tag:blogger.com,1999:blog-43218159415033785902024-03-19T03:01:08.999-07:00Four Generations GenealogyA Four Generations Photo says it all. Explore your family history with genealogist Jay Fonkert.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.comBlogger123125tag:blogger.com,1999:blog-4321815941503378590.post-51752548369204270252017-08-10T08:28:00.001-07:002017-08-10T15:39:41.089-07:00Fawkner-Faulconer DNA: Act TwoWas John C. Fawkner really a Faulconer? If so, his male straight-line descendants should have Y-DNA closely matching male straight-line Faulconer descendants. Act I featured MN-Fawkner and KY-Faulconer in a 46-marker Y-DNA duel. They matched on 42 of 43 reported markers, suggesting that they well may have descended from the same male ancestor.<br />
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A "denser" 67-marker test might be more definitive. If MN-Fawkner and KY-Faulconer fall out of match on several of the additional markers, the hypothesis that John C. Fawkner was a Faulconer might be negated. But, if the two men are still close matches, it would still hold water.<br />
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The spotlight is now on a 67-marker test from Family Tree DNA. The results: MN-Fawkner and KY-Faulconer matched on 63 of 67 markers; they had the same number of repeats on 63 of the 67 markers. They had a genetic distance of four -- that is, four mutation events would explain their differences.<br />
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Family Tree DNA offers a "TIP" report that gives probabilities that the two men have a common ancestor with certain numbers of generations. The MN-Fawkner v. KY-Faulconer TIP report gave a 35 percent probability that they had a common ancestor within five generations. At six generations, the odds improved to 47 percent. The statistics suggest that the common ancestor is most likely seven or more generations back, but five or six generations is not out of the question.<br />
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More markers might help. For a modest amount more money, Family Tree DNA offers a 111-marker test. If MN-Fawkner and KY-Faulconer match on the additional markers, the case for a common ancestor at five or six generations would improve.<br />
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The results were disappointing. They matched on only 39 of the next 44 markers, and the genetic distance between them soared to 11 because MN-Fawkner and KY-Faulconer were more than two repeats apart on a couple of markers. Family Tree DNA no longer included KY-Faulconer on MN-Fawkner's match list -- and <i>vice versa</i>. The case for John C. Fawkner being a Faulconer -- at least one closely related to the Fayette County, Kentucky, Faulconers -- seemed to have collapsed.<br />
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But, it just didn't seem right. Traditional research placed John C. Fawkner in close relationship to the Fayette County Faulconers. There is a surprise just around the corner. Stay tuned.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-29951526944127672962017-08-04T09:30:00.001-07:002017-08-04T09:30:42.966-07:00Fawkner-Faulconer Y-DNA: Act OneEnter stage left: MN-Fawkner, a living descendant of John C. Fawkner (abt 1777-1839).<br />
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Enter stage right: KY-Faulconer, a living descendant of Joseph Faulconer (1757-1833).<br />
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Joseph Faulconer married Frances Nelson September 1776 in Spotsylvania County, Virginia. The young couple went out to the Kentucky Bluegrass in late fall 1779 with Joseph's parents, John Faulconer and Joyce (Craig) Faulconer.<br />
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Documentary research places John C. Fawkner in close proximity to the Faulconers in Kentucky -- both socially and geographically. While no surviving record directly connects John C. Fawkner to either John or Joseph Faulconer, it is plausible that Fawkner really was a Faulconer -- possibly the son of either John or Joseph. If a close match were found between the Y-DNA of MN-Fawkner and KY-Fawkner, it would support a hypothesis that John C. Fawkner was closely related to John or Joseph Faulconer.<br />
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MN-Fawkner and KY-Faulconer are the oldest living generation in their male Y-DNA lines. In 2011, Family Tree DNA was marketing a 37-marker Y-DNA test and Ancestry was offering a 46-marker test. It can not be assumed that the 46-marker test was better than the 37-marker test because each tested a few markers that the other didn't. I asked both men, and they agreed, to submit a DNA sample to Ancestry.<br />
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Drum roll, please...<br />
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I was excited when the results came back. MN-Fawkner and KY-Faulkner matched on 42 of 43 reported markers. But, it was a 46-marker test, right? The test returned no results for three markers: DYS19b, DYS464e, and DYS464f. It turns out that these markers are rare; they occur only in certain populations.<br />
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You need to know just a little bit about DNA at this point. A "marker" refers to a specific location on the Y-chromosome. The spiraling strands of a DNA molecule are connected by strings of four "bases" -- adenine (A), guanine (G), thymine (T), and cytosine (C). "A" always pairs with "T," and "G" always pairs with "C." They combine into series that can be two to five bases long, and these series repeat. The key word here is "repeat." Y-DNA test results are reported as the number of times a particular series of bases repeats at a marker. Two same-surname men descended from the same straight-line male ancestor should have the same number of repeats on most markers. They may not match at a few markers because one (or possibly both) men have had mutations at a few markers.<br />
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So, 42 of 43 was pretty good. MN-Fawkner and KY-Faulconer differed on only DYS456. MN-Fawkner had 16 repeats; KY-Faulconer had only 15. The good news here is that DYS456 is a relatively fast-mutating marker. In other words, the one-repeat difference between the two men could be due to a mutation in a fairly recent generation.<br />
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" width="640" /><br />
I was pretty excited. But, then I heard that more markers were better. Family Tree DNA was offering a 67-marker test -- at a higher price, of course. Would it be worth it? Find out next week in Act Two.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-449419232042388832017-07-27T08:58:00.000-07:002017-07-27T08:58:00.383-07:00Fawkner DNA -- From the TopIt's time to blog again. Mostly for myself, as a way to get my otherwise jumbled thoughts better organized. But, if you're interested enough in Fawkners or the application of DNA to genealogy, you're more than welcome to tag along. I can't guarantee you'll learn a lot, but I'll be pleased if you do.<br />
<br />
Here's the deal. My wife is descended from John C. Fawkner, who, best as we know, was born in 1777. He was my wife's 3rd great-grandfather. About this there is no doubt. I can prove it with documentary evidence, but I'm not going to do that here. For the moment, the question is: who were the parents of John C. Fawkner?<br />
<br />
John C. Fawkner had children from four marriages before he died in 1839 in Hendricks County, Indiana. The research that discovered and documented these marriages was reported in my article in the <i>National Genealogical Society Quarterly</i> (September 2011, pp. 165-84). Though a good deal is known about his life, no record directly identifies John C. Fawkner's parents.<br />
<br />
However, several pieces of contemporary evidence place him in close proximity -- both geographically and socially -- with a Faulconer family in Fayette County, Kentucky, from the mid-1790s into the 1820s. Several variations of John C. Fawkner's name appear in the records -- Faulkner, Falconer, Forkner, etc. Might John C. Fawkner have been a member of the Fayette County Faulconer family?<br />
<br />
The idea that DNA might shed light on the problem resulted from an accidental encounter. While attending a Low Dutch Cousins reunion in Mercer County, Kentucky, in 2009, I met a Faulconer about my age who traced his ancestry back to John Faulconer, who came to Fayette County from Virginia in 1799. Again, the ancestry checks out, but I am not going to document Mr. Faulconer's descent here. The important thing at this point is that "KY-Faulconer" is a direct-line male descendant of the John Faulconer who settled in Kentucky. That is, barring any intervening mis-attributed paternity events, he should carry the Y-DNA of John Faulconer. Perhaps, slightly modified by a few mutations over several generations.<br />
<br />
This was good, but there was a problem. My wife can not have any Faulconer Y-DNA. In fact, she has no Y-DNA. Her father was a Tidball (deceased), so her two brothers also have no Faulconer Y-DNA. But, her father's second cousin -- "MN-Fawkner," a 2nd great-grandson of John C. Fawkner -- is still living. If John Fawkner was really a Faulconer, MN-Fawkner should still carry the Faulconer Y-DNA.<br />
<br />
This was good. I had two possibly related straight-line Faulconer/Fawkner descendants to test. Now, remember, Y-DNA was all the rage in 2011. Consumer-market autosomal DNA tests were in their infancy. The key for now was that, by going up my wife's family tree a few generations and then back done, I had found a living Fawkner male to test.<br />
<br />
The scene is set. The curtain goes up next week when I will unveil the first set of results.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com2tag:blogger.com,1999:blog-4321815941503378590.post-5805664751815020092017-01-26T14:37:00.000-08:002017-01-26T14:37:16.339-08:00Putting the Tidballs AwayIt's time to put the Tidballs away for awhile. Over the past six months, I have published 18 posts hitting just the highlights of the Minnesota Tidball family history. To quickly review...<br />
<ul>
<li> Thomas and John Tidball emigrated from Bristol, England, to Minnesota in the early 1880s. They spent a few years in southern Minnesota before sinking roots in northeastern Minnesota.</li>
<li>Thomas and John were sons of William Tidball, a brewery laborer in Bristol. They had a sister, Elizabeth, and a brother, Michael, but they have no known descendants in England.</li>
<li>William was born in 1822 just outside the southwest England farming village of Brushford, Somerset. His parents were Michael Tidball and Ellen Dascombe.</li>
<li>Born in 1801, Michael was the grandson of a Thomas Tidball who settled in North Molton parish, just below Exmoor, in about 1769.</li>
<li>Thomas was more than likely the Thomas Tidball baptized by Walter and Elizabeth Tidball in 1739 in Exford, situated in a river valley high in the Exmoor hills of western Somerset.</li>
</ul>
The evidence tracking the family back from Minnesota to North Molton is straight-forward. Assuming no misattributed paternity (formerly oddly called a non-paternal event), there is no doubt that Thomas of North Molton was the great-great-grandfather of the Minnesota immigrants. However, no evidence directly identifies Thomas of North Molton as the Thomas baptized at Exford in 1739. Yet, several points of evidence make that a likely conclusion.<br />
<br />
<ul>
<li>The December 1814 North Molton burial record stated that Thomas was 76 years old -- suggesting a birth about 1738 -- close enough for him to plausibly to be the child baptized at Exford.</li>
<li>Exford parish registers record no marriage or burial for Thomas, suggesting he moved away.</li>
<li>North Molton is only 10 miles from Exford, and Thomas lived in the northern part of North Molton parish, placing him only about eight miles from Exford.</li>
<li>Tax records associate the North Molton Thomas with the Exford family. A Thomas Tidball (or Tudball) was an occupier of land north of North Molton village from 1782 to 1792. The same man appears to have been proprietor of Thorne Sheaf in Cutcombe parish, less than five miles east of Exford, from 1793 to 1804, before moving back to Lyddicombe farm in North Molton from 1804 to 1811.</li>
<li>Two other sons of Walter and Elizabeth of Exford occupied land within a mile of Thorne Sheaf while Thomas was there.</li>
<li>Around 1890, descendants of the North Molton family settled in Bosanquet Township, Ontario -- the very same township where descendants of one of the Cutcombe Tidballs settled in the 1850s. Likely, they were related.</li>
</ul>
There you have it -- minus the complete source citations that will appear in a 100-page family history book that will hopefully be published by fall 2017. There is always more evidence out there, but sometimes research has to stop, or at least pause. This is that time for the Tidballs. The forthcoming book will bring the storylines from these blog posts together, and follow the Tidballs down numerous other rabbit holes. Yes, the research is in pause. I or some other researcher may reopen the case down the road. One possible direction is DNA research, which might further solidify the conclusion that the family originated in Exford in the 1700s. There are two possible lines of inquiry.<br />
<ul>
<li>There likely are living straight-line male descendants of the Ontario Tidballs. Unless there has been a misattributed paternal event in either of the lines leading down to living males descendants of either the Ontario or Minnesota families, they should have closely matching Y-DNA.</li>
<li>Male or female descendants may have enough matching autosomal DNA to support the idea that the Ontario and Minnesota families have a common ancestor.</li>
</ul>
This kind of DNA analysis is not a slam-dunk. The hypothesized common ancestor is back about eight generations, allowing plenty of time for Y-DNA mutations that might cast doubt on a match, and allowing more than enough time for matching autosomal DNA to completely washout as chromosomes recombine in each generation.<br />
<br />
So, let the pause start. There are other families to blog about.<br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-81153045600478870252017-01-19T06:30:00.000-08:002017-01-19T06:30:42.334-08:00Tidballs in Bosanquet? What were the Odds?If you are not yet convinced that Thomas Tidball of North Molton was the same man as Thomas Tidboald born at Exford (see December 8 and 15 posts), additional supporting evidence comes from a few thousand miles away.<br />
<br />
To quickly review, the John and Thomas Tidball who emigrated to Minnesota in the 1880s were great-great-grandsons of Thomas of North Molton. They were descended from Thomas' son, William, born 1769. William, in turn, had three sons: William (b. 1798), Michael (b. 1801), and Gregory (b. 1807). Gregory need not concern us here. Michael was the grandfather of John and Thomas who went to Minnesota. Our attention now turns to William.<br />
<br />
To make a long story short, William had three grandsons: William Henry (b. 1866), Robert (b. 1869), and John (b. 1872). All three emigrated to Canada.<br />
<br />
<ul>
<li>William and Robert arrived at Halifax in April 1889, giving their destination
as Thedford, Ontario.
The 1891 Canadian census found Robert and John in Bosanquet Township,
a mile or two from Thedford.</li>
<li>John landed at Quebec in 1894, also giving his destination as Thedford. </li>
</ul>
So what?<br />
<br />
Here's what: William, Robert, and John were not the first Tidballs in Bosanquet Township. Another Robert Tidball family was already there at the time of the 1861 census.
Robert, a shoemaker, was 50, and his wife, Elizabeth was 48. They had six England-born
children: Richard, Caroline, Robert, John, Mary, and Louisa, plus William Henry,
born about 1858 in Canada.
The family, minus Richard, was still in Bosanquet in 1871,<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""></a>
and again in 1881 and
1891. <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhytn4sxL_8A8tjizneylfoOhWSdyekycpv4UzkoQSwb8wyE7KXNqaOIop2S9rEcKMsz4CNzcrG4H0OfPmj1VUwYFkPVnI9cDljmy_GjcWw87UK0i2ZlJDjvYDjqu9e32MoUeW4Owp7CN_n/s1600/Robert+Tidball+1861+Census+Bosanquet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhytn4sxL_8A8tjizneylfoOhWSdyekycpv4UzkoQSwb8wyE7KXNqaOIop2S9rEcKMsz4CNzcrG4H0OfPmj1VUwYFkPVnI9cDljmy_GjcWw87UK0i2ZlJDjvYDjqu9e32MoUeW4Owp7CN_n/s400/Robert+Tidball+1861+Census+Bosanquet.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1861 Census of Canada, Bosanquet Township, Ontario, Robert Tidball family</td></tr>
</tbody></table>
<br />
This Tidball family was from Cutcombe, Somerset, where the parish register recorded the baptisms of Richard (1842), Caroline (1843), Elizabeth (1844), Robert (1845), and John (1847) -- in each case, the father, Robert, was identified as a cordwainer -- a shoemaker.<br />
<br />
You remember Cutcombe, right? Cutcombe was the parish where tax records listed our North Molton Thomas Tidball as proprietor of Thorne Sheaf -- a farm near Luckwell Bridge (22 December 2016 post). Robert Tudball, a shoemaker living at Luckwell Bridge, married Elizabeth Baker 9 September 1841 at Cutcombe. Robert, the son of Alexander Tidball, was baptized 14 March 1812 at Cutcombe.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaRyNDCjUZOk9Us1FMinqTEjXnU1HOtey5F7MIJWrwx-hRMreY9wt6L9APXK4gFLXdA9d9GPGOJbT5OSKLUOKFZ0TxIihRaupqLSpnIFYx8IPuQLytv75-Lc2JSXH5QAtbZMvUbg7NRDJX/s1600/Robert+Tidball-Elizabeth+Baker+1841+marriage+Cutcombe+cropped.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaRyNDCjUZOk9Us1FMinqTEjXnU1HOtey5F7MIJWrwx-hRMreY9wt6L9APXK4gFLXdA9d9GPGOJbT5OSKLUOKFZ0TxIihRaupqLSpnIFYx8IPuQLytv75-Lc2JSXH5QAtbZMvUbg7NRDJX/s400/Robert+Tidball-Elizabeth+Baker+1841+marriage+Cutcombe+cropped.jpg" width="400" /></a></div>
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<br />
Likely, Alexander was the Alexander Tudball baptized at Cutcombe
in 1761.<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman"; font-size: 12.0pt;"> </span></span></span></span>This Alexander’s father was also named Alexander. An Alexander
Tidball married Anne Tucker at Cutcombe in 1759. He was plausibly the Alexander Tidball baptized
in 1728 at Exford to Walter and Elizabeth Tidball.<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman"; font-size: 12.0pt;"> </span></span></span></span>Walter and Elizabeth were the parents of the Thomas Tidball baptized at Exford
in 1739. This, of course, is the Thomas who is thought to have moved to North
Molton. If all this is correct, the Robert Tidball who
came to Ontario
about 1860 was a 2<sup>nd</sup> cousin to the grandfather of Robert, John and
William who came to Bosanquet in the 1880s and 1890s.
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<span style="font-family: "times new roman"; font-size: 12.0pt;">This is not an especially close relationship. Yet, it would
be an amazing coincidence if two completely un-related Tidball families had
chosen to emigrate to the same township in Ontario. It is possible, if not likely, that the two families knew they were
related. If they did, it would support the notion that the Thomas Tidball of North Molton did, in fact, come from Exford. </span>
</div>
Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com4tag:blogger.com,1999:blog-4321815941503378590.post-13904153403928845362016-12-29T08:31:00.000-08:002016-12-29T08:31:07.589-08:00Family Ties in Tidball Tax RecordsIf Thomas Tiboald of Cutcomb was the same man as Thomas Tidball of North Molton (see December 8 and 15 posts), what explains him taking up land at Thorne farm in Cutcombe when he was in his 50s? The most likely answer is family ties.<br />
<br />
You might recall that Walter and Elizabeth Tidball of Exford baptized eight children between 1728 and 1745, including Thomas (1739), a sister Annis (1730), and six brothers: Alexander (1728), Walter (1731), Richard (1734), Gregory (1737), John (1742), and William (1745).<br />
<br />
In last week's post, we learned that Thomas Tidball was proprietor of Thorne Sheaf farm in neighboring Cutcombe Parish between 1793 and 1804. Also appearing in the Cutcombe land tax assessment lists were Richard and Alexander Tidball/Tudball. Plausibly, they were Thomas' brothers.<br />
<br />
<ul>
<li>Richard was an occupier of Hole Moor (Thomas Dyke, proprietor) from at least 1784 to 1808. His identity is not certain, but he could have been Richard born at Exford in 1734. He was likely the Richard Tidboald who died of "old age" and was buried at Exford in 1810. He would have been about 74.</li>
<li>Alexander was an occupier of South Hill from 1795 to 1801. Alexander was buried 22 March 1801 at Cutcombe. Because parish burial records before 1812 did not usually record the age of the deceased, it is difficult to know Alexander's identity with certainty. He could have been the Alexander born 1728 at Exford. He also could have been the Exford Alexander's son, baptized to Alexander and Anne Tudball 10 October 1761 at Cutcombe. However, this younger Alexander was buried at Cutcombe in December 1833; he was 72.</li>
</ul>
The younger Alexander also was an occupier in Cutcombe parish. He occupied land of John Avis from 1814 to 1822 and occupied Quarn (proprietor, Richard White) from 1823 to 1833.<br />
<br />
The proximity of these farms to the Thorne farm held by Thomas Tidball from 1793 to 1804 is the clincher for the family ties argument. South Hill was a half-mile north of Luckwell Bridge. Quarn was less than a mile east of Luckwell Bridge. Thorne farm was a half-mile southeast of Luckwell Bridge. According to parish records, only one Tidball/Tudball/Tidboald family lived in the Exford-Cutcombe area from the 1720s to the 1830s, and all the Tidball farms appearing in the Cutcombe tax records were within a mile of each other.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9hlczDPJuOdgu4m7TaXzgSOiq3lS0lyNnMv-F2O-vtu4zrpNfVsEnrgpmBb4qbuv_PsvRWrBCMkfhaPnOQ-Fxwpt_ulcAm5KloNT2n2__MGKLit7joMdxkKkG-T8xFn79nkrf3nR8vD2o/s1600/Tidball+farms+Cutcombe.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9hlczDPJuOdgu4m7TaXzgSOiq3lS0lyNnMv-F2O-vtu4zrpNfVsEnrgpmBb4qbuv_PsvRWrBCMkfhaPnOQ-Fxwpt_ulcAm5KloNT2n2__MGKLit7joMdxkKkG-T8xFn79nkrf3nR8vD2o/s400/Tidball+farms+Cutcombe.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Locations based on Exmoor National Park Historic Environment Record (http://www.exmoorher.co.uk/home); Locations mapped using Grid Reference Finder (https://www.gridreferencefinder.com/)</td></tr>
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<br />
<span style="font-size: x-small;"><b>NOTE</b>: The last sentence of the December 22 post incorrectly stated that Lyddicombe (the Tidball farm in North Molton) was a half-mile from Luckwell Bridge. It should have stated that Thorne farm was a half-mile from Luckwell Bridge. A correction has been made.</span><br />
<br />
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<ul>
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<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-17271670617109461842016-12-22T06:30:00.000-08:002016-12-29T08:13:26.562-08:00Taxing Thomas -- on-the-ground EvidenceThomas Tidboald/Tidball of North Molton, Devonshire was the great-great-grandfather of John Tidball, who immigrated to Minnesota in the 1880s. Was Thomas of North Molton the same man as Thomas Tidball baptized 10 miles away at Exford in 1739? Geography, chronology and family naming patterns suggest a strong possibility (see 15 December 2016 post).<br />
<br />
They say two things are certain in life. Thomas died at age 76 in 1814. And, yes, he paid taxes. The tax records provide another layer of evidence for Thomas of North Molton being Thomas of Exford.<br />
<br />
Starting in 1693. A tax was levied on land with an annual value of more than 20 shillings. Imagine a record connecting names with land! The most extensive surviving records span the period 1780 to 1832 -- a convenient time-span for pinning down Thomas. The records, created by parish, list proprietors (owners) and occupiers (tenants).<br />
<br />
A man looking suspiciously like our Thomas appeared in three series of tax records over a thirty-year period.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoMXfIUI1VQhOsWvU-6yI4z2-I_o5b2LFWoVpmGKYrnovOKEWB93ri0A52FKwX58C5dzTve3tXPySKzmASAlNDg3l5r6yk8NkxbAYB5dexeYTtV2_RnCK9pKVKVN7SxzZ09zZkDTS9IEiQ/s1600/Cutcombe+1791+land+tax+Thomas+Tidboald+cropped.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="17" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoMXfIUI1VQhOsWvU-6yI4z2-I_o5b2LFWoVpmGKYrnovOKEWB93ri0A52FKwX58C5dzTve3tXPySKzmASAlNDg3l5r6yk8NkxbAYB5dexeYTtV2_RnCK9pKVKVN7SxzZ09zZkDTS9IEiQ/s400/Cutcombe+1791+land+tax+Thomas+Tidboald+cropped.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cutcombe Land Tax Assessments, 1791, FHL film 1,526,821, item 5</td></tr>
</tbody></table>
<ul>
<li>Thomas Tudball first appears in 1782 as an occupier of a parcel called Smith's, or Smyth's, in North Molton parish; the proprietor was William Thorne (Sir Charles Bampfylde was proprietor starting in 1784). Thomas' land was probably the same parcel occupied by Henry Smith in 1781. Thomas might have been taxed before 1782, but earlier records are not available. Thomas occupied Smyth's from 1782 through 1792, after which Smyth's was occupied by John Thorne.</li>
<li>Then, in 1793, Thomas Tidbold appeared as proprietor of land known as Thorne Sheaf in Cutcombe parish. If this is the same Thomas, it is also likely that Thorne Sheaf was in some way associated with the Thornes of North Molton. Thomas Tidbold (sometimes Tidboald or Tudball) was listed as proprietor of Thorne Sheaf from 1793 to 1804, when Sir Philip Hale became proprietor.</li>
<li> In 1804, Thomas Titbale/Tidbald/Tidball reappeared in North Molton as occupier of a half of Lyddicombe, land owned by Charles Bampfylde. Thomas occupied the land through 1811, after which he was succeeded by Richard Shapland.</li>
</ul>
Chronology says Thomas of North Molton was Thomas of Cutcombe. The earlier and later North Molton taxpaying Thomas almost certainly was the man whose children were baptized there between 1769 and 1792 and who died there in 1814 -- no other man of the same name appears in the North Molton parish registers. His last child was baptized about the time Thomas Tidboald acquired Thorne Sheaf in Cutcombe. He would have been about 65, when he moved back down to Lyddecombe. He was about 72 when he left the tax list in 1811.<br />
<br />
The geography also works. Cutcombe is only about 15 miles northeast of North Molton. The two farms were even closer together. North Molton is a large parish. Lyddicombe was about three miles north of North Molton village. A farm known as Thorne was a mile or so southwest of the Cutcombe parish church. As the crow flies, Thorne was only 11 miles from Lyddicombe.<br />
<br />
But, what about Thomas of Exford? The tax records help here, too, but that part of the story will be told next week. In anticipation, you might want to remember this: Thorne was only half mile from a place called Luckwell Bridge.<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-44176185725082569042016-12-15T07:00:00.000-08:002016-12-15T07:00:21.777-08:00Doubting Thomas TidballWilliam Tidball, the great-grandfather of John and Thomas who emigrated to Minnesota in the 1880s, was baptized at North Molton, Devonshire, in 1769. He was the son of Thomas and Agnes. Moving back through the parish registers, no Tidball baptism, marriage, or burial is found before 1769. Clearly, Thomas Tidball came from somewhere else.<br />
<br />
Thomas was buried at North Molton in December 1814. The parish register states that he was 76, suggesting he was probably born about 1738. But where? Thankfully, the Tidball name was not common outside far southwestern England. One approach to narrowing down a search area is to find where a name commonly occurs. The International Genealogical Index, which includes birth/baptism, marriage, and death/burial information gathered from parish records, can help identify hot points for surnames. A search for Tidball (and close variants) in the IGI found numerous occurrences of the name in and near Cutcombe, Somerset. Cutcombe is nestled among the Exmoor hills about 15 miles northeast of North Molton -- close enough to be worth a closer look.<br />
<br />
A search of Cutcombe parish registers found no record of either a baptism or marriage for Thomas. In fact, the earliest Tidball event recorded in Cutcombe is the marriage of Alexander Tudball and Anne Tucker in 1759. The Cutcombe Tidballs (or Tudballs, or whatever) came from somewhere else.<br />
<br />
A search of neighboring parishes produced one solid lead. At Exford, adjacent Cutcombe to the east, numerous Tidball baptisms, marriages, and burials were recorded before 1760. Among them was the baptism of Thomas Tidball 23 August 1739 -- a plausible baptismal date for the Thomas buried at North Molton. The Exford Thomas was the son of Walter and Elizabeth Tidball.<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFxKgGf7wvZ6GOsIQNgtY6VYT2akedq_7nDEzaDSPxckGWlTjI2FAgnej8PEFCFSjRpd7X9khtM4rUI7Gv4ttZkSOL6Rs5n6fBjgXgkmpHePb1RawvdQJmdCvL8fH2B_9AyvDgydn58bax/s1600/Thomas+Tidbal+baptism+Exford+1739+cropped.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFxKgGf7wvZ6GOsIQNgtY6VYT2akedq_7nDEzaDSPxckGWlTjI2FAgnej8PEFCFSjRpd7X9khtM4rUI7Gv4ttZkSOL6Rs5n6fBjgXgkmpHePb1RawvdQJmdCvL8fH2B_9AyvDgydn58bax/s400/Thomas+Tidbal+baptism+Exford+1739+cropped.jpg" width="400" /></a></div>
Could this be Thomas of North Molton? Yes, it could be. For one thing, no burial record is found at Exford for this Thomas, meaning he could have moved away and died somewhere else. However, there is also no marriage record that could have linked the Exford Thomas to Agnes, the wife of the North Molton man. In short, no evidence has yet been found that directly connects Thomas of North Molton to Thomas of Exford. In the genealogy world, we say there is no "direct evidence" -- nothing that directly answers the question: Was Thomas of North Molton the same man as Thomas of Exford?<br />
<br />
However, the timing is about right and the geography is good -- North Molton is only 10 miles on to the southwest from Exford. Three additional pieces of "indirect evidence" bolster the case. The first is naming patterns. According to baptisms recorded in the parish registers, Walter and Elizabeth had seven sons at Exford between 1728 and 1745: Alexander, Walter, Richard, Gregory, Thomas, John, and William. Thomas of North Molton had five surviving sons: William, John, Walter, Gregory, and Thomas. If Thomas of North Molton was, in fact, the Thomas baptized at Exford, he named sons after four of his brothers.<br />
<br />
This still isn't proof. It might just be coincidence. But the similar set of names lends credibility to the idea that Thomas of North Molton was the same man as Thomas of Exford. Next week's blog will solidify the case with another bit of indirect evidence.<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-27583881088648169962016-12-08T06:00:00.000-08:002016-12-14T13:36:42.039-08:00Two more Generations of TidballsSeveral posts ago (August 11, to be precise), we used English censuses and civil registration records to track William Tidball -- father of the immigrants John and Thomas -- back to Brushford, a small village nestled on the Somerset side of the Devon-Somerset boundary in Southwest England. There, we viewed the record of the 14 April 1822 baptism of Thomas Tidboald, son of Michael and Eleanor Tidboald.<br />
<br />
Very nice, but where did Michael come from? No Tidballs appear in the Brushford records before 1822. A search one parish to the west on the Devon side of the border found the 29 November 1821 East Anstey marriage by banns of Michael "Tidball" and Eleanor Dascombe. The curate recorded that Eleanor was from Dulverton, but did not name where Michael came from.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3tVMnHtvRDTYa_VVCJiiz4Jv2doT36tbu0GYFGtwpfKV3IpEbPF5XmeW3pSz00LrRmbU_Kgk5eEer4uOk-F7_9V3DnrPvhAbBhxWmhLHq3ENIAvhzu_FM-XaGZd1I6E5y1QqHlL1Sg2DL/s1600/Michael+Tidball-Eleanor+Dascomb+marriage.png" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3tVMnHtvRDTYa_VVCJiiz4Jv2doT36tbu0GYFGtwpfKV3IpEbPF5XmeW3pSz00LrRmbU_Kgk5eEer4uOk-F7_9V3DnrPvhAbBhxWmhLHq3ENIAvhzu_FM-XaGZd1I6E5y1QqHlL1Sg2DL/s400/Michael+Tidball-Eleanor+Dascomb+marriage.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tidball-Dascombe marriage, East Anstey, Findmypast image</td></tr>
</tbody></table>
Another approach did give a clue. The 1841 census, which listed Michael (40) and Eleanor, listed another Tidball of similar age in Brushford. Thomas, a 45-year old cordwainer. In the 1841 census, adult ages were usually rounded down to the nearest multiple of five; Michael could have been as old as 44 and Thomas as old as 49. The census stated only that Thomas was not born in Somerset; the entry for Michael is difficult to interpret (Census says only "yes" or "no" for birth in the census county).<br />
<br />
The 1851 census asked specifically what parish an individual was born in. It is of no help for Michael, because he died in 1845, and English civil death registrations, unlike many American ones, do not name either parents or birthplaces. The 1851 Census of England listed Thomas Tidball, a 58 year-old cordwinder (a variant of cordwainer), born in North Molton, Devon -- a village (and parish) about 15 miles west of Brushford village.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQBYhVCU45F1hMSKkSB2DVcIy34CoXC6lYVpmXuyAjWbtmsbkQh4gVSZ8qPxyKE-bf_k7_7gD1fDMiXIbPq8ipeuQsb7wG7q9QlIJTpQNq92DsnUL1WiakEkvmVogQBGpjvsLwRJNwGuwj/s1600/Somerset-Devon+parish+map+from+FamSearch+wiki.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQBYhVCU45F1hMSKkSB2DVcIy34CoXC6lYVpmXuyAjWbtmsbkQh4gVSZ8qPxyKE-bf_k7_7gD1fDMiXIbPq8ipeuQsb7wG7q9QlIJTpQNq92DsnUL1WiakEkvmVogQBGpjvsLwRJNwGuwj/s400/Somerset-Devon+parish+map+from+FamSearch+wiki.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Map from FamilySearch wiki; click to enlarge</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVLH0t_6cjavl3-uzldQgrtrkagb8Oz7KlEln4_yJBKFHqVtXeWJE4SOIA2GU2smOtRVBIZ2zBomPt4BJtk0_yqfN179afzT3S-40YqOH8RDm0-zfwfrMmj97pNC6VoyKwg5Gkq1LGIYkc/s1600/Michael+Tidball+baptism+North+Molton+25Jan1801+Bishops+Transcripts+FamSearch.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVLH0t_6cjavl3-uzldQgrtrkagb8Oz7KlEln4_yJBKFHqVtXeWJE4SOIA2GU2smOtRVBIZ2zBomPt4BJtk0_yqfN179afzT3S-40YqOH8RDm0-zfwfrMmj97pNC6VoyKwg5Gkq1LGIYkc/s320/Michael+Tidball+baptism+North+Molton+25Jan1801+Bishops+Transcripts+FamSearch.png" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">North Molton Bishop's Transcript, FamilySearch image from Devon Record Office</td></tr>
</tbody></table>
Next stop: North Molton. Indeed, Michael Tidball was baptized to William Tidball and his wife, Margaret, 25 January 1801. (Parish register images are indexed at FindMyPast.com, a subscription service. Annual Bishop's Transcripts can be browsed free at FamilySearch.org). William Tidball and Margaret Squire were married 15 April 1792. Michael's uncle, Thomas, was baptized 24 June 1792.<br />
<br />
Following the North Molton parish records back two more decades leads to the baptism of William, the son of Thomas and Agnes "Titbald," 27 July 1769. William's baptism is the earliest Tidball (or variant) entry in the North Molton parish registers, and no record names Agnes' maiden name. Thus, the direct Tidball trail evaporates on the Devon side of the Somerset-Devon border nearly 250 years ago.<br />
<br />
There are strong hints that the trail leads back across the border to the Exmoor hills in Somerset, but that is another story for another blog post.<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-47706043796296406182016-11-10T07:00:00.000-08:002016-11-10T07:00:19.302-08:00Lee Origins -- Across the Water to Cork<!--[if gte mso 9]><xml>
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In case you've forgotten (see earlier posts), the John Tidball who immigrated to Minnesota married Mary Ann Lee, the daughter of Bartholomew Lee of Bristol, England. Bartholomew's birth family was living on Host Street in Bristol at the time of the 1851
census. John Lee, 46, and Hannah Lee, 43, were born in Cork, as were the three
children – Margaret, 19, Bartholomew, 14, and John, 7 – were born in Cork,<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[1]</span></span></span></span>
suggesting the family came to Bristol between 1844 and 1851. Possibly the economic
dislocations associated with the great Irish potato famine pushed the Lees out
of Ireland.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The Lees lived with six other families at 33 Host Street. Three of the families
were Irish, including the Timothy Hennesey family. Both Timothy and his wife
Mary were born in Cork.
Timothy Hennesey also was a mason’s labourer. Possibly, they were related through
their wives. The Henneseys probably came to Bristol
by 1847, as both their children, Patrick, 4, and William, 2, were born in Bristol. If the Lees and
Henneseys came to Bristol
together, their date of arrival would be narrowed to the 1844-1847 period.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Later censuses pinpoint the Lee’s Irish origins at the towns
of Castle Martyr and Middleton, about 15 miles northeast of the city of Cork. The 1871 census
indicates John Lee was born at Middleton about 1805; Joanna (Hanna) was born at
Castle Martyr about 1806.<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[2]</span></span></span></span> </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Since Margaret Lee was born about 1832, it is likely John
and Joanna were married in Ireland
about 1825-1832. Surviving Catholic church records might document the births or
baptisms of Bartholomew and John. The Castle Martyr Catholic parish is in the
civil parish of Mogeeley. Birth records date from 1835 and marriage records
from 1833. (When I did the research several years ago, they are in the custody of the local parish, but the National
Library of Ireland had a microfilm copy, but I have not accessed it. The records were indexed at the Mallow Heritage
Center.)</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Lee and Hennesey families did live in Castle Martyr during
this time. An 1846 Irish directory listed a James Hennesey and a Thomas Lee in
Castle Martyr. Both were bootmakers,<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[3]</span></span></span></span>
increasing the possibility that the two families knew each other. A Christopher
Lee was a saddler and harness-maker, a William Lee was a tailor and a Margaret
Lee was a straw bonnet-maker. A John Hennesey was a boot-maker in Cloyne, five
miles southwest of Castle Martyr.<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;">[4] These might or might not have been the families that went to Bristol.</span></span></span></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Cloyne was a market town about 20 miles east of the city of Cork and about four miles
from the coast. The directory reported: “With the exception of large quantities
of boots and shoes made here, the trade of the place is very inconsiderable.”
Cloyne had a cathedral and a Roman Catholic chapel. Castle Martyr had only an
established parish church, but several Roman Catholic chapels served
surrounding hamlets. The directory author added: “The scenery in the
neighborhood is particularly fine, and the land around is in a good state of
cultivation.”[5]</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
John and Johanna Lee probably lived at Cloyne and Aghada,
where baptisms are found for the three children living in Bristol in 1851. [6]</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Margaret</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Baptized at
Aghada Parish, 22 October 1831</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Father:
John Lee; Mother: Johann Kenefeck</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Address:
Lorog</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Sponsors:
John Hurley and Frances Nenefeck</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Bartholomew</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Baptized at
Cloyne Parish, 19 May 1836</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Father:
John Lee; Mother: Johanna Kenifeck</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Sponsors:
Timothy Ahren and Johanna Lee</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>John</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Baptized at
Cloyne Parish, 7 May 1843</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Father:
John Lee; Mother : Johanna Kenefic</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Address:
Ballycroneen</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Sponsors:
David Sheehan and Catherine Haly</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
I have not extended my Irish research since viewing transcriptions of these records. There is more work to be done, but my research priorities have been elsewhere. This, alas, is a problem for genealogists -- we can only pursue a few branches at a time. </div>
<div style="mso-element: footnote-list;">
</div>
<div style="mso-element: footnote-list;">
</div>
<div style="mso-element: footnote-list;">
</div>
<div style="mso-element: footnote-list;">
<br clear="all" />
<hr align="left" size="1" width="33%" />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<span style="font-size: x-small;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[1]</span></span></span></span> 1851
Census of England, Gloucestershire, Bristol St. Augustine the Less, p. 13,
schedule 67, John Lee household, HO 107, Piece 1,951, GSU film 87,351.</span></div>
<span style="font-size: x-small;">
</span></div>
<span style="font-size: x-small;">
</span><div id="ftn2">
<div class="MsoFootnoteText">
<span style="font-size: x-small;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[2]</span></span></span></span> 1871
Census of England,
Gloucestershire, Bristol St. James, p. 20, schedule 122, John Lee household, RG
10, Piece 2,531. GSU film 835,256.</span></div>
</div>
<span style="font-size: x-small;">
</span><div id="ftn3">
<div class="MsoFootnoteText">
<span style="font-size: x-small;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[3]</span></span></span></span> <i>Slater’s National Commercial Directory of Ireland</i>
(I. Slater, 1846).</span></div>
</div>
<span style="font-size: x-small;">
</span><div id="ftn4" style="mso-element: footnote;">
<span style="font-size: x-small;">
</span><div class="MsoFootnoteText">
<span style="font-size: x-small;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[4]</span></span></span></span> <span>Ibid</span>.</span></div>
<div class="MsoFootnoteText">
<span style="font-size: x-small;">[5] Ibid.</span></div>
<div class="MsoFootnoteText">
<span style="font-size: x-small;">[6] Irish Family History Foundation (ifhf.rootsireland.ie), digital transcripts of baptism records, accessed 28 June 2009. </span></div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-82741195897871704132016-10-27T07:30:00.000-07:002016-10-27T07:30:07.460-07:00Will the Real John and Johanna Lee Please Stand Up?<!--[if gte mso 9]><xml>
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Burgeoning Bristol was a British Isles melting pot in the mid-1800s. The industrial revolution stoked manufacturing, which pulled workers from Southwest England, nearby Wales, and Ireland. Yes, migration is both a pull and push matter, and the Irish potato famine did some pushing. Bartholomew Lee, born about 1836 in Ireland, found work in Bristol as a railroad porter. The Lees first appear in Bristol in the 1851 Census of England. Bartholomew, already a porter at age 14, was living with his parents, John and Hannah in the St. Augustine The Less district of Bristol (see 2 September 2016 post). In 1857, he married Eleanor Price, daughter of a "dairyman" from Wales. They had a daughter and four sons before Bartholomew disappeared around 1870.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Bartholomew's final fate is unknown. Tracking his parents in Bristol also proved problematic. In 1851, John was 46 and Hannah was 43. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
A search of the 1861 census found two candidates for John
and Hannah:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in;">
St. Augustine,
Bristol</div>
<div class="MsoNormal" style="margin-left: .5in;">
John Lee, 54, born Ireland</div>
<div class="MsoNormal" style="margin-left: .5in;">
Johanna, 46, born Ireland</div>
<div class="MsoNormal" style="margin-left: .5in;">
<br /></div>
<div class="MsoNormal" style="margin-left: .5in;">
St. Paul’s,
Bristol</div>
<div class="MsoNormal" style="margin-left: .5in;">
John Lee, 50, born Ireland</div>
<div class="MsoNormal" style="margin-left: .5in;">
Johanna, 44, born Ireland</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The first John Lee was close to the right age for
Bartholomew’s father, but the first wife Johanna was too young. Based on age,
the second couple was an even poorer match. Yet, as the table below
illustrates, the second couple, living in St.
Paul’s, probably were the parents of Bartholomew for
two reasons:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
- They had a son John, age 17, who was a good match for
Bartholomew’s 7-year-old brother from 1851.</div>
<div class="MsoNormal">
- The Lees in St.
Augustine had children Margaret, 14, and James, 11,
who did not appear as siblings of Bartholomew in 1851.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Looking back, the St. Augustine’s
family was clearly the same family living on Waterloo Court in St. Augustine the Lessor in 1851. This John
and Johanna Lee probably lived in the Bristol City Workhouse at Stapleton in
1871 and 1881.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The 1861 ages of Bartholomew’s parents were probably
incorrectly reported or recorded. John and Johanna Lee lived on Earl Street in the
St. James district in 1871, with recorded ages appropriate for the couple in
1851. They are clearly the correct Lees because their 7 year-old grandson John,
born Trowbridge, was very likely the son born to Bartholomew Lee and Eleanor
Price at Melksham in 1867. Trowbridge is about 5 miles from Melksham and on the
same rail line.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The two families could be easily confused because both John Lees
were mason’s labourers in 1851, both had wives named Johanna, both had daughters
named Margaret, and both ended up living in public workhouses. As the table
shows, the St. Augustine Lees, with their sons Edward and Maurice, were living
in the workhouse at Stapleton in 1871. They were from Limerick.
Bartholomew Lee’s parents were from Cork.
His mother probably died before 1881, when widower John Lee was living in the
Barton Regis Union Workhouse.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Bartholomew’s apparent London-born brother Stephen has not
been located after 1861. His sister Margaret likely married, but is also unaccounted
for after 1861. A London birthplace for Stephen is a bit of a mystery.</div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
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<br />
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Two John Lee Families
in Bristol</b></div>
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<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt;">1851</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt;">1861</span></b></div>
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<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt;">1871</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt;">1881</span></b></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 11.0pt;">1891</span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #E6E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">33 Host St</span><span style="font-size: 9.0pt;">.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">St. Augustine</span><span style="font-size: 9.0pt;"> the Less</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span style="color: black;"><span class="MsoFootnoteReference"><span style="font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="font-size: xx-small;"><span style="color: black;">[1]</span></span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: #E6E6E6; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">8 Penn St</span><span style="font-size: 9.0pt;">.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">St. Paul</span><span style="font-size: 9.0pt;">’s</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="font-size: xx-small;"><span style="color: black;">[2]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
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<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">3 Earl St</span><span style="font-size: 9.0pt;">.</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">St. James</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 11.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 11.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="color: black;"><span style="font-size: xx-small;">[3]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: #E6E6E6; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Barton Regis Union Workhouse</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 11.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 11.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="font-size: xx-small;"><span style="color: black;">[4]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: #E6E6E6; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 46</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Mason’s laborer,</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland-Cork</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 50</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">laborer</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 66</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Mason’s laborer</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Middleton</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 66, widr</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Mason’s laborer</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland<span style="color: red;"></span></span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Hannah Lee, 43</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland-Cork</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Johanna, 44</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">laundress</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Joanna Lee, 65</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Castle Martyr</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Margaret, 19</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland-Cork</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Bartholomew Lee, 14</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Porter</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland-Cork</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">[married, living in Weymouth, Dorset]</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 7</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland-Cork</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John, 17</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Stephen, 3</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. London</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John, 7</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Grandson</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b.Trowbridge, Wilts</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="background: #E6E6E6; border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">3 Waterlooo Court</span><span style="font-size: 9.0pt;"></span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">St. Augustine</span><span style="font-size: 9.0pt;"> the Less</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="color: black;"><span style="font-size: xx-small;">[5]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: #E6E6E6; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">3 Lower Lamb St</span><span style="font-size: 9.0pt;">. </span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">St. Augustine</span><span style="font-size: 9.0pt;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="color: black;"><span style="font-size: xx-small;">[6]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: #E6E6E6; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span style="font-size: 9.0pt;"> City</span><span style="font-size: 9.0pt;"> Workhouse</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Stapleton</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="color: black;"><span style="font-size: xx-small;">[7]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: #E6E6E6; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="background: #E6E6E6; text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span style="font-size: 9.0pt;"> City</span><span style="font-size: 9.0pt;"> Workhouse</span></div>
<div align="center" class="MsoNormal" style="background: #E6E6E6; text-align: center;">
<span style="font-size: 9.0pt;">Stapleton</span></div>
<div align="center" class="MsoNormal" style="background: #E6E6E6; text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span class="MsoFootnoteReference"><span style="font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"> <span style="font-size: xx-small;"><span style="color: black;">[8]</span></span></span></span></span></span></span><span style="font-size: 9.0pt;"></span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="background: #E6E6E6; text-align: center;">
<span style="font-size: 9.0pt;">Bristol</span><span style="font-size: 9.0pt;"> City</span><span style="font-size: 9.0pt;"> Workhouse</span></div>
<div align="center" class="MsoNormal" style="background: #E6E6E6; text-align: center;">
<span style="font-size: 9.0pt;">Stapleton</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="background: #E6E6E6; font-size: 9.0pt;">Bristol <span style="font-size: xx-small;">[9]</span></span><a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn9" name="_ftnref9" style="mso-footnote-id: ftn9;" title=""><span class="MsoFootnoteReference"><span style="background: #E6E6E6; font-size: 9.0pt;"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="background: #E6E6E6; font-family: "Times New Roman"; font-size: 9.0pt; mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></span></span></span></span></a><span style="font-size: 9.0pt;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 43</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Laborer (mason’s)</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 54</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">laborer</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">John Lee, 66</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Laborer</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Limerick,
Ire.</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">John Lee, 76</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Laborer</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
</td>
</tr>
<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 99.35pt;" valign="top" width="132">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Johanna Lee, 35</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 80.5pt;" valign="top" width="107">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Johanna Lee, 46</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 95.6pt;" valign="top" width="127">
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Johanna Lee, 56</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">Charwoman</span></div>
<div class="MsoNormal">
<span style="font-size: 9.0pt;">b. Limerick,
Ire.</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 97.65pt;" valign="top" width="130">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Johanna, Lee, 69</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">b. Limerick, Ire.</span></div>
</td>
<td style="background: white; border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 69.7pt;" valign="top" width="93">
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Joanne Lee, 76, wid</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">Charwoman</span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: 9.0pt;">b. Ireland</span></div>
</td>
</tr>
</tbody></table>
<div style="mso-element: footnote-list;">
<span style="font-size: xx-small;"><br clear="all" />
</span><hr align="left" size="1" width="33%" />
<span style="font-size: xx-small;">
</span><div id="ftn1">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";"><span style="color: black;">[1]</span></span></span></span></span>1851
Census of England, John Lee household.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn2">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[2]</span></span></span></span></span> 1861
Census of England, Gloucestershire, Bristol St. Paul’s, John Lee household.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn3">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[3]</span></span></span></span> 1871
Census of England, Civil Parish of St. Philip and Jacob, Clifton Registration
District, Gloucestershire, p. 6, Eleanor Lee household, Record Group 10, Piece: <span>2556</span>, Folio: <span>39,</span> GSU microfilm roll <span>835264, digital image viewed online at
Ancestry.com, January 2008.</span></span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn4">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[4]</span></span></span></span> 1881
Census of England,
Civil Parish of St. Philip and Jacob, Clifton Registration District,
Gloucestershire, p. 28,Eleanor Lea household, Record Group 11, Piece 2498,
Folio 115, GSU micrrofilm roll 1341602, digital image viewed online at
Ancestry.com, January 2008.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn5">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[5]</span></span></span></span> 1851
Census of England,
Gloucestershire, Bristol St.
Augustine the Less, p. 43, schedule 199, John Lee household, HO 107, Piece
1,951, GSU film 87,351.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn6">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[6]</span></span></span></span></span> 1861
Census of England,
Gloucestershire, Bristol St.
Augustine, p. 6, schedule 28, John Lee household, RG 9, Piece 1,24, GSU film
543,857.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn7">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[7] </span></span></span></span></span>1871
Census of England,
Gloucestershire, Stapleton, Bristol
City Workhouse, p. 33.
no. 19, John Lee, RG 10, Piece 2,575, GSU film 835,271; Johanna Lee is
enumerated separately on p. 24.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn8">
<div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";">[8] </span></span></span></span></span>1881
Census of England, Gloucestershire, Stapleton, Bristol City Workhouse, p. 26,
no. 22, John Lee, RG 11, Piece 2,508, GSU film1,341,605.</span></span></div>
</div>
<span style="font-size: xx-small;">
</span><div id="ftn9" style="mso-element: footnote;">
<span style="font-size: xx-small;">
</span><div class="MsoFootnoteText">
<span style="font-size: xx-small;"><span style="color: black;"><span class="MsoFootnoteReference"><span><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman";"><span style="color: black;">[9]</span> </span></span></span></span>1891
Census of England,
Gloucestershire, Stapleton, Bristol City Workhouse, p. 21 (stamped 121), no. 12, Joanne
Lee, RG 12, Piece 1,993, GSU film 6,097,103.</span></span></div>
<div class="MsoFootnoteText">
<br /></div>
<div class="MsoFootnoteText">
<span style="color: black;"><span style="font-size: xx-small;"> <b>Note</b>: It has not been my intention to present these blog posts as research reports. My intent has been two-fold: as an exercise in organizing my what I think I know and as a way to share information with family members. My practice has been to loosely identify sources in my narrative. However, I am now realizing that researchers who encounter these blog posts deserve more complete citations, and I am experimenting with ways to include footnotes. So far, this has been problematic, especially when pasting and copying from Word documents. I will keep experimenting, but it may slow my publication schedule. I have anticipated that everything I post in this blog will in due time appear in a fully documented research report; that make take some time.</span></span></div>
</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-77486540286473950922016-10-20T08:41:00.000-07:002016-10-26T16:29:02.621-07:00My Dear Pollie -- Clues from a Family Bible<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
Here's the problem with family Bibles: invaluable as they can be for genealogy, we usually don't have the one we need. Great-Grandma's Bible may have been passed down to some second cousin that we don't even know about. It's the same thing with old letters or diaries. It takes some good fortune for them to land in our hands.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZtVkASv4uIoFu3YfTWAwzUEEZrcZNikdKZQSXeD5-PprQLw3LFpzeG96nwbGwD3hCOSCI6iMfJUlQZw10DOmnMLj1rl_3rG5ZmX_YEyHHw9ixdGUOAEAhjRBr4U-SR7t3ljfWTFyimS4k/s1600/IMG_2100+cropped.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZtVkASv4uIoFu3YfTWAwzUEEZrcZNikdKZQSXeD5-PprQLw3LFpzeG96nwbGwD3hCOSCI6iMfJUlQZw10DOmnMLj1rl_3rG5ZmX_YEyHHw9ixdGUOAEAhjRBr4U-SR7t3ljfWTFyimS4k/s320/IMG_2100+cropped.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mary Ann Tidball's Bible</td></tr>
</tbody></table>
I've been lucky only once.My wife's cousin didn't even know she had an old family Bible until she starting cleaning out an attic, but when she found it, she knew who to call. The Bible she found had apparently belonged to Mary Ann Tidball, nee Lee -- the cousin's great-grandmother.
Yes, that would be my wife's great-grandmother, too. An inscription inside the front cover reads:</div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>M. A. Lee:</i></span></div>
<span style="font-size: x-small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>With best wishes from her loving grandmother</i></span></div>
<span style="font-size: x-small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>March 30<sup>th</sup>, 1878</i></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
On a facing page, another inscription reads:</div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>Mary Price, my dear grandmother, gave me this bible on my 18<sup>th</sup>
birthday. She died in 1882 at Colston’s Almshouse on St. Michael’s Hill. When
she died, she was the oldest but one on the premises. She was respected by all
who knew her. Buried at Arno’s Vale
Cemetery, Bath Rd., Bristol.</i></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal">
A small card found in the bible has a handwritten note:</div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>For dear Pollie</i></span></div>
<span style="font-size: x-small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>With love and best wishes from her loving “Mother”</i></span></div>
<span style="font-size: x-small;">
</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>March 30, 1878</i></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Immediately below on the same card, in different
handwriting, is:</div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="font-size: x-small;"><i>This is the card I got when my grandmother gave me the bible on my 18<sup>th</sup>
birthday</i>.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;">Pollie</i> was likely
a nickname for Mary. <a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""></a>Presumably, <i style="mso-bidi-font-style: normal;">Mary Price</i> was the
married name of Mary Ann Lee’s maternal grandmother. However, if Mary Ann Lee
was born in 1862 as he death certificate and other records indicate, March 20, 1878, would only
have been her 16<sup>th</sup> birthday. Her death certificate states she was born in Bristol, but English 1871 and 1881 census records say she was born in Melksham, Wilstshire, about 25 miles east of Bristol. A civil registration record of her birth has not been found, so the facts regarding her birth remain at-large.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Still, the inscriptions were invaluable because they placed the Tidball and Lee families squarely in Bristol, and opened the door for Price research. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj78XgzJgA04qg4SJ2k-ZX8UodBwZwSMHmLZ9xykGgOvBHKfCdLN5uB1XHQ0t8htjLqJ5WK4r-U5TigSMF_GkQ194Q-hv9TT8gxQxzVm5cLeTWTf4eJnAW1140t1Sv7fjse1isr4xk5wcDG/s1600/Mary+Price+1881+Census+Colstons+Almshous.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj78XgzJgA04qg4SJ2k-ZX8UodBwZwSMHmLZ9xykGgOvBHKfCdLN5uB1XHQ0t8htjLqJ5WK4r-U5TigSMF_GkQ194Q-hv9TT8gxQxzVm5cLeTWTf4eJnAW1140t1Sv7fjse1isr4xk5wcDG/s640/Mary+Price+1881+Census+Colstons+Almshous.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1881 Census of England</td></tr>
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<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
Indeed, the 1881 census for the Colston’s Almshouse listed
Mary Price, age 81, born in Cardigan<span style="font-family: "times new roman";">.</span><a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""></a>
She had lived there at least 10 years, as evidenced by her listing in the 1871
census for the same almshouse, where she was apparently single and a recipient
of alms.<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""></a>
Her 1882 death registration gives her age as 77,<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span style="font-family: "times new roman";"> </span></a>so
there remains some doubt about when she was born. The informant for the death
registration was “Eleanor Lee, daughter.” The registration reported that Mary
was the widow of Charles Price, a dairyman.</div>
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<br /></div>
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Charles probably died before 1871, when the census recorded
Mary as a 72 year-old widower. Charles was involved in the dairy business, but
his occupational status is unclear. The 1861 census found 74 year-old Charles
Price, a “milkman,” and Mary Price, 63, at 7 Stubbs Court in St. Paul’s, Bristol. Charles Price
told the census taker he was born in Llanigon, Breconshire. Mary said she was
born in Cardigan, Cardiganshire. Price (ap Rhys) is a common Welsh
name.</div>
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The couple has not been found in the 1851
census.The Price family does appear in 1841 on Dale Street in the St. Paul’s district of Bristol.<span style="mso-spacerun: yes;"> </span>Charles was a milkman. Charles and Mary had
three children: Ellen, 4, Elizabeth,
3, and Mary, 1, all born in Gloucestershire. This suggests the family came to Bristol by 1837 or before. The birth of Mary, and possibly Elizabeth and Ellen, should have been recorded
in civil registration records, but searches have not found them. (Civil registration of births began in 1837, but non-compliance was not uncommon).</div>
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Granddaughter Mary Ann Lee was the key to following the Prices in Bristol. Nineteen year-old Mary Ann Lee was not living with her
mother and brothers in St. Philip and Jacob in 1881. “Mary A. Lee,” 19, born in
Melksham, Wiltshire, was living with the George Pocock family across the river
in Bedminister. The census identified Mary as a niece to George, implying Mary’s
Ann’s mother was a sibling of either George or his wife Elizabeth. In fact,
George Pocock married Elizabeth Price of Newfoundland Street in Bristol 22 November 1857. The marriage
registration states that Elizabeth
was the daughter of Charles Price, a dairyman.<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""></a>
Eleanor and Elizabeth were, indeed, Price sisters.<br />
<br />
Oh, yes, Colston's Almshouse still stands int the center of Bristol on St. Michael's Hill.</div>
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<tr><td class="tr-caption" style="text-align: center;">Colston's Almshouse, St. Michael's Hill, Bristol. J. H. Fonkert photo, 2009.</td></tr>
</tbody></table>
<br /></div>
Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-26947529650759853382016-10-18T08:00:00.000-07:002016-10-18T08:00:08.157-07:00Distracted GenealogistIt was a dark and stormy night...<br />
<br />
No, that was another writing project. My last Four Generations blog was some six weeks ago. Vacation "Up North" was a good excuse for a short pause. Then, frantic preparations for the North Star Genealogy Conference extended the pause into a hiatus. Then post-conference lethargy set-in, combined with the mind-rattling distraction of presidential politics. Oh yes, I also had a journal to edit.<br />
<br />
But, I'm back! I will resume blogging about the English Tidball family this Thursday. I think the Tidballs are good for a few more blog posts, and then I'll need to think about what branch to crawl out on next.<br />
<br />
I might decide to ruminate about the relationship between traditional documentary research and DNA. Mind you, I am not even close to being an expert, but I have been learning as I work through a real world research problem. Stay tuned.<br />
<br />
There's more to life than genealogy, but life would be less fun without genealogy.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-89466593119517124212016-09-08T11:57:00.001-07:002016-09-08T11:57:34.298-07:00What about Mary Ann?<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
Last week, we saw how shifting names can make it hard to
follow a family in the census – in this case, the Census of England. Attention
to occupation and children’s names, combined with searches in birth
registration indexes, led to the John, aka Bartholomew, Lee family in Dorset.
This week, we follow a similar strategy to track down Mary Ann Lee, who was not
with her mother in 1881 as expected.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Bartholomew Lee’s youngest child, Laurence, was born in
August 1869 in Bristol. So, Bartholomew (did anyone call him “Bart?”) was
likely still in Bristol in early 1869. But as noted in last week’s post, he was
absent by the time of the 1871 census – presumably off to America, possibly in
search of gold.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
His wife, Eleanor – the former Eleanor Elizabeth Price –
supported her young family from what she could earn as a charwoman. At home
with their mother was William, 13; Mary A., 9; Charles, 6, and Laurence,
1.<span style="mso-spacerun: yes;"> </span>Eleanor’s 7-year old son, John, was
living with Eleanor’s parents. As far as is known, Bartholomew never returned.
The family believes he died in America, possibly in New Orleans, but he has
never been found in American records, alive or dead.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The family situation had changed again by 1881. Widow
Eleanor was living in Flooks Court
in the St. Philip and Jacob district of Bristol. She was a tailoress. With her
were her three sons: John, 18, Charles, 16, and Laurence, 12. This Charles was
born about 1865 in Trowbridge. The Charles born in Weymouth had apparently died young, but his
death registration has not been found.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Mary Ann Lee did not marry John Tidball until 1884. Where
was she in 1881? A good candidate was a Mary A. Lee, 19 and born in Melksham,
living in the home of George Pocock in Bedminister, across the river from
Bristol. The census identified her as a niece of George Pocock. If a niece, she
could have been a daughter of either George’s sister or of his wife Elizabeth’s
sister. Indeed, Elizabeth Pocock was Eleanor Lee’s sister. Elizabeth Lee
married George Pocock 22 November 1857 in Bristol. Witnesses were Elizabeth’s
brother-in-law Bartholomew Lee and a woman named Sarah Laver. Marriage
registrations indicate that both Elizabeth and Eleanor were daughters of
Charles Price.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
This blog post is being written on the edge of the
wilderness along the North Shore of the world’s largest freshwater lake, so it
has been hurriedly assembled. There just isn’t enough time or internet
bandwidth to insert images of any of these people, or the census and civil
registration records that would illustrate the path of discovery.<span style="mso-spacerun: yes;"> </span>Next week is week 2 of vacation, so no
promises that a post will be written, but rest assured, there is more Tidball
family history to come. In the meantime, I'm off to Honeymoon Rock to watch the sun set.</div>
Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-88042229679846018512016-09-02T08:29:00.001-07:002016-09-02T08:29:22.360-07:00Bartholmew, Where art Thou?<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
A completely undocumented family story states that Bartholomew Lee left his family in England for the gold rush in America -- which gold rush is not clear.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Bartholomew Lee was John Tidball's father-in-law. Bartholomew, 21, married Eleanor Elizabeth Price, 21, 12 May 1857 in Bristol. Bartholomew Lee was the son of John and Hannah Lee. The Irish-born family was enumerated in the St. Augustine the Less district of Bristol in 1851. Bartholomew, 14 was a porter.<br />
<br />
Jumping forward to the 1871 census, Bartholomew was indeed missing. Eleanor was living in St. Philip and St. Jacob, Bristol, with four children:<br />
<br />
<div class="MsoNormal" style="margin-left: .5in;">
William J., 13, born Bristol</div>
<div class="MsoNormal" style="margin-left: .5in;">
Mary A., 9, born Melksham,
Wiltshire</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Chs., 6,
born Trowbridge, Wiltshire</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Laurence,
1, born Bristol</div>
<br />
Another son of Bartholomew and Eleanor was living with
Bartholomew’s parents in1871. John, age 7, born in Trowbridge, was enumerated
as “grandson” in the household of John and Joanna Lee in St. James, Bristol. <a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""></a>The census indicates John was born in Midleton and Joanna in Castle Martyr,
allowing a confident conclusion that 7 year-old boy was a son of Bartholomew.<br />
<br />
Bartholomew has never been found again in later records in England or the United States.</div>
<div class="MsoNormal">
<br />
Stepping back again in time, the young family of Bartholomew and Eleanor should have been easy to find in 1861. With approximate birth dates from other records the somewhat unusual name Bartholomew, and Bartholomew's Irish origins, searchable online census indexes should have produced a fairly short list of candidate families.<br />
<br /></div>
<div class="MsoNormal">
Searches
for Bartholomew Lee anywhere in England
produced no good matches. Why not? Because, when the census-taker came,
Bartholomew gave his name as “John.” John and "Ellen" Lee were living in Melcombe
Regis in Dorset.<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn3" name="_ftnref3" style="mso-footnote-id: ftn3;" title=""><span style="font-family: "times new roman";"> </span></a>The proof that John Lee was the same man as Bartholomew Lee came from the birth
places of the family members and John’s occupation. As enumerated in the
census, the family included:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>John Lee,
24, a porter, born in Ireland,</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>Ellen, 24,
born in Bristol,</div>
<div class="MsoNormal">
<span style="mso-tab-count: 1;"> </span>William, 3,
born Bristol,
and</div>
<div class="MsoNormal" style="tab-stops: .5in 1.0in 1.5in 2.0in center 3.0in;">
<span style="mso-tab-count: 1;"> </span>Charles, 1, born Weymouth.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzG-fdXzeqdH0naSDzhxHV-Pqa_SMho5vEogqMtHBxjUzsP4j-50DZszZKmsihuf3O2g7sSl78Jnqv1NxMjsarJ9NiR1d-cw6A_Ltx0eDtRmhfWfYRc8Zi9S-OAzzaesuan_ZfYCSGe5Pq/s1600/Bart+Lee+1861+census.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="76" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzG-fdXzeqdH0naSDzhxHV-Pqa_SMho5vEogqMtHBxjUzsP4j-50DZszZKmsihuf3O2g7sSl78Jnqv1NxMjsarJ9NiR1d-cw6A_Ltx0eDtRmhfWfYRc8Zi9S-OAzzaesuan_ZfYCSGe5Pq/s640/Bart+Lee+1861+census.png" width="640" /></a></div>
<br />
In 1851, fourteen year-old Bartholomew Lee must have been a porter for the railroad. The clincher came from the birth registration of 1 year-old Charles. He
was born 14 January 1860 to “Bartholomew” Lee and Eleanor, “formerly Price.”
The father was a porter for the Great Western Railway.<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn4" name="_ftnref4" style="mso-footnote-id: ftn4;" title=""></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
The last traces of Bartholomew come from the birth of two
more sons. John was born September 1863 in Melksham.<a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn5" name="_ftnref5" style="mso-footnote-id: ftn5;" title=""><span style="font-family: "times new roman";"> </span></a>Laurence was born August 1869 in Bristol<span style="font-family: "times new roman";"> </span><a href="https://www.blogger.com/blogger.g?blogID=4321815941503378590#_ftn6" name="_ftnref6" style="mso-footnote-id: ftn6;" title=""></a>
So, Bartholomew was probably still in Bristol in
early 1869, but off to America
sometime in the next two years.</div>
<div style="mso-element: footnote-list;">
<br clear="all" /></div>
Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-68895567087000750492016-08-25T04:30:00.000-07:002016-08-25T04:30:14.842-07:00Snohomish InterludeRumors abound that the blogger fell into a Blog Hole, something like a black hole, and equally difficult to explain. Actually, I've been roaming the Pacific Northwest -- specifically the area from Seattle, north to Mt. Baker, east through North Cascades National Park, and south to Wenatchee on the Columbia. I have not seen Sasquatch, but have seen a wingless Boeing 737 fuselage on a flatbed rail car in Wenatchee on its way to the the Boeing assembly plant at Everett.<br />
<br />
Genealogy is to blame for this trip. The trip began with two fantastic days at the Northwest Genealogy Conference in Arlington, Washington. This is the third annual conference put on by the Stillaguamish Valley Genealogical Society. The headliners were Blaine Bettinger and Lisa Louise Cook. What a treat! There was an outstanding complement of other speakers, but I didn't get to hear them because I was busy giving four presentations myself.<br />
<br />
After the conference closed on Saturday, I did attempt a small genealogy excursion. My wife's grandmother's sister drifted from Minnesota to Snohomish County, Washington. I don't know much about her life, but she died in Snohomish County in 1969. From Findagrave.com, I knew that she was buried in the G.A.R. Cemetery just outside the town of Snohomish. Thinking a G.A.R. cemetery in Washington was probably a small, walkable cemetery, I expected to easily find the grave. But, the cemetery was much larger than expected and it was a hot dry day. The grass burned to a crisp. The sun glared off the flat grave markers. The sections were not visibly numbered. The office was closed. There was no cemetery map. I did not find Kate Jackson or her husband, Samuel.<br />
<br />
Monday took us north to Lynden, an area where Dutch immigrants first arrived in the late 1800s. Some Dutch folk from Siouxland (NW Iowa and adjoining parts of Minnesota and South Dakota) sought greener pastures in Whatcom County in the early 1900s. Among them was John Zylstra and his wife, Marie Zorgdrager. Marie was my Dad's cousin. I have misty memories of visiting their farm east of Lynden, near Sumas, in 1962 -- a trip centered on the Seattle World's Fair. John and Marie had five children, the youngest of them twin daughters who were just a year older than me. It dawns on me now that they were 2nd cousins!<br />
<br />
I know nothing of what happened to the twins, but John died in 1990 and Marie in 1993. They are buried in a small cemetery at Nooksack, in the shadow of the Cascades. This gravestone I found.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39ckvlxkBQKCMgvurRZbvz-EgOpFNlBGAvs4DRugAbJUjKJH2qr8-ZrkjbTCcvlEwBIbL8eqF6Fz-XmTCCfbwnRtBzhdDRIqR2b_nzoTswVvYLTVxiRS23BkaUoxyxBy3LafeTiNQJYZ1/s1600/DSC02449.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39ckvlxkBQKCMgvurRZbvz-EgOpFNlBGAvs4DRugAbJUjKJH2qr8-ZrkjbTCcvlEwBIbL8eqF6Fz-XmTCCfbwnRtBzhdDRIqR2b_nzoTswVvYLTVxiRS23BkaUoxyxBy3LafeTiNQJYZ1/s200/DSC02449.JPG" width="200" /></a></div>
I paid my respects -- although I'm not sure what that phrase means. I think it means I remembered them, however vaguely. I did not know them well, but they were important relatives to my Dad. I would like to find out what happened to the twins.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-52895662275327310602016-08-11T04:30:00.000-07:002016-08-11T04:30:31.082-07:00Once a Tidball, always as Tidball?Once found in Bristol in the 1861 Census of England, the Tidball family was rather easily traced. You see, English civil registration records (1839-forward) and English church records (going back much farther) are a genealogist's dream.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgESEfLUDIBpM6zp-p3HoE4P-uLDQwnV_YQW-_q9OrG65abkjYraHhAFH29jil50jJOWG75qe6Wy_eY_SmSj_UwUNnmRLHMzJKmIBdLa8h6j-mCDkV1JHALBbqlMjYw1ADY9ULI8Zj64I8/s1600/Tidball-Bisgrove+marriage.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgESEfLUDIBpM6zp-p3HoE4P-uLDQwnV_YQW-_q9OrG65abkjYraHhAFH29jil50jJOWG75qe6Wy_eY_SmSj_UwUNnmRLHMzJKmIBdLa8h6j-mCDkV1JHALBbqlMjYw1ADY9ULI8Zj64I8/s640/Tidball-Bisgrove+marriage.jpg" width="640" /></a></div>
William Tidball, 32, married Mary Ann Bisgrove, 29, 6 March 1855, at the parish church of St. Philip and Jacob in Bristol. The marriage registration names their fathers: Michael Tidball and William Bisgrove. Mary Ann, 41, died 9 May 1865 in the St. Philip and Jacob district. English death registrations did not record the parents or birthplaces of the deceased, but Mary Ann's registration did name her husband, William, a maltster's labourer.<br />
<br />
William had four young children -- Elizabeth, Thomas, John, and Michael -- all age 10 and younger -- and needed a wife. Age 44, he married 40 year-old Elizabeth Selina Morrish 7 June 1866 in the parish church of St. Mary, Redcliff. She was the daughter of a shoemaker, Samuel Morrish.<br />
<br />
The 1861 and 1871 censuses stated that William was born in Brushford. With the ages reported in the censuses and the marriage registrations, the target is a William born at Brushford about 1821-23. Actually, the target is a baptism record, because civil registration records date from only 1837.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXofqCR8z78kWEFdHohtxewyZPLP5vcSlGVs4rshDPSkKrhc640RjU1-4gcFvJ-50vB2oeu5wyFPoe7YW9e3zdFMFG6-DW-6PY1VKkmJah8ubbUypXT2W1QyI01sAudPkSsVV6WCuKc2Cf/s1600/Wm+Tidball+baptism+1822.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXofqCR8z78kWEFdHohtxewyZPLP5vcSlGVs4rshDPSkKrhc640RjU1-4gcFvJ-50vB2oeu5wyFPoe7YW9e3zdFMFG6-DW-6PY1VKkmJah8ubbUypXT2W1QyI01sAudPkSsVV6WCuKc2Cf/s200/Wm+Tidball+baptism+1822.jpg" width="200" /></a></div>
Indeed, William, the son of Michael and Eleanor Tidboald, was baptized 14 April 1822 at Brushford. Tidboald, eh?<br />
<br />
What about William's childhood and early adult years? The first Census of England in 1841 found William and seven younger siblings with their parents, Michael and Ellen, on East Nightcott Farm. <!--[if gte mso 9]><xml>
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<br />
<span style="font-family: "times new roman"; font-size: 12.0pt;">William enlisted at Bristol in the 34<sup>th</sup> Foot in
October 1846, and was discharged April 1848.<span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "times new roman"; font-size: 12.0pt;">*</span></span></span></span> In 1851, he was a servant a few miles away in the home of his Uncle
Gregory at Poole Farm in Knowstone, Devon. He
was 30 years old and single.</span><br />
<br />
What happened to the rest of the Bristol Tidballs? Elizabeth married Edward Jennet; she died in 1885 in St. George, Gloucestershire. Michael died in 1892 in St. Philip and Jacob, Bristol. William Tidball's second wife, Elizabeth, died 4 May 1892 in St. Philip and St. Jacob. William died 28 January 1899 -- supposedly only 73 years old.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgALsxlRVr-7NrRCvjW09sh92TYJzwhyphenhyphen0HwSyKXBpE2A8ISSucVdpJq5E3lS0OSOjDxOS9BSEnkVQFHQoOVvW1-eK_WlnDhM0veAm18lruHYjEi9pJEtqD7l-HL61SpnwBa2dmtaqvTohU2/s1600/IMG_1784.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgALsxlRVr-7NrRCvjW09sh92TYJzwhyphenhyphen0HwSyKXBpE2A8ISSucVdpJq5E3lS0OSOjDxOS9BSEnkVQFHQoOVvW1-eK_WlnDhM0veAm18lruHYjEi9pJEtqD7l-HL61SpnwBa2dmtaqvTohU2/s200/IMG_1784.JPG" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Brushford, Somerset, parish church</td></tr>
</tbody></table>
On a trip to England in 2009, we attended "Mothering Day" Sunday services at Brushford. The Tidballs are not remembered there, but their presence was keenly felt.<br />
<br />
The blogger will probably take a break from the Tidballs, or whoever they were, next week because he will be traveling to Arlington, Washington, to speak at the Northwest Genealogy Conference. One of his talks deal with DNA and the Fawkners -- remember them? If a blog gets written, it might well be a DNA research story.<br />
<br />
_______ <br />
<br />
*<span style="font-size: x-small;"> “<span class="text">Depot Rolls of the 34th Foot (Cumberland)
for the period 1838-1873,” transcription viewed at <a href="http://www.britishmedals.us/kevin/34foot.html">http://www.britishmedals.us/kevin/34foot.html</a>,
October 2009. The author has not viewed the original depot roll. The
transcription indicates William Tidball, 20 years, six months old, was
born at Brushford. This would make his estimated birth date April 1826. The William
Tidball that enlisted is believed to be the same man because only one William
Tidball was baptized at Brushford during this time period.</span></span><br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-20827573347325523442016-08-04T08:31:00.001-07:002016-08-04T08:31:31.498-07:00Matching up the Minnesota Tidballs in the English Census<!--[if gte mso 9]><xml>
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<span style="font-family: "times new roman"; font-size: 12.0pt;"></span><br />
<span style="font-family: "times new roman"; font-size: 12.0pt;">The Tidballs were from England -- that much was pretty certain. Some family history notes passed down to John Tidball stated that his grandfather John's parents were William Tidball and his first wife, Elizabeth. One note stated that William married Elizabeth about 1859. Grandfather John's death certificate stated that his father was "Wm." Tidball, but did not record his mother's name. It stated that he was born 30 March 1862. The death certificate for his brother, Thomas, said he was born 29 December 1859, but did not name his parents.</span><br />
<span style="font-family: "times new roman"; font-size: 12.0pt;"><br /></span>
<span style="font-family: "times new roman"; font-size: 12.0pt;">John Tidball, about 19 years old, should have been with his parents in 1881. The Ancestry.com index of the 1881 census lists 24 William Tidballs, including a William with a wife, Elizabeth, living in Bristol. There was no son John listed, but there was a daughter, Jane, 18. Could "Jane" have been John, or was this the wrong family?</span><br />
<br />
<span style="font-family: "times new roman"; font-size: 12.0pt;">Thomas had emigrated in 1880, so the best chance to find the family intact was the 1871 Census of England. The William Tidball family enumerated in the St. Philip and Jacob district of Bristol was a good match -- even though William and Elizabeth seemingly had been able to slow down the aging process.</span><br />
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<b style="mso-bidi-font-weight: normal;">1861</b></div>
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<b style="mso-bidi-font-weight: normal;">St. Philip and Jacob, Bristol </b></div>
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<b style="mso-bidi-font-weight: normal;"> </b><b style="mso-bidi-font-weight: normal;">St. Philip and Jacob, Bristol</b></div>
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<b style="mso-bidi-font-weight: normal;">St. Philip and Jacob Out, Bristol </b></div>
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William, 39</div>
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b. Brushford</div>
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William, 51</div>
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b. Somersetshire</div>
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William, 59</div>
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b. Brushford, Somerset</div>
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Mary Ann, 30</div>
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b. Somerset,
Walton</div>
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Elizabeth,
50, b. Trowbridge, Wilts</div>
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Elizabeth
58</div>
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b. Trowbridge, Wilts</div>
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Elizabeth,
5</div>
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b. Bristol</div>
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<br /></div>
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<br /></div>
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Thomas, 11</div>
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b. Bristol</div>
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Thomas, 11,</div>
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b. Bristol</div>
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<br /></div>
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<br /></div>
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John, 8</div>
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b. St. George's,
Gloucestershire</div>
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Jane, 18</div>
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b. St. George's,
Gloucestershire</div>
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<br /></div>
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Michael, 6</div>
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b. Bristol</div>
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Michael, 16</div>
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b. Bristol</div>
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<div class="MsoNormal">
<span style="font-size: 10.0pt;">Source: Census of England,
images viewed at Ancestry.com</span></div>
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<br />
<span style="font-family: "times new roman"; font-size: 12.0pt;"><br /></span>
As censuses so often do, the 1861 census offered a surprise. Thomas was there, as well a previously unknown daughter, Elizabeth. (John was not yet born). But, William's wife was Mary Ann, born in Walton, Somerset. Apparently, Elizabeth was a second, not first, wife. William obviously married Elizabeth after 1861, raising a question of whether John Tidball's mother was Mary Ann or Elizabeth.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgarCqYhQp8rvB_kgMEv4GmpU_cOx2in928ISeB9OOuS-_lwIx8ny7AVXeLvegotoGrbN4ssgePVUsrH_nhpz7K48KExREkurhReKx_ENmCHpcxhqFacVTEIxo5gDh83E6Wfkoj0cXMiPAC/s1600/photo+album+page+cropped.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgarCqYhQp8rvB_kgMEv4GmpU_cOx2in928ISeB9OOuS-_lwIx8ny7AVXeLvegotoGrbN4ssgePVUsrH_nhpz7K48KExREkurhReKx_ENmCHpcxhqFacVTEIxo5gDh83E6Wfkoj0cXMiPAC/s320/photo+album+page+cropped.jpg" width="193" /></a></div>
A family photo album passed down from John Tidball's wife, Mary Ann (not to be confused with William's 1861 wife, Mary Ann), helped make sense of the census. One photo was labeled "Michael Tidball -- brother." This was presumably the Michael born about 1865. Another photo of an older, not so handsome woman, with a child about 2 years old, carried a handwritten note: "Liz's baby and boys' stepmother." This was apparently William's second wife, stepmother to the younger boys -- Thomas and John -- but it is not immediately apparent who Liz's baby was.<br />
<br />
Using the photo album and English civil registration records, the blogger will sort the family out next week, setting the stage to track the Tidballs back to Brushford, Somerset.<br /><span style="font-family: "times new roman"; font-size: 12.0pt;"></span><br />
<span style="font-family: "times new roman"; font-size: 12.0pt;"></span><br />
<span style="font-family: "times new roman"; font-size: 12.0pt;"></span><br />
<span style="font-family: "times new roman"; font-size: 12.0pt;"><br /></span>
<span style="font-family: "times new roman"; font-size: 12.0pt;"><br /></span>Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com1tag:blogger.com,1999:blog-4321815941503378590.post-19382261970987517572016-07-28T08:15:00.001-07:002016-07-28T08:17:16.548-07:00Read all about it -- John got a Patent; Thomas had a Problem with LardFrom my vantage point, the Minnesota Tidballs were ordinary folks. Thomas' and John Tidball's father was a brewer's laborer in the heart of industrial Bristol. Their prospects in Bristol probably had something to do with their decisions in the 1880s to immigrate to Duluth, which was just getting its start as an inland port city.<br />
<br />
Ordinary people usually get little if any mention in local history books and don't leave voluminous personal papers in archives, but they do find their way into local newspapers. Duluth was a large enough town to support more than one daily newspaper, but small enough for newspapers to serve as a sort of early 20th-century social media.<br />
<br />
Over the past 50 years, many historical newspapers were saved on microfilm, but searching the microfilm for family history was a slow, tedious exercise. Now, both commercial (Newspapers.com, Genealogy Bank, and Newspaperarchives.com) and free services (ChroniclingAmerica.gov) make it easier than ever to search digitized historical newspapers. Of course, the searches are easier when the name is unusual. Tidball is a good example.<br />
<br />
Here are some stories from the <i>Duluth News-Tribune</i> that give some flavor of the lives of the Tidball families in Duluth.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidPk99e0_9KhdL39HyF_LzlEm3vZjo8j4Z-CZtzZWvyuh1CuT1O2X_UenwCH79UlKxvC8aM5PE9kFednNPsTr91k5udNfUedgZ7zwYk-tFWtNFIWTMrA3cu2dGdUY163RBbWTo0hlXJe6v/s1600/Aubrey+Tidball+patent.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidPk99e0_9KhdL39HyF_LzlEm3vZjo8j4Z-CZtzZWvyuh1CuT1O2X_UenwCH79UlKxvC8aM5PE9kFednNPsTr91k5udNfUedgZ7zwYk-tFWtNFIWTMrA3cu2dGdUY163RBbWTo0hlXJe6v/s320/Aubrey+Tidball+patent.jpg" width="320" /></a></div>
<ul>
<li><i>HALLOWE'EN PARTY. The Christian Endeavor society of the First Christian church will entertain at a Hallowe'en party Friday evening in the church parlors. The social committee which is arranging the details consists of Miss Lottie Austen, Mrs. C. A. Palmer and Ambrey [sic] Tidball</i>. (26 October 1910, p. 6)</li>
<li><i>Mr. and Mrs. Aubrey Tidball, 2815 Minnesota avenue, entertained at a
swimming and beach party Friday night in compliment to their house
guest, Miss Barbara Teacore of Minneapolis... A swimming frolic was
engaged in until 9 o'clock, when a marshmallow roast on the beach was
enjoyed.</i> (20 August 1916, p. 6)<i> </i></li>
<li><i>The Study of the Latin-American countries will occupy the year's work of the </i>[Women's Missionary]<i> society... 'The Extent and Location of the Countries in Latin America' will be the subject of a talk by Mrs. Aubrey Tidball..</i>. (18 October 1916, p. 7)</li>
<li> <i>Esley W. Tidball, corporal of the Home guard drum corps, has received
an appointment to the officers' training school at Camp Zachary Taylor,
Ky., instead of a commission as previously reported.</i> (21 August 1918, p. 3)</li>
<li><i>GRANTED PATENTS. The bureau of patents and copyrights in Washington, D.C., yesterday announced that Aubrey J. Tidball of Duluth has been granted a patent for electric light connections...</i> (20 April 1919)</li>
</ul>
Aubrey and Esley were sons of John Tidball. The Tidballs not only made the news, they participated in the news. Thomas Tidball sympathized with the temperance movement. In a 1912 letter to the editor, he wrote: "I wish to thank you for the editorial in regard to the patrol limits and the saloons. I hope we will see more of such talk in our city papers." (10 April 1912, p. 8).<br />
<br />
Thomas may have avoided drink, but he had a problem with lard. Under a headline reading "Sold Adulterated Lard," the 2 December 1902 issue of the <i>News-Tribune</i> reported:<br />
<br />
<div style="text-align: center;">
<i>Thomas Tidball, a grocer at 218 West Fourth Street, was tried in the municipal court yesterday for selling lard adulterated with beef tallow. He was fined $25 and costs. The complaint was made by Otto Giffert, agent for the food and dairy commission, and the offense was committed last June. Mr. Tidball ordered the lard from a wholesale house, and had no knowledge that it was adulterated.</i></div>
<br />
Is this all the news that was fit to print? No, this is just a sampling. Historical newspapers are deep mines for family history. Start digging!Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-67001097994588458662016-07-21T04:30:00.000-07:002016-07-21T04:30:25.809-07:00Rare Tidball DNAThere is more Tidball family history waiting in the wings, but the blogger is pretty much immersed in DNA this week at the Genealogical Research Institute of Pittsburgh (yes, GRIP). This, of course, means the blogger is in Pittsburgh, and doesn't have access to all his paper Tidball files. So, this week's blog just presents some musings about how DNA might help in Tidball research.<br />
<br />
For you non-genealogists, you don't need to know much about DNA or genetic genealogy to read on. The most important thing is this: if you have ancestors, you have DNA. Of course, it goes the other way, too... if you have DNA, you have ancestors! Genealogists base their research conclusions on information from two general kinds of sources: records and authored works. Records include things like death certificates, censuses, and citizenship papers -- generally speaking, documents that "record" (and preserve) information about family history events. Authored works are just that -- compilations of evidence, ideas and conclusions from another researcher.<br />
<br />
For something you can't see, DNA is pretty hot stuff in genealogy. It seems like an entirely new kind of source, but I think of it as just another kind of record -- carried forward in a different medium. It is a record of the genetic make-up of the great-grandparents, grandparents and parents who passed it forward. DNA mutates -- if it didn't, we would all have matching DNA and probably pretty much all look alike. Because DNA mutates, lines of genealogical descent can be differentiated. People with closely matching DNA probably have a fairly recent common ancestor. If they had a more distant common ancestor, mutations would likely have created more genetic distance between them.<br />
<br />
Y-DNA is useful for relating men with shared surnames, because every male received his Y-DNA from his father, who in turn received it from his father, and so on. Until a mutation occurs, males in two male straight lines of descent will have matching Y-DNA. So, even where men of the same (or variant) surname differ only only a few "markers," they are likely to have a common ancestor within a dozen or so generations.<br />
<br />
I have tracked the Minnesota Tidball ancestry back to a Thomas Tidboald, born about 1739, who lived at North Molton in Devonshire. I suspect that he was a son of a Tidboald family that in the 1730s lived in Exford, is less than 10 miles from North Molton. Y-DNA might either disprove or lend credence to my hypothesis. Traditional research tracks a group of Tidballs who settled in Ontario in the last half of the 1800s back to the Exford Tidboalds. If my hypothesis is correct, living male straight line descendants of those families should closely match living males in the Minnesota Tidball family.<br />
<br />
I have tested the Y-DNA one of my Tidball brothers-in-law. As we learned a few posts ago, the Tidball name is rare, and it appears that possibly no other related living Tidballs have tested because the FamilyTreeDNA Y-DNA database thus far reports only two men who come even close to matching my brother-in-law at 37 markers. Neither of those men is a Tidball.<br />
<br />
DNA is not an easy fix to genealogical research problems. I might learn more if I can locate and test a living male straight-line descendant of the Ontario Tidball family. It would take a good deal of genealogic detective work to identify a candidate for testing. But, if I could find and test a candidate, it might give me more confidence in the hypothesis that Thomas Tidboald of North Molton came from Exford.<br />
<br />
Of course, autosomal DNA tests might also help, but that is another story for another time. Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-48833409298879846152016-07-14T07:38:00.000-07:002016-07-14T07:38:04.196-07:00Tidballs Take Root in MinnesotaThomas and John Tidball, late of bustling Bristol, England, were living on the southern Minnesota prairie in 1885 (see last week's post). It is not clear what drew them there, but they didn't stay long. While the booming port of Duluth at the head of Lake Superior never compared with industrial Bristol, it must have been closer to the urban life the young men had back home.<br />
<br />
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Genealogists grieve over the loss of the 1890 census in a 1921 fire in the basement of the Commerce Building in Washington, D.C. Fortunately, for Tidball researchers, Minnesota took censuses in 1885 and 1895. The 1885 census found John and Thomas in Steele County in southern Minnesota, but the 1895 census found them back in Duluth. John was a delivery clerk living at 11 W. 7th St. At home were "Mrs. John Tidball," 33, Ellenor,10, Aubrey, 7, and Esley, 2. A family Bible records that 7-day old Walter died in February 1887 in Steele County. Thomas, a grocery clerk, lived at <span style="color: red;"><span style="color: black;">1207 W. 4th St.</span></span>, with wife Emily, 33, and daughters Margaret, 9, and Alice, 7.<br />
<br />
Thomas remained in Duluth for the duration, but in 1900, the John Tidball family was back in southern Minnesota, this time a few miles farther south in Geneva, Freeborn County. John was a day laborer. Five years later, the 1905 Minnesota census found John back in Duluth employed as a milk wagon driver. He was probably doing better in 1910, when the census recorded him as an "engineer (stationary)." The 1920 census makes his occupational trajectory more clear; he was an "engineer" in a school. Thomas was listed as a grocer in 1900 and a clerk in both 1905 and 1910.<br />
<br />
Some other records fill in some of the gaps:<br />
<br />
<ul>
<li>Thomas declared his intent for citizenship in June 1883 in Duluth. Next in line at the courthouse was his future brother-in-law, William Haycraft.</li>
<li>John declared his intent in Freeborn County in October 1886.</li>
<li>No deeds have been found, but Thomas was on the 1888 tax rolls in Steele County for 20 acres -- a small farm even in those days.</li>
<li>Thomas was back in Duluth by 1889, when the city directory listed him at 511 5th Ave. W.</li>
<li>The 1894-5 directory listed John as an "oiler" for the Duluth Street Railway; he resided at 1112 W. 3rd. St. Thomas was a clerk the the grocer Cannon and Holmes on W. Superior St.</li>
<li>John has apparently not yet gone back south to Freeborn County in the summer of 1899, when the Duluth News-Tribune reported that Mrs. John Tidball attended a party for Mrs. Nichols. The 1900 directory stated that John has moved to St. Paul (about half way between Duluth and Freeborn County).</li>
<li>The 1905 city directory confirms that John was back in Duluth in 1905;he was a "driver" for Bridgeman and Russell, a dairy products and cold storage company.</li>
<li>The 1910 directory clarifies that John was an "engineer" at Nettleton School. His son, Aubrey was a janitor at Irvin School.</li>
</ul>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_pVekFfkDhfBdTYo5ZWa3Bg1ASH2XP_1WBjD7DoVcJxXVb4x4WZpBbGKyBx19v_9jqr5c25G2wrvT-4UnJm8RKDmNcGCcQs3tApTy5Z943naxmdgUC3msbqOww56ZZ0pEH_vOZN8BLowv/s1600/Tidball+Duluth+Directory+1910+residence+cropped.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="104" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_pVekFfkDhfBdTYo5ZWa3Bg1ASH2XP_1WBjD7DoVcJxXVb4x4WZpBbGKyBx19v_9jqr5c25G2wrvT-4UnJm8RKDmNcGCcQs3tApTy5Z943naxmdgUC3msbqOww56ZZ0pEH_vOZN8BLowv/s200/Tidball+Duluth+Directory+1910+residence+cropped.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">R. L. Polk Duluth Directory, 1910</td></tr>
</tbody></table>
The tale of the Tidball brothers in Minnesota is hardly exceptional, but is probably not an atypical immigrant story. It is not clear why they chose Duluth, apart from it being an emerging port city at the head of the Great Lakes and near to the Minnesota iron mines. They apparently gave farming a try, but having come from a working class family in Bristol, it is not surprising that they returned to Duluth where job opportunities were greater. <br />
<br />
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-81569999022466573202016-07-07T04:30:00.000-07:002016-07-13T13:17:23.788-07:00To Tell the Tidball TruthGenealogy is sometimes like the old TV show "To Tell the Truth." Will the real Tidball brothers please stand up? <br />
<br />
It seems pretty simple.<br />
<br />
<ul>
<li>Thomas Tidball immigrated alone to Duluth, Minnesota, in 1880. In 1883, he married Emily Agnes Fear in 1883.</li>
<li>John Tidball, married Mary Ann Lee in Bristol, England, in March 1884, and several days later sailed for America.</li>
</ul>
And then, for the benefit of future genealogists, the State of Minnesota was kind enough to take a census in 1885. Census-takers found the two brothers living close together in Steele County in southern Minnesota.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPjDhznU7b8v4ghiLLvZ2QMXib7rMZRd9Glerx3wk00nViivT-_gitun5nZIwoNsNfETBEOLFuAMxtWlQl2Kd-H-_3ntNpk8nZAsEXmd6xrmWmmpczQcOwnrb0rQftFSav8-iPlaPTluP/s1600/John+Tidball+1885+Steele+County+Census.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPjDhznU7b8v4ghiLLvZ2QMXib7rMZRd9Glerx3wk00nViivT-_gitun5nZIwoNsNfETBEOLFuAMxtWlQl2Kd-H-_3ntNpk8nZAsEXmd6xrmWmmpczQcOwnrb0rQftFSav8-iPlaPTluP/s400/John+Tidball+1885+Steele+County+Census.jpg" width="400" /></a></div>
John Tidball was enumerated in Summit Township living with the David Curtis family ( no. 83). Mary Ann was not with him. Other information was correct, including that both John was born in England and his parents were foreign-born.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG-qWRnbGmxWvYHq3d95SYc8KpsyG6JmMNtEK_o218ggzECTCTZPn-ltF8wu7woFGAZFiCRehLo_6cysnZDU_6KYlSWeRxFLxcWoI-BuBeQjwXCfQ-yTv6sT7i_21s2yo3Jby9gXh3Byw5/s1600/Thomas+Tidball+1885+Census.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="66" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG-qWRnbGmxWvYHq3d95SYc8KpsyG6JmMNtEK_o218ggzECTCTZPn-ltF8wu7woFGAZFiCRehLo_6cysnZDU_6KYlSWeRxFLxcWoI-BuBeQjwXCfQ-yTv6sT7i_21s2yo3Jby9gXh3Byw5/s400/Thomas+Tidball+1885+Census.jpg" width="400" /></a></div>
Thomas Tidball's family was the 92d family visited. Surely, these were the Tidball brothers from Bristol. Their ages are close to correct. According to their death certificates, Thomas was born in December
1859 and John was born in June 1862. Amelia likely was Emily Fear, but then the questions start. Where was Mary Ann? Who
was Duane?<br />
<br />
To tell the truth, I don't know the answers. The 1885 census was taken in May. John and Mary Ann Tidball had a daughter, Eleanor, born in January 1885. Mother and daughter should have been enumerated somewhere. Perhaps, they had stayed back in Duluth with relatives or friends, but I have not found them.<br />
<br />
The Thomas Tidball enumeration is also problematic. Later censuses and vital records indicate that Thomas' first child was Alice -- a plausible match for Ella -- born in July 1885. If so, Alice should not have been in the home when the census-taker came in May. She certainly was not 6 months old. Alice was born in Minnesota, while 6-mo. old Ella was reportedly born in England. (It is possible the family went back to England briefly).<br />
<br />
Duane remains a mystery. Quite simply, searches for a Duane Tidball born anywhere about 1862 yield no results in any records.<br />
<br />
Now, for some speculation. Despite the discrepancy in birth place, might Ella actually be John and Mary Ann's daughter Eleanor? If so, despite the discrepancy in birth place, name, and sex, might the census-taker for some unknown reason written down "Duane" instead of "Mary Ann?"<br />
<br />
Maybe, but I don't know.<br />
<br />
One more wrinkle complicates the picture. As unusual as the name is, another Tidball family of similar ages lived in Deerfield Township in the far northwest corner of Steele County, some 15-20 miles from Summit Township. Emil Tidball, 26, born in England, had a wife, Matilda, 24, born in Wisconsin, and two children born in Minnesota: Amelia, 2, and William, 1. Like Duane, Emil has not been found in any other records. Possibly, this Tidball family was related to a Pennsylvania-born Tidball living five or so miles away in Le Sueur County.<br />
<br />
Solutions to genealogical mysteries defy solution. As much as I would like to know what was going on with Tidballs in Steele County in 1885, I am not certain that I really need to know. As will become apparent as we follow Thomas and John forward in Minnesota and then back to England, there is no doubt about their identity or relationships. It just isn't clear exactly who was where in 1885.<br />
<br />
Oh, by the way, I have just discovered an index entry indicating that a Thomas Tidball married either a Mary Ann Hosgrove or an Amelia Chapple in 1779 in England. However, I don't think this is the Thomas who was in Steele County in 1885. I do think that this Thomas Tidball married Amelia Chapple, but I won't be completely certain until I get the English civil registration of the marriage. I find a Thomas, 24, and Amelia, 27, with no children (suggesting a recent marriage) living in Warwickshire in 1881. This Amelia was born at Washford Pyne, Devon. I find the same couple living with Thomas' father, John, in Washford Pyne in 1891. They did not have a daughter named Ella. Working back, I find Amelia, 17, daughter of Aaron Chapple, living in Washford Pyne. To tell the truth, based on this evidence, the odds are strongly against this being the Thomas and Amelia Tidball family of Steele County.<br />
<br />
So, the mystery stands open. Will the real Duane Tidball please stand up?Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-76935969172719429862016-06-30T05:00:00.000-07:002016-06-30T08:03:57.307-07:00The Tidball InvasionThe Carol Burnett comedy writers were on pretty safe ground when they created Tim Conway's "Mr. Tudball" character (see 23 June 2016 post). White Pages.com returns only 25 exact matches in the United States. Compared to Tudball, the Tidball name is less rare; more than 1,000 pop up in a Whitepages.com search. A 1940 U.S. Census search at Ancestry.com turns up only 478 individuals, spread widely across the country, but with clusters in Ohio, Iowa, Kansas, and Pennsylvania.<br />
<br />
Hey, it's a big country with a lot of names! Based on <a href="http://www.census.gov/topics/population/genealogy/data/2000_surnames.html">2000 census data</a>, Tidball rests in a tie for the 28,353rd most common name in the United States. (You think that's uncommon? Fonkert doesn't even show up in the top 65,000).<br />
<br />
So, how did the Tidballs get here. Perhaps the largest American Tidball family dates to the early 1700s in Pennsylvania. Another batch arrived in Ontario in the mid-1800s. The Minnesota Tidballs -- the ones I associate with -- arrived in the 1880s. It is likely that all three groups were fairly closely related back in Southwest England, but that story must wait for a future blog. For now, the focus is on the Minnesota Tidballs.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiBLcPSD-WeEA1vPZdke65g4cLa5Kh9eb1KgsmwOxoD8JIXse2kuhiN0BveWf1QUerdLswWv25LtuSkBkhyFrwXbugvO4z-wWBWYTDA_Mlqp2pUsjwPzzKnDtW0tRK0FJUQjJCuUgrYpCU/s1600/John_Tidball2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiBLcPSD-WeEA1vPZdke65g4cLa5Kh9eb1KgsmwOxoD8JIXse2kuhiN0BveWf1QUerdLswWv25LtuSkBkhyFrwXbugvO4z-wWBWYTDA_Mlqp2pUsjwPzzKnDtW0tRK0FJUQjJCuUgrYpCU/s200/John_Tidball2.jpg" width="139" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Thomas Tidball</td></tr>
</tbody></table>
Thomas Tidball, 20, landed at New York in<span style="color: #cc0000;"> <span style="color: black;">October</span></span> 1880 on the <i>S. S. Somerset</i>. The passenger manifest recorded his occupation as "clerk." That this is the correct Thomas is confirmed by the 1900 U.S. Census, which recorded his immigration date as 1880, and by the St. Louis County, Minnesota, declaration of intention for citizenship in which Thomas said he arrived in October 1880 at New York.<br />
<br />
<div style="text-align: left;">
It is not known why Thomas chose Minnesota. He might have made a short stop elsewhere, but he was in Duluth, Minnesota, by 28 March 1882 when the Duluth <i>News Tribune</i> reported he was a guest at the Bay View Hotel. He married Emily Agnes Fear in Duluth 25 October 1883. Emily had wasted no time -- she had arrived at New York only eight days earlier. Perhaps, Thomas and Emily had known each other in England. The couple was soon on the move again; by 1885, Thomas and Emily were living nearly 250 miles south of Duluth in Steele County, an area with much richer farmland. Why there? Don't know.</div>
<div style="text-align: left;">
<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWhE1qXMwc1gWEyy7XCcE4NdolwFyST0Z_Xr0wZwqY8ARWeHoMa2_qTRl00rxYZduhf-kMZ4o57SP3GOTP26GPRZqFpb7Qshk7B_HlcnKvyIEcRS8FLc0P7evI7XDSwE9fU1uhMF1yu16Q/s1600/Tidball+Bible1.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWhE1qXMwc1gWEyy7XCcE4NdolwFyST0Z_Xr0wZwqY8ARWeHoMa2_qTRl00rxYZduhf-kMZ4o57SP3GOTP26GPRZqFpb7Qshk7B_HlcnKvyIEcRS8FLc0P7evI7XDSwE9fU1uhMF1yu16Q/s320/Tidball+Bible1.JPG" width="320" /></a></div>
<div style="text-align: left;">
The 1885 Minnesota census also found John Tidball in Steele County. John
and Mary Ann Tidball had arrived at New York -- also on the <i>S.S. Somerset </i>--
on 1 April 1884. The Tidball family was apparently quick on its feet,
because John Tidball had married Mary Ann Lee less than three weeks
earlier on 12 March in Bristol, England. A family Bible states that they
sailed for America on the 15th.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Details of the Tidball brothers' early years in Minnesota are somewhat
fuzzy. The 1885 Minnesota Census enumerations raised questions about
both their families that have not yet been answered. I will tackle that
problem in next week's post.</div>
<div style="text-align: left;">
</div>
<br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-80949379369810506692016-06-23T04:30:00.000-07:002016-06-29T13:46:50.775-07:00Mr. Tudball, I mean TidballI have no idea how the writers for the Carol Burnett Show (1967-78) came up with the name Tudball for the character played so hilariously by Tim Conway. Mr. Tudball was a small businessman trying to run an efficient office with the help of his clueless secretary, Mrs. Wiggins (Carol Burnett).<br />
<br />
In about the middle of the run of this classic comedy TV show, I married Ms. Tidball -- not Tudball, but close. The hilarious Mr. Tudball skits were aired sometime between 1975 and 1978. We watched the show every week, so you would think that the similarity of the two names would have struck me or her. As best as we can remember, we never thought anything of it. But, you see, this was nearly 15 years before I knew genealogy even existed.<br />
<br />
We (my wife and I) knew the Tidball family came from England in the 1880s, but not much more. Back in those days (a distant past known as the 1990s), one of the best sources for genealogy research was the International Genealogical Index -- on microfiche. There, in the IGI, was the name Tidball, predominately in Somerset in Southwest England. As I followed these leads, I soon discovered the Tudball name in some of the same parishes. Fairly obviously, Tidball and Tudball are variants of the same name. A modern topographic map shows Tudball’s Splats, a set of
enclosed fields about 2 miles southwest of Withypool in what is now Exmoor National
Park. No one knows how long this place has
carried the Tudball name, but the Tudball spelling probably dates from the
1500s or 1600s. <br />
<br />
My father-in-law's family history notes suggested the family came from Wales and vaguely suggested that the name Tidball referred to the keeper of something called the tide ball. <span style="font-family: "times new roman"; font-size: 12.0pt;">Such a thing does, or did, exist. It was a ball that was raised to
tell ship captains when the tide was high enough for a ship to safely enter a
harbor. Presumably, harbors did have tide ball-keepers. The Somerset Tidballs
lived within 25 miles of the sea, and at least one Tidball family settled on the Welsh
coast, but no evidence has been found to suggest the family name has anything
to do with tide balls.</span><br />
<br />
<div class="MsoNormal">
<span style="font-family: "times new roman"; font-size: 12.0pt;">As future posts will explain, my wife's Tidball family traces back to a Thomas Tidboald -- another variation of the name. Other names, including Tidbald, Tedball, Tudbold, and Tudboll are likely also variants of the same name.</span> <!--[if gte mso 9]><xml>
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</xml><![endif]--><span style="font-family: "times new roman"; font-size: 12.0pt;">Several surname dictionaries state that these
names derived from the Germanic name Theobald, possibly arriving from
northeastern France
after the Norman Conquest of England in 1066.</span><span lang="EN" style="mso-ansi-language: EN;">One source says
the name Tidball is of early medieval French origin, commonly occurring as
Tebald or Tibalt (old French Teoband and Tibaut), all deriving from Theobald –
derived from Germanic roots -- “theudo” meaning “people,” and “bald,” meaning bold
or brave.<span style="mso-spacerun: yes;"></span></span></div>
<br />
<br />
According to <a href="https://en.wikipedia.org/wiki/Tim_Conway">a Wikipedia article</a>, Tim Conway's Mr. Tudball character was widely thought to be Swedish, but Conway said he used his mother's Romanian accent. Obviously, the comedy writers thought the name might be good for a few laughs, and they might even have thought they had come up with a nonsense name that could not possibly offend anyone. Now, we can set the record straight: Tudball (and the variant Tidball) is a perfectly good English name -- and, I doubt anyone was seriously offended.Anonymoushttp://www.blogger.com/profile/12487601805689826272noreply@blogger.com0tag:blogger.com,1999:blog-4321815941503378590.post-10069311032594295322016-06-16T04:30:00.000-07:002016-06-22T15:09:07.118-07:00Don't Know Much about PhilosophyDon't know much about philosophy. Wow... now, I have the tune from Sam Cooke's 1960 "Wonderful World" song (You can look it up) stuck in my head.<br />
<br />
But, today I am risking thinking about philosophy because, on my flight home from SCGS Jamboree, I read Stephen Hatton's article about philosophy and genealogy in the <i>National Genealogical Society Quarterly</i> ("Thinking Philosophically About Genealogy," <i>NGSQ</i>, March 2016, 5-18).<br />
<br />
Hatton argues that philosophy can do five things for genealogy:<br />
<br />
<ul>
<li>Deepen understanding of genealogy and its key concepts and presuppositions,</li>
<li>Support genealogy's theoretical grounding,</li>
<li>Produce a more firm foundation for the Genealogical Proof Standard GPS),</li>
<li>Increase appreciation of research challenges and common errors, and</li>
<li>Improve relations with other disciplines, which might improve genealogy's standing in academia.</li>
</ul>
Like I said, I don't know much about philosophy, but it does seems pretty important to me. Wikipedia tells me that classic philosophical questions include those of whether it is possible to know anything, or to prove its existence. As a genealogist, that sounds like a pretty core question to me. In fact, I often open genealogy lectures with a slide simply asking HDYKWYTYK? -- How do you know what you think you know?<br />
<br />
Hatton's article explores the ontology of genealogy. "Ontology" is not I word I feel very comfortable with, but I understand it to mean something about the study of the nature of things that exist -- and therefore can be talked about and studied. Hatton suggests three ontological views of the human subjects (mostly dead) that genealogists study. They can be a "substance" with properties, a "lived being" with passions, or an entity (person) shaped by events. What I get out of the ensuing discussion is that people can be thought of as objects that have qualities, stand in relationship to each other, and both affect and are affected by events. This is a very generalized summary that very possibly does not do justice to Hatton's discussion. You need to read the article for yourself.<br />
<br />
Hatton states that practitioners of genealogy and philosophy have yet to interact. That is probably mostly true, especially in the higher altitudes of academe. Yet, I would argue that genealogists who have contributed to the GPS and accompanying standards have done a good deal of philosophical thinking. In fact, I have known many genealogists who seem capable of thinking philosophically about genealogy without being in the same room with a philosopher. Hatton also contends that genealogy "has not sufficiently provided its own theoretical grounding," adding that "Ground refers to what is fundamental, from which other things derive and are understood, explained, and built" (p. 8). Again, I am certain genealogy can do better, but I do think we have made significant progress.<br />
<br />
When Craig Scott and the Salt Lake Institute of Genealogy issued a call for colloquium papers that would "advance the theory of genealogy," I stuck my neck and and submitted a paper that discussed genealogical education, evidence-based genealogy, and genealogy's place in the "knowledge world." I suggested that an important step toward making genealogy a credible discipline was to define core concepts. I suggested six: maternity and paternity, lineage, ancestry, kinship, heritage, and biography.<br />
I don't think I said much that others hadn't already thought, but if you are interested in these kinds of ideas and the kinds of question that Hatton raises, you might want to check out my article ---"The GPS and Beyond: Challenges for a Genealogy Profession," <i>Crossroads</i>, Spring 2015, 18-25).<br />
<br />
I am certain that other genealogists around the world are having lively discussions about the philosophy of genealogy, but I don't hear a lot about those discussions from where I sit. I hope those discussions continue and grow.<br />
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I don't think I have a lot more to say about this topic, so I might not return to it in this blog any time soon. Rather, I am thinking I will start in on the Tidball family saga -- which puts me in mind of Tim Conway's Mr. Tudball character on the Carol Burnett show! O.K., that should get "Wonderful World" out of my head.<br />
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