Nielsen Hayden genealogy
John Medley
Abt 1702 - Bef 1749 (~ 47 years)(
= Descendancy chart to this point, 
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- 1 John Medley [1] b. Abt 1702 d. Bef 17 Feb 1749
- Elizabeth Meaken
- 2 Philip Medley [1.1] b. 19 Dec 1732 d. 2 Jul 1797
- Jane d. Abt 1767
- 3 John Medley [1.1.1] d. Between 21 Aug 1814 and 12 Dec 1814
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- 4 Thomas Medley [1.1.1.1] b. Oct 1785 d. 8 Oct 1855
- Alice Edelen b. 1790 d. 4 Aug 1872
- 5 Wiliam Medley [1.1.1.1.1] b. 1 Mar 1816 d. 6 Mar 1853
- Teresa Jane Osborne b. 15 Oct 1823 d. 19 Aug 1851
- 6 Louise Catherine Medley [1.1.1.1.1.1] b. 4 Nov 1846 d. 10 Dec 1923
- Aquilla Pius Blandford b. 23 Oct 1836 d. 14 Dec 1923
- 7 Georgia Ann Blandford [1.1.1.1.1.1.1] b. 6 Apr 1870 d. 20 Feb 1922
- James Henry Clark b. 3 Mar 1862 d. 24 Dec 1937
- 8 Mary Thelma Clark [1.1.1.1.1.1.1.1] b. 23 Feb 1906 d. 16 Aug 1963
- 8 Mary Thelma Clark [1.1.1.1.1.1.1.1]
- 7 Georgia Ann Blandford [1.1.1.1.1.1.1]
- 6 Sarah Medley [1.1.1.1.1.2] b. 8 Apr 1848 d. 18 Jun 1912
- Thomas Madison "Matt" Livers b. 11 Jan 1833 d. 28 Mar 1916
- 7 William Henry Lyvers [1.1.1.1.1.2.1] b. 3 Dec 1871 d. 23 Oct 1933
- + Anna Rosella Hayden b. 21 Sep 1875 d. 10 Jun 1949
- + Anna Rosella Hayden b. 21 Sep 1875 d. 10 Jun 1949
- 7 William Henry Lyvers [1.1.1.1.1.2.1]
- 6 George Edward Medley [1.1.1.1.1.3] b. 10 May 1850 d. 24 Dec 1910
- Anna Isabella Simms b. 28 Jun 1854 d. 30 Jul 1938
- 7 Thomas Aquinas Medley [1.1.1.1.1.3.1] b. 27 Aug 1876 d. 20 Aug 1940
- Florence Ellen Wathen b. 1 Apr 1881 d. 30 Sep 1943
- 8 Richard Nicholas Wathen Medley [1.1.1.1.1.3.1.1] b. 10 Aug 1906 d. 6 Mar 1980
- 8 Thomas Aquinas Medley [1.1.1.1.1.3.1.2] b. 13 Sep 1907
- 8 John Abell Medley [1.1.1.1.1.3.1.3] b. 2 Sep 1910
- 8 Benedict Francis Medley [1.1.1.1.1.3.1.4] b. 2 Sep 1912 d. 21 Mar 1990
- 8 Edwin Wathen Medley [1.1.1.1.1.3.1.5] b. 21 Oct 1915 d. 20 Jan 1953
- 8 Richard Nicholas Wathen Medley [1.1.1.1.1.3.1.1]
- 7 Thomas Aquinas Medley [1.1.1.1.1.3.1]
- 6 Louise Catherine Medley [1.1.1.1.1.1]
- 5 Wiliam Medley [1.1.1.1.1]
- 4 Thomas Medley [1.1.1.1]
- 3 John Medley [1.1.1]
- 2 Philip Medley [1.1]