Bertha Ida Bigler

Female 1876 - 1940  (64 years)


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Generation: 1

  1. 1.  Bertha Ida Bigler was born on 5 Feb 1876 in Philadelphia, Philadelphia County, Pennsylvania, USA; died on 23 Nov 1940.

    Bertha married Adam Conrad Hoelzle in 1901. Adam was born on 19 Aug 1877; died on 13 May 1918 in Philadelphia, Philadelphia County, Pennsylvania, USA. [Group Sheet] [Family Chart]

    Children:
    1. 2. Bertha Rose Hoelzle  Descendancy chart to this point was born on 5 Jan 1902; died on 8 Dec 1923 in Philadelphia, Philadelphia County, Pennsylvania, USA.
    2. 3. Frank Adam Hoelzle  Descendancy chart to this point was born on 23 Feb 1904 in Philadelphia, Philadelphia County, Pennsylvania, USA; died on 4 Jan 1976 in Florida, USA.
    3. 4. Gertrude Hoelzle  Descendancy chart to this point was born on 3 May 1907 in Philadelphia, Philadelphia County, Pennsylvania, USA; died on 28 May 1964 in Philadelphia, Philadelphia County, Pennsylvania, USA.


Generation: 2

  1. 2.  Bertha Rose Hoelzle Descendancy chart to this point (1.Bertha1) was born on 5 Jan 1902; died on 8 Dec 1923 in Philadelphia, Philadelphia County, Pennsylvania, USA.

  2. 3.  Frank Adam Hoelzle Descendancy chart to this point (1.Bertha1) was born on 23 Feb 1904 in Philadelphia, Philadelphia County, Pennsylvania, USA; died on 4 Jan 1976 in Florida, USA.

    Family/Spouse: Lydia M. Reilly. [Group Sheet] [Family Chart]

    Children:
    1. 5. Frank Arthur Hoelzle  Descendancy chart to this point
    2. 6. Doris Hoelzle  Descendancy chart to this point

  3. 4.  Gertrude Hoelzle Descendancy chart to this point (1.Bertha1) was born on 3 May 1907 in Philadelphia, Philadelphia County, Pennsylvania, USA; died on 28 May 1964 in Philadelphia, Philadelphia County, Pennsylvania, USA.

    Gertrude married Arthur Brand Price in 1925 in Philadelphia, Philadelphia County, Pennsylvania, USA. [Group Sheet] [Family Chart]



Generation: 3

  1. 5.  Frank Arthur Hoelzle Descendancy chart to this point (3.Frank2, 1.Bertha1)

  2. 6.  Doris Hoelzle Descendancy chart to this point (3.Frank2, 1.Bertha1)