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# Agnes ( b. Dresden, 7 January 1503 – d. Dresden, 16 April 1503 ).
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# and Agnes
# 1. around 1200: Gertrude of Merania ( 1185 – 8 September 1213 ), a daughter of Berthold IV, Duke of Merania and his wife, Agnes of Wettin
# Agnes ( 18 May 1281 – 10 June 1364, Königsfelden ), married in Vienna 13 February 1296 King Andrew III of Hungary.
# Agnes ( 1379 – 1401, Heidelberg ), married in Heidelberg shortly before March 1400 to Duke Adolph I of Cleves
# William, Count of Sully ( d. 1150 ), Count of Chartres married Agnes of Sulli ( d. aft 1104 ) and had issue.
# Agnes Elisabeth Lutyens ( 1906 – 1983 ); twice married, and had issue, one son and twin daughters by her first husband.
# Helen Agnes, who married Lawrence Ingham Baker, son of the former Liberal MP for Frome ; he was a Magistrate of Somerset.
# and b
# Maria Ludovika Auguste Fredericka Therese Franziska Johanna Aloysia Nepomucena Ignatia Anna Josepha Xaveria Franziska de Paula Barbara ( b. Dresden, 14 March 1795-d. Dresden, 25 April 1796 ).
# Maria Johanna Ludovica Anna Amalia Nepomucena Aloysia Ignatia Xaveria Josepha Franziska de Chantal Eva Apollonia Magdalena Crescentia Vincentia ( b. Dresden, 5 April 1798-d. Dresden, 30 October 1799 ).
# Katharina ( b. Meissen, 24 July 1468 – d. Göttingen, 10 February 1524 ), married firstly on 24 February 1484 in Innsbruck to Duke Sigismund of Austria, and secondly on 1497 to Duke Eric I of Brunswick-Calenberg.
# Frederick ( b. Torgau, 26 October 1474 – d. Rochlitz, 14 December 1510 ), Grand Master of the Teutonic Knights.
# As experiences occur in the life of the individual, they are either, a ) symbolized, perceived and organized into some relation to the self, b ) ignored because there is no perceived relationship to the self structure, c ) denied symbolization or given distorted symbolization because the experience is inconsistent with the structure of the self.
# a daughter, perhaps named Świętosława, perhaps identical to the legendary Sigrid the Haughty ( b. 968 / 72-d. ca.
# Associativity: If a * b and b * c are defined, then ( a * b ) * c and a * ( b * c ) are defined and equal.
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