Starkgenealogypages
Genealogy of the Stark family
First Name:  Last Name: 
[Advanced Search]  [Surnames]
NEILL, Roger Graham

NEILL, Roger Graham

Male 1933 - 1997  (63 years)


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

Generation: 1

  1. 1.  NEILL, Roger Graham was born on 23 Aug 1933 in Featherston, South Wairarapa, Wellington, New Zealand; died in 1997 in Whakatane, Bay of Plenty, New Zealand.

    Roger married HEASLIP, Marjorie Mavis on 4 Sep 1954 in Levin, Horowhenua, Manawatu-Wanganui, New Zealand. [Group Sheet] [Family Chart]

    Children:
    1. 2. NEILL, Living  Descendancy chart to this point
    2. 3. NEILL, Kay  Descendancy chart to this point
    3. 4. NEILL, Roy Edward  Descendancy chart to this point
    4. 5. NEILL, Timothy Graham  Descendancy chart to this point


Generation: 2

  1. 2.  NEILL, Living Descendancy chart to this point (1.Roger1)

    Family/Spouse: MORIARTY, Living. [Group Sheet] [Family Chart]

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

  2. 3.  NEILL, Kay Descendancy chart to this point (1.Roger1)

    Family/Spouse: MAHER. [Group Sheet] [Family Chart]

    Family/Spouse: TIDSWELL, Rhys Geoffrey. [Group Sheet] [Family Chart]

    Children:
    1. 7. TIDSWELL, Gareth  Descendancy chart to this point
    2. 8. TIDSWELL, Alice  Descendancy chart to this point
    3. 9. TIDSWELL, Philip  Descendancy chart to this point

  3. 4.  NEILL, Roy Edward Descendancy chart to this point (1.Roger1)

    Family/Spouse: MILANO. [Group Sheet] [Family Chart]


  4. 5.  NEILL, Timothy Graham Descendancy chart to this point (1.Roger1)

    Family/Spouse: LORRAINE. [Group Sheet] [Family Chart]



Generation: 3

  1. 6.  MORIARTY, Living Descendancy chart to this point (2.Living2, 1.Roger1)

  2. 7.  TIDSWELL, Gareth Descendancy chart to this point (3.Kay2, 1.Roger1)

  3. 8.  TIDSWELL, Alice Descendancy chart to this point (3.Kay2, 1.Roger1)

  4. 9.  TIDSWELL, Philip Descendancy chart to this point (3.Kay2, 1.Roger1)