WebbFamily
A BRANCH OF A WEBB FAMILY
First Name:  Last Name: 
[Advanced Search]  [Surnames]

WEBB Norman Harold

Male 1917 - 1995  (77 years)


Generations:      Standard    |    Compact    |    Vertical    |    Text    |    Register    |    Tables

Generation: 1

  1. 1.  WEBB Norman Harold was born on 12 Dec 1917 in Auckland; died on 29 Jun 1995.

    Norman married O'DONNELL Hazel Olive in 1942. Hazel was born in 1922 in Owhango; died on 22 Mar 1995 in Hamilton. [Group Sheet] [Family Chart]

    Children:
    1. 2. WEBB Dexter Norman  Descendancy chart to this point was born in 1943 in Owhango; died on 25 Sep 1966 in Wellington.
    2. 3. Living  Descendancy chart to this point
    3. 4. Living  Descendancy chart to this point
    4. 5. Living  Descendancy chart to this point


Generation: 2

  1. 2.  WEBB Dexter Norman Descendancy chart to this point (1.Norman1) was born in 1943 in Owhango; died on 25 Sep 1966 in Wellington.

  2. 3.  Living Descendancy chart to this point (1.Norman1)

    Living married Living [Group Sheet] [Family Chart]

    Children:
    1. 6. Living  Descendancy chart to this point

    Living married Living [Group Sheet] [Family Chart]


  3. 4.  Living Descendancy chart to this point (1.Norman1)

    Living married Living [Group Sheet] [Family Chart]

    Living married Living [Group Sheet] [Family Chart]

    Children:
    1. 7. Living  Descendancy chart to this point
    2. 8. Living  Descendancy chart to this point

  4. 5.  Living Descendancy chart to this point (1.Norman1)

    Living married Living [Group Sheet] [Family Chart]

    Children:
    1. 9. Living  Descendancy chart to this point
    2. 10. Living  Descendancy chart to this point


Generation: 3

  1. 6.  Living Descendancy chart to this point (3.Living2, 1.Norman1)

  2. 7.  Living Descendancy chart to this point (4.Living2, 1.Norman1)

  3. 8.  Living Descendancy chart to this point (4.Living2, 1.Norman1)

  4. 9.  Living Descendancy chart to this point (5.Living2, 1.Norman1)

  5. 10.  Living Descendancy chart to this point (5.Living2, 1.Norman1)