Chris & Julie Petersen's Genealogy
Anna Eva
(
= Descendancy chart to this point,
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- 1 Anna Eva [1] d. Bef 1778
Francis Saltz b. Abt 1688 d. Aft 28 Apr 1784
- 2 Saltz [1.1]
- + McCready
- + McCready
- 2 Maria Sophia Saltz [1.2]
b. Abt 1731 d. Bef 1804
Philip Frederick b. 26 Aug 1734 d. From 7 May 1804 to 6 Nov 1804
- 3 Francis or Frans Frederick [1.2.1]
b. 26 Aug 1753 d. Aft 1833
Susanna Cosaadt or Cossart c. 6 Jun 1742
- 4 Philip Frederick [1.2.1.1]
b. Abt 1776 d. Aft 1830
[ =>] - 4 Catharina Frederick [1.2.1.2]
b. 27 Jun 1785
- 4 Frederick [1.2.1.3]
b. From 1790 to 1800
- 4 Frederick [1.2.1.4]
b. From 1790 to 1800
- 4 Philip Frederick [1.2.1.1]
- 3 Hannah Maria Frederick [1.2.2]
c. 21 Jan 1755
- 3 Eva Frederick [1.2.3]
b. 8 Aug 1756 d. 1 Nov 1830
- + Cornelius Van Horne b. 10 May 1745 d. 6 Feb 1823
- + Cornelius Van Horne b. 10 May 1745 d. 6 Feb 1823
- 3 Margaret Frederick [1.2.4]
b. 9 Oct 1758 d. 17 Jul 1842
- + Michael Marlatt b. 19 Jun 1759 d. 4 Jul 1837
- + Michael Marlatt b. 19 Jun 1759 d. 4 Jul 1837
- 3 Magdalena or Lanoah or Lena Frederick [1.2.5]
b. 11 Jun 1760 d. 30 Jul 1840
- + Abraham or Abram Brittain or Britton b. 10 Jul 1764 d. 21 May 1824
- + Abraham or Abram Brittain or Britton b. 10 Jul 1764 d. 21 May 1824
- 3 Maria Magdalena Frederick [1.2.6]
c. 13 Sep 1761 d. Abt 1845
- + Thomas Van Horne b. 14 May 1748 d. 26 Feb 1841
- + Thomas Van Horne b. 14 May 1748 d. 26 Feb 1841
- 3 Peter Frederick [1.2.7]
- + Elizabeth Marlet or Marlat b. Bef 1760
- + Elizabeth Marlet or Marlat b. Bef 1760
- 3 Catrina or Caterina or Catharina Frederick [1.2.8]
b. 13 May 1764
- 3 Elizabeth Frederick [1.2.9]
b. Abt 1765
- 3 Sophia Frederick [1.2.10]
b. 12 Sep 1766 d. 18 Jun 1861
- + John Caine b. 10 Dec 1762 d. 7 Jun 1840
- + John Caine b. 10 Dec 1762 d. 7 Jun 1840
- 3 Francis or Frans Frederick [1.2.1]
- 2 Elizabeth or Elinor Saltz [1.3]
b. Abt 1732 d. Bef 1787
- + George Young or Jung b. Abt 1728 d. From 24 Feb 1820 to 5 Jun 1820
- + George Young or Jung b. Abt 1728 d. From 24 Feb 1820 to 5 Jun 1820
- 2 Anna Eva Saltz [1.4]
- 2 Saltz [1.1]
