Allsopp Genealogy

For researchers of all variants of the Allsopp family name.

ALSOP Arthur George

ALSOP Arthur George

Male 1877 - 1959  (82 years)


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

Generation: 1

  1. 1.  ALSOP Arthur George was born in 1877 in Frampton Cott, Gloucestershire, England; died on 27 Jul 1959 in England.

    Arthur married THORNELL Florence Caroline on 6 Apr 1901 in Coalpit Heath, England. Florence was born in 1881 in Frampton Cott, Gloucestershire, England; died on 1 Aug 1953 in England. [Group Sheet] [Family Chart]

    Children:
    1. 2. ALSOP Gilbert  Descendancy chart to this point and died.
    2. 3. ALSOP Frederick Arthur James  Descendancy chart to this point was born in 1902 in Coalpit Heath, England; died on 25 Sep 1963.
    3. 4. ALSOP Hilda Florence  Descendancy chart to this point was born in 1904; and died.
    4. 5. ALSOP Arthur Reginald  Descendancy chart to this point was born in 1907; and died.


Generation: 2

  1. 2.  ALSOP Gilbert Descendancy chart to this point (1.Arthur1) and died.

    Gilbert married GREEN Catherine E. in 1936 in Walsall, Staffordshire, England. Catherine and died. [Group Sheet] [Family Chart]


  2. 3.  ALSOP Frederick Arthur James Descendancy chart to this point (1.Arthur1) was born in 1902 in Coalpit Heath, England; died on 25 Sep 1963.

    Family/Spouse: SMART Marjorie. Marjorie and died. [Group Sheet] [Family Chart]

    Children:
    1. 6. ALSOP Kathleen E.  Descendancy chart to this point
    2. 7. ALSOP Lionel F. A.  Descendancy chart to this point

  3. 4.  ALSOP Hilda Florence Descendancy chart to this point (1.Arthur1) was born in 1904; and died.

  4. 5.  ALSOP Arthur Reginald Descendancy chart to this point (1.Arthur1) was born in 1907; and died.

    Family/Spouse: Gladys. Gladys and died. [Group Sheet] [Family Chart]



Generation: 3

  1. 6.  ALSOP Kathleen E. Descendancy chart to this point (3.Frederick2, 1.Arthur1)

  2. 7.  ALSOP Lionel F. A. Descendancy chart to this point (3.Frederick2, 1.Arthur1)





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