Philippine de Luxembourg (1252-6 April 1311)

Same as
Additional names
Parents
Father:1Henri V "le Blond" (1216/17-24 December 1281), Comte de Luxembourg
Mother:2Marguerite de Bar (-23 November 1273)
Spouses and relationship events
Married:3probably 1265Jean II (1247-22 August 1304), Comte de Hainaut
Children
Children with Jean II:
Jean de Hainaut (-11 July 1302), Graaf van Oostrevant4
Henri de Hainaut (-1303), Canon in Cambrai5
Marguerite de Hainaut (-19 October 1342)6
Alix de Hainaut (-26 October 1317)7
Isabelle de Hainaut (-after 12 December 1305)8
Jeanne de Hainaut (-), Nun at Fontenelles9
Waleran de Hainaut (-)10
Simon de Hainaut (-)11
Mathilde de Hainaut (-), Abbess of Nivelles12
Guillaume III "le Bon" (1280-7 June 1337), Comte de Hainaut13
Marie de Hainaut (1280-September 1354)14
Jean de Hainaut (1288-11 March 1356), Seigneur de Beaumont15
Attributes
Events
Born:161252
Died:176 April 1311
Personal Info
Groups
Issues

Sources

1 Charles Cawley, Medieval Lands - version 4 (http://fmg.ac/Projects/MedLands/CONTENTS.htm : ), Luxembourg, Salm.
2 Ibid
3 Charles Cawley, Medieval Lands - version 4 (http://fmg.ac/Projects/MedLands/CONTENTS.htm : ), Hainaut.
4 Ibid
5 Ibid
6 Ibid
7 Ibid
8 Ibid
9 Ibid
10 Ibid
11 Ibid
12 Ibid
13 Ibid
14 Ibid
15 Ibid
16 Ibid
17 Ibid
certainlyThe information is supported by primary sources.
probablyThe information is supported by secondary sources which is most likely based on primary sources.
possiblyIt is unclear if the secondary source cited is based on primary sources, or the information is an assumption well supported by other evidence.
likelyThe information is only found in secondary sources with questioned quality, or there is a reason to suspect the information is wrong. Or the information is a likely assumption based on other evidence.
apparentlyThe information is doubtful and poorly documented, but still most likely correct.
perhapsThe information might be correct or it might be wrong. It is not supported by any trustworthy sources. It might me an assumption.
disprovedThe information is proven to be wrong.