HM George I's 11-Great Grandfather. U.S. President [BUREN]'s 17-Great Grandfather. Lady Diana's 19-Great Grandfather. PM Cameron's 21-Great Grandfather. HRH Albert II's 18-Great Grandfather. Louis XVII's 15-Great Grandfather. HM Margrethe II's 18-Great Grandfather.
________ | ________ | ________ | ________ | _______ | _______ | _______ | _______ | ______ | _____ | _____ |
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| | | | / | -- poss. Hendrik van HORN + | ====> [ 1]
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| | | | / | | / or: prob. Conrad von HORN
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| | | / | -- Wilhelm I von HORN (? - 1237??)
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| | / | -- Wilhelm II von HORN (? - 1240?)
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| | / | \ | -- Marie von LOOZ-CORSWAREN
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| / | -- Wilhelm III von HORN (1215? - 1265)
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| | | \ | -- Margarethe von MOEMPELGARD
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| / | | | / OR: poss. Margaretha (Heilwig) van ALTENA + | ==&=> [ 255 ,hGC,r,&]
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/ | -- Wilhelm IV von HORN (1248? - 1300)
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| | \ | | / | -- Heinrich III (von) ARBERG + | ==&=> [ 255 ,C,ptm,&]
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| | | | | / | | / OR: Heinrich III von ARBERG + | ==&=> [ 255 ,C,ptm,&]
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| | | | / | -- Gerhard (II) von ARBERG (? - by 1287)
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| | | | | | \ | / or: prob. not Heinrich von WILDENBURG (Gerhard's brother)
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| | | | / | \ | -- Mechtild van NEUENAHR (1179? - 1263?)
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| | \ | -- Heilwig von ARBERG
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| | | \ | / or: poss. Agnes van GRIMBERGEN-PERWEZ
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| | | | | / or: poss. Heilwich van WICKRATH
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| | | | | / OR: prob. Heilwig von HOLTE + | &&&> [ 255 ,HG,RvT,&]
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/ | | \ | -- Mechtild von HOLTE + | &&&> [ 255 ,HG,RvT,&]
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- Gerhard I von HORN
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\ | | / | -- Wilhelm (Count) of PERWEYS + | ==&=> [ 255 ,hGC,v,&]
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| | / | -- Gottfried (Count) of PERWEYS-LOWEN (1219? - 1257)
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| | / | \ | -- Marie (Princess) of ORBAIS + | ==&=> [ 255 ,HG,rv,&]
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\ | -- Agnes van PERWEZ (? - 1292?)
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| \ | / OR: poss. Margarethe von LOOS & Chiney + | &&&> [ 255 ,HaG,rv,&]
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| | | / or: Agnes of BORN
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| | | / | -- Gerhard IV BERTHOUT (Heer) van GRIMBERGHE + | ==&=> [ 255 ,Hg,D,&]
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| | | / | | / or: Walther BERTHOUT (Gerhard's brother)
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| \ | -- Alice (Princess) of BERTHOUT-NIENHOFEN (? - 1250)
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| | \ | / | -- prob. Diederik III (VI; Heer) van BEVEREN + | ==&=> [ 255 ,gC,tm,&]
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| | \ | -- Agnes van BEVEREN
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| | | \ | -- prob. Ade de COUCY + | ==&=> [ 255 ,HG,Rv,&]
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