HM George I's 13-Great Grandfather. HRE Ferdinand I's 9-Great Grandfather. U.S. President's 17-Great Grandfather. PM Churchill's 21-Great Grandfather. HM Margrethe II's 21-Great Grandfather. Gen. Pierpont Hamilton's 22-Great Grandfather. Otto von Bismarck's 18-Great Grandfather. `Red Baron' Richthofen's 18-Great Grandfather. `Osawatomie' Brown's 20-Great Grandfather. Poss. Jamie's 22-Great Grandfather.
| ________ | ________ | ________ | ________ | _______ | _______ | _______ | _______ | ______ | _____ | _____ |
|
| | | | | / | -- Baldwin VI (I of HAINAUT) de MONS + | ==&=> [ 255 ,HG,&]
|
| | | | / | -- Baldwin (Baudouin) II (Count) de HAINAULT
|
| | | | / | \ | -- prob. Richilde von EGISHEIM + | ==&=> [ 255 ,H,&]
|
| | | / | -- Baldwin (Baudouin) III (Count) de HAINAULT
|
| | | / | \ | -- Ida (Alix) of LOVAINE (LOUVAIN; LORRAINE) + | ==&=> [ 255 ,GC,tm,&]
|
| | / | -- Baldwin IV (Count) of HAINAULT (1108 - 1171)
|
| | / | \ | -- Yolande de GUELDERS + | ==&=> [ 255 ,gc,rvtm,&]
|
| / | -- Baldwin V (Count) of HAINAUT (1150 - 1195)
|
| | | \ | | / | -- Albert (Adalbert) III (Count) de NAMUR + | ====> [ 255 ,gc,tm,&]
|
| | | | | / | -- Godfrey I (Godefroid) (Count) de NAMUR
|
| | | | | / | \ | -- Ida von SACHSEN (of SAXONY) + | ====> [ 255 ,gc,tm,&]
|
| | | \ | -- Alice (Adelheid? Elvide?) de NAMUR
|
| / | | \ | -- Ermesinde (I; Heiress) de LUXEMBURG + | ==&=> [ 255 ,gC,tmD,&]
|
| - Baldwin VI (Count) of HAINAUT
|
| \ | | / | -- Thierry II (Duke) of LORRAINE (ALSACE) + | ==&=> [ 255 ,GC,tm,&]
|
| | | / | -- Thierry of LORRAINE (Count) of FLANDERS
|
| | | / | \ | -- Gertrude (Heiress) of FLANDERS + | ==&=> [ 255 ,HG,&]
|
| \ | -- Marguerite (Margarethe) I (Countess) of FLANDERS
|
| | \ | / | -- Foulques (Fulk) V (9th Count) de ANJOU + | ==&=> [ 255 ,gC,tmY,&]
|
| | \ | -- Sybil (Sibilla Sibylle) d' ANJOU
|
| | | \ | / | -- Elias I (Helius Helias) (Count) de MAINE + | ==&=> [ 255 ,gC,&]
|
| | | \ | -- Ermengarde (Erembourge Ermengard) du MAINE
|
| | | | \ | -- Matilde (Mahaut) de CHATEAU-DU-LOIRE + | ==&=> [ 255 ,gC,tmXY,&]
|
| |