Dubbed "the convivial bard of Greece", Anacreon's songs often celebrated women, wine, and entertaining. rdf:langString
rdf:langString Anacreontic Society
xsd:float 51.51244354248047
xsd:float -0.1141055524349213
xsd:integer 1578779
xsd:integer 1101593147
xsd:string 51.51244166666667 -0.11410555555555556
rdf:langString The Anacreontic Society was a popular gentlemen's club of amateur musicians in London founded in the mid-18th century. These barristers, doctors, and other professional men named their club after the Greek court poet Anacreon, who lived in the 6th century B.C. and whose poems, "anacreontics", were used to entertain patrons in Teos and Athens. Dubbed "the convivial bard of Greece", Anacreon's songs often celebrated women, wine, and entertaining. While the society's membership, one observer noted, was dedicated to "wit, harmony, and the god of wine", their primary goal (beyond companionship and talk) was to promote an interest in music. The society presented regular concerts of music, and included among their guests such important musicians as Joseph Haydn, who was the special guest at their concert in January 1791. There is also evidence of an Anacreontic Society having existed at St Andrews University in the late 18th century in much the same vein as the Anacreontic Society of London. However, due to the club's informal nature, detailed accounts of the group are sparse. The collection of the Irish Anacreontic Society, active in Dublin from 1740 to 1865, is among the special collections of the Royal Irish Academy of Music.
xsd:nonNegativeInteger 7448
<Geometry> POINT(-0.11410555243492 51.51244354248)

data from the linked data cloud