Bassett Family Association Database

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Amos Glover Bassett

Male 1810 -

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Generation: 1

  1. 1.  Amos Glover Bassett was born on 25 May 1810.

    Family/Spouse: Eliza Hull. Eliza (daughter of Alfred Hull and Sarah Lum) died on 10 Sep 1857. [Group Sheet] [Family Chart]

    Children:
    1. 2. Fannie Hull Bassett  Descendancy chart to this point
    2. 3. Bassett  Descendancy chart to this point
    3. 4. Harriett Bassett  Descendancy chart to this point was born in 1833; died on 16 Feb 1839.


Generation: 2

  1. 2.  Fannie Hull Bassett Descendancy chart to this point (1.Amos1)

    Fannie married Judge James G. Haswell in Nov 1859 in Seymour, New Haven County, Connecticut. James was born in Kentucky. [Group Sheet] [Family Chart]

    Children:
    1. 5. Hattie E. Haswell  Descendancy chart to this point
    2. 6. Linnie Haswell  Descendancy chart to this point
    3. 7. John P. Haswell  Descendancy chart to this point
    4. 8. Wilbur C. Haswell  Descendancy chart to this point
    5. 9. Fred Haswell  Descendancy chart to this point
    6. 10. Haswell  Descendancy chart to this point
    7. 11. Haswell  Descendancy chart to this point
    8. 12. Haswell  Descendancy chart to this point

  2. 3.  Bassett Descendancy chart to this point (1.Amos1)

  3. 4.  Harriett Bassett Descendancy chart to this point (1.Amos1) was born in 1833; died on 16 Feb 1839.


Generation: 3

  1. 5.  Hattie E. Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

    Family/Spouse: Edward A. Richard. [Group Sheet] [Family Chart]


  2. 6.  Linnie Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

  3. 7.  John P. Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

  4. 8.  Wilbur C. Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

  5. 9.  Fred Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

  6. 10.  Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

  7. 11.  Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)

  8. 12.  Haswell Descendancy chart to this point (2.Fannie2, 1.Amos1)


 

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