<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5775757778593762417</id><updated>2012-01-15T20:32:40.382-08:00</updated><category term='Hacienda Enriqueta'/><category term='Moca'/><category term='Lucas Yllas'/><category term='Capitan Miguel Babilonia Polanco'/><category term='Quebradillas'/><category term='Mallorca'/><category term='Camuy'/><category term='Enriqueta Kleibring Sotomayor'/><category term='Spanish coin'/><category term='Babilonia artifact'/><category term='Moca 1851'/><category term='Maria Mendez (1741-1796)'/><category term='Mendez'/><category term='Babilonia Family Reunion: Moca'/><category term='Santo Domingo'/><category term='Enrique Kleibring Sotomayor'/><category term='locations'/><category term='PR'/><category term='Enrique Kleibring Geldmeier'/><category term='Miguel Delis Babilonia'/><category term='Babilonia Day in Moca'/><category term='Manuel Babilonia Acevedo'/><category term='Lorenzo de Acevedo'/><category term='Nuestra Herencia'/><category term='slavery'/><category term='Cristobal Sotomayor'/><category term='Africa'/><category term='25 June'/><category term='summer Babilonia reunion'/><category term='proclamation'/><category term='associated surnames'/><category term='HGSNY'/><category term='Tomas Babilonia'/><category term='Mayor Kiko Aviles'/><title type='text'>Babilonia Family History</title><subtitle type='html'>History and genealogy of the Babilonia Family of Moca PR 
&amp;amp; associated lineages. 


    © Ellen Fernandez-Sacco, 2011</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>17</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-2644638998563490032</id><published>2011-10-17T13:02:00.000-07:00</published><updated>2011-10-17T13:02:17.039-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Santo Domingo'/><category scheme='http://www.blogger.com/atom/ns#' term='Quebradillas'/><category scheme='http://www.blogger.com/atom/ns#' term='Camuy'/><category scheme='http://www.blogger.com/atom/ns#' term='Miguel Delis Babilonia'/><title type='text'>Miguel Angel Delis Babilonia (1933-2011)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;I'm saddened by the recent passing of a cousin, Miguel Delis Babilonia. I was fortunate to meet him and other family members through his nephew, the photographer and videographer Robert Babilonia, late of Washington DC. Miguel had a career in education, serving as principal and administrator of schools. He was of medium height and slight build, with black hair that contrasted with his skin, and it was impossible to tell exactly how old Miguel was.&lt;br /&gt;&lt;br /&gt;The first time we met was when my husband and I traveled to Hato Rey to meet his mother, Rosairis, a vivacious woman in her 80s, who graciously sustained a conversation full of genealogical questions. Miguel cared for her, and I learned more about the Babilonias who settled in Quebradillas in the 1880s.&amp;nbsp; Rosaris told me that the Estrella family came from Spain, then to Santo Domingo and on to Puerto Rico, where they established themselves in Camuy.&amp;nbsp; Her grandmother, Jacinta Amalia Estrella Ostache (b.1850) was the first generation born in Camuy, and she married Manuel Miguel Astolfo Babilonia Talavera (1854-1926). He was my greatgrandfather Alicides' brother. &lt;br /&gt;&lt;br /&gt;Miguel and his sister Katri both answered a question I was long curious about, why did Rodofito (as Manuel Miguel Astolfo was known) move east, away from Moca? Katri explained that Jacinta's father, d. Jose Cayetano Estrella Pallan was against slavery.&amp;nbsp; Already a widower, he purchased slaves in order to secure their freedom, and was jailed along with them for it. Miguel told me that Rodolfito broke with his family over slavery, and moved east. There is a document in PARES that announces his appointment and transfer as a teacher to Trujillo Alto until that November, when he was relocated to Quebradillas. So it seems work and political beliefs blended in his leaving Moca for the east central area of the island.&amp;nbsp; Unfortunately, Alicides remained stuck between pride and racist beliefs, preferring to acknowledge to his granddaughter that 'he used to own that family', after returning a passerby's good morning.&lt;br /&gt;&lt;br /&gt;QEPD Miguel. I'll miss you. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-2644638998563490032?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/2644638998563490032/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=2644638998563490032' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/2644638998563490032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/2644638998563490032'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2011/10/miguel-angel-delis-babilonia-1933-2011.html' title='Miguel Angel Delis Babilonia (1933-2011)'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-7787814413055308465</id><published>2011-05-30T09:48:00.000-07:00</published><updated>2011-05-30T09:48:45.899-07:00</updated><title type='text'>Ambrosio Alicides Babilonia Talavera (1860-1951)</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;It's great to connect with family, and there are always surprises. Yesterday, my cousin Amindra sent me a photograph of our Great Grandfather, Ambrosio Alicides Babilonia Talavera (7 Dec 1860-12 Jul 1951).&amp;nbsp; His photograph lends a sense of what I learned of him, not the easiest person to deal with, despite the sweet first name, which he never used. A very proud man, always suited and wearing a tie.&lt;br /&gt;&lt;br /&gt;Pedro Miguel Antonio Babilonia Talavera,&amp;nbsp; his brother and brother in law, visited him almost daily before he died in 1947. Miguel (18 Nov 1867-16 Feb 1947) served as Alcalde of Moca in the early years of the twentieth century, and had a large family of 15 children with Monserrate Ramos Rosado (b.1876). Alicides only had 11 children with Maria Concepcion 'Concha' Lopez Ramirez (1863-3 Jan 1925); although they divorced, they lived next door to each other, she taking care of the girls, he the boys, until she died suddenly of a stroke. It was so sudden, they arranged her on a chair, got a photographer to take her last picture. I don't know if the image exists still, but this was a large photo&amp;nbsp; in an oval frame, probably beneath a convex glass. She wore a long skirt and held a fan in one hand. &lt;br /&gt;&lt;br /&gt;My grandfather, Felix Alicides or 'Alicidito' did not win any points for marrying my grandmother, Felicita Rodriguez Vale, a laundress of Taino descent. Both died before Alicides did. &lt;br /&gt;&lt;br /&gt;Here he stands in his back yard, next to a young banana tree.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-FxgSmCillRQ/TePKP5uf8lI/AAAAAAAAAXY/_Wkg40CH_jM/s1600/Alcides+Babilonia+Talavera+ca+1945-51%253A+im+AB.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://1.bp.blogspot.com/-FxgSmCillRQ/TePKP5uf8lI/AAAAAAAAAXY/_Wkg40CH_jM/s320/Alcides+Babilonia+Talavera+ca+1945-51%253A+im+AB.jpg" width="239" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-7787814413055308465?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/7787814413055308465/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=7787814413055308465' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7787814413055308465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7787814413055308465'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2011/05/ambrosio-alicides-babilonia-talavera.html' title='Ambrosio Alicides Babilonia Talavera (1860-1951)'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-FxgSmCillRQ/TePKP5uf8lI/AAAAAAAAAXY/_Wkg40CH_jM/s72-c/Alcides+Babilonia+Talavera+ca+1945-51%253A+im+AB.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-5302753955179547119</id><published>2011-04-05T21:15:00.000-07:00</published><updated>2011-11-10T16:05:05.290-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Moca'/><category scheme='http://www.blogger.com/atom/ns#' term='associated surnames'/><category scheme='http://www.blogger.com/atom/ns#' term='Cristobal Sotomayor'/><category scheme='http://www.blogger.com/atom/ns#' term='Lorenzo de Acevedo'/><title type='text'>Branches: 5 April 1798 - The death of Cristobal Sotomayor Hernandez</title><content type='html'>&lt;div dir="ltr" style="text-align: left;" trbidi="on"&gt;One of the features that Reunion (my genealogy program) has upon opening is a small window that lists whatever events occurred on this day; this particular one happened 213 years ago. &lt;br /&gt;&lt;br /&gt;One of the persons listed was Cristobal Sotomayor Hernandez, born in 1768 in the town of San Sebastian del Pepino and who died on 5 April 1798, in Quebrada Grande, Moca.&amp;nbsp; He married Manuela Lorenzo de Acevedo y Diaz on 8 Jan 1777 in Moca. She's my GGGG grandaunt, daughter of Capt. Juan Lorenzo de Acevedo &amp;amp; Martina Diaz de la Cruz, my 5th Greatgrandparents. &lt;br /&gt;&lt;br /&gt;Cristobal was the son of Cristobal de Sotomayor and Rufina Hernandez, born sometime in the 1740s. His parents married in Arecibo, yet his father Cristobal was born in San Sebastian del Pepino  (then a ward under the subdivision of Aguada), and his wife Rufina, in Aguada. This is a lot of ground to cover early in the 18th century, and probably involved sailing from one coastal point to another and riding inland. During this period, several Sotomayor clusters existed between Aguada and Arecibo/ Utuado area, possibly connected to those in San Juan. &lt;br /&gt;&lt;br /&gt;Cristobal died young, "Fallecio en el sitio examinando Quebrada Grande" (Died at the site while inspecting Big Creek). Quebrada Grande is one of the branches of the Rio Culebrinas that snakes through a small valley near the present day Carretera 110. This snapshot from Google Maps gives an idea of the landscape. &lt;br /&gt;&lt;br /&gt;&lt;img alt="" src="data:image/jpeg;base64,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" /&gt;&lt;br /&gt;&lt;br /&gt;Either he fell in, fell off his horse, or had a heart attack. He was only 30. &lt;br /&gt;He and his wife had ten children.&lt;br /&gt;&lt;br /&gt;Children of Cristobal de Sotomayor &amp;amp; Manuela Gonzalez: &lt;br /&gt;Juan&lt;br /&gt;Manuela&lt;br /&gt;Jose Pablo&lt;br /&gt;Manuel&lt;br /&gt;Victorio&lt;br /&gt;Cristobal&lt;br /&gt;Andrea&lt;br /&gt;Ypolita&lt;br /&gt;Dionisio&lt;br /&gt;Juana Maria&lt;br /&gt;&lt;br /&gt;They may appear as Soto Acevedo in records for Moca or San Sebastian, rather than Sotomayor y Lorenzo de Acevedo. Cristobal appears as Sotomayor Hernandez in one record and Soto Hernandez in another.&amp;nbsp; However, I haven't located additional records on their children yet, and imagine some of them lived into the 1850s and perhaps beyond.&amp;nbsp; &lt;br /&gt;&lt;br /&gt;Cristobal had a brother Mauricio Sotomayor, who was born in Arecibo. Mauricio married Maria Manuela Gonzalez Serrano. Their daughter, Maria de las Flores Sotomayor Gonzalez, wed Agustin Vera de la Rosa. For some reason, their identification changes from 'blancos' to 'pardos libres' to 'blancos' between the parish death records for their children. Previously, Maria de las Flores Sotomayor was incorrectly linked to another Mauricio Sotomayor Velez and his wife Maria Manuela Gonzalez y Ortiz de la Renta, which appears in Ramirez Brau's &lt;i&gt;Origenes Portorriquenos&lt;/i&gt;.&amp;nbsp; By cross referencing the available information, I was able to determine that this was the wrong Maurico Soto and Manuela Gonzalez.&amp;nbsp; Still, they're probably cousins. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Sources:&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;Herman Reichard Sapia, Sotomayor Notebooks, unpublished manuscript, courtesy Dr. Haydee Reichard&lt;br /&gt;Mabel Ruiz Sotomayor &amp;amp; Juan Sotomayor, "Notas sobre Cristobal Sotomayor [1763]" Unpublished transcription of parish records, ca. 1980.&amp;nbsp; &lt;br /&gt;Record transcriptions of San Sebastian marriages by Luis Moreno Perez &amp;amp; Francisco Corretjer MD&lt;br /&gt;Andres Mendez Munoz MD, “Pobladores de San Francisco de la Aguada para comienzos del siglo XVIII.” &lt;i&gt;Hereditas&lt;/i&gt;, 4:1 (Abril 2003), 55-71.&lt;br /&gt;Generoso Eduardo Morales Munoz, &lt;i&gt;Fundacion del Pueblo de Lares&lt;/i&gt;: &lt;i&gt;anotaciones al expediente&lt;/i&gt;. San Juan: Imprentas Venezuela, 1946.&lt;br /&gt;Enrique Ramirez Brau, &lt;i&gt;Origenes Portorriquenos&lt;/i&gt;. San Juan: Impresas Baldrich, 1942. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-5302753955179547119?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/5302753955179547119/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=5302753955179547119' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/5302753955179547119'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/5302753955179547119'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2011/04/branches-5-april-1798-death-of.html' title='Branches: 5 April 1798 - The death of Cristobal Sotomayor Hernandez'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-6358993247636809529</id><published>2010-12-14T23:09:00.000-08:00</published><updated>2010-12-14T23:09:16.202-08:00</updated><title type='text'>Babilonia Family History</title><content type='html'>Am busily finishing up my article, "From Mallorca to Moca, Puerto Rico: The Descendants of Miguel Babilonia Polanco (1741-1813)" for publication in &lt;i&gt;Hereditas&lt;/i&gt;. This is the core for the book, which will include more descendants, and will be available for sale to the family in the coming months. More details to follow!&lt;br /&gt;&lt;br /&gt;If you're interested in being included, please contact me. &lt;br /&gt;&lt;br /&gt;Saludos Navidenos,&lt;br /&gt;Ellen&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-6358993247636809529?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/6358993247636809529/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=6358993247636809529' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/6358993247636809529'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/6358993247636809529'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2010/12/babilonia-family-history.html' title='Babilonia Family History'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-7029436079570663594</id><published>2009-07-06T16:31:00.000-07:00</published><updated>2009-09-09T08:29:25.862-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Hacienda Enriqueta'/><category scheme='http://www.blogger.com/atom/ns#' term='Enrique Kleibring Geldmeier'/><title type='text'>How Johann Heinrich Wilheim Kleibring Geldmeier became Enrique Kleibring</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_6VJkz3Sa8yA/SqcKvVqeaEI/AAAAAAAAAUM/3VuZcKEMsUY/s1600-h/Heinrich+Kleibring+Geldmeier.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 191px; height: 400px;" src="http://1.bp.blogspot.com/_6VJkz3Sa8yA/SqcKvVqeaEI/AAAAAAAAAUM/3VuZcKEMsUY/s400/Heinrich+Kleibring+Geldmeier.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5379280088302774338" /&gt;&lt;/a&gt;&lt;span class="Apple-style-span"  style="font-size:small;"&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Foto Courtesy Kleibring archive, property of Edna Comas, MA&lt;/div&gt;&lt;/span&gt;&lt;div&gt;&lt;br /&gt;Recently, I encountered another Babilonia relative, a descendant from Tomas Babilonia's line- which made me think about Johann Heinrich Wilheim Kleibring Geldmeier, better known in Puerto Rico as Enrique Kleibring. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Kleibring was born in Oppensdorf in Lubeck in Westphalia Province, Germany on 1 May 1830. Like many relatives, he died of tuberculosis on 5 Feb 1890 in Moca, Puerto Rico, at the relatively young age of 59. His son in law, Tomas Babilonia, reported the death to the Registro Demografico before Judge Antonio Quiros Perez and secretary d. Juan Nepomuceno Miranda.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Kleibring's brief diary has details about his arrival in Puerto Rico. This document, &lt;i&gt;El&lt;/i&gt;  &lt;i&gt;Diario de Viaje de Heinrich Kleibring&lt;/i&gt; was inherited by Edna Comas, MA, directly from her grandmother, Sarito Babilonia Kleibring, Heinrich Kleibring's granddaughter. Ms. Comas has done much to preserve her family's history, and appreciate her willingness to share some of these details with me.  &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Kleibring departed Germany on the ship Gesina in May 1830 and arrived that June in Puerto Rico to find employment as an ironworker. He worked a year on the Hacienda Maria Josefa owned by Charles Schomburg, and then entered into a partnership with Juan Schroeder, after which he took over the workshop in 1859. What he assembled there later became part of the Central Coloso. He worked there until 1867, when he sold the workshop to the firm of Segura and Robers.  Anselmo Vive of Aguadilla, was his apprentice and later became a friend. Also mentioned is Federico Schroder, also born in Oppendorf and a schoolmate, who arrived on the same ship with Kleibring.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;From Ramon Lopez, Kleibring purchased the machinery from the Hacienda Buena Esperanza for his Hacienda Enriqueta.  Part of these lands probably comprised the former Hacienda Las Palmas, once owned by Jose de Quinones and his descendants. On the land of the Hacienda Enriqueta he built a &lt;i&gt;Criollo&lt;/i&gt; colonial style home with hipped roof and balustrades that surrounds the upper level. As for the labor force needed to support the family and business, it required slaves and &lt;i&gt;jornaleros&lt;/i&gt; (day laborers). [For more on hacienda housing, see Carol F. Jopling's &lt;i&gt;Puerto Rican Houses in Sociohistorical Perspective.&lt;/i&gt; Knoxville: U Tenn. Press, 1988] It is not known if lists for the people who worked the Enriqueta are extant. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;On Saturday 11 April 1868 he married Maria de los Dolores Sotomayor Riollano (6 Aug 1851-21 Jul 1884, Moca) when he was 33 and she 17. After her death in 1884, he did not remarry. They only had one daughter, Enriqueta Nicanora Kleibring Sotomayor, born in 1870, who married Tomas Babilonia Talavera in 1888. He lived with his daughter's family until his death at Hacienda Enriqueta in Barrio Palmar.  Hacienda Enriqueta, which he named for his daughter, was sold to sugar magnate and financier Alberto Esteves Volkers in 1925, who restored and expanded the property in subsequent decades until 1950, when Esteves moved to Aguadilla. It was sold again in 1967 to Dr. Eleuterio Loperena, who restored the building and maintains Hacienda Enriqueta as a museum.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Enrique Kleibring Geldmeier was part of the history of 19th century German immigration to Puerto Rico. Literate and possessed of mechanical and business skills, he quickly learned Spanish and integrated himself into the early years of the industrial growth of the sugar industry. He never returned to Germany. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;You can see a panorama of the ruins of the &lt;a href="http://www.photosofpuertorico.com/virtualpanoramas/central-coloso/central-coloso.html"&gt;Central Coloso&lt;/a&gt; here&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;There's also a history of the &lt;a href="http://www.geocities.com/Athens/Pantheon/8516/central.htm"&gt;Central Coloso&lt;/a&gt; in Spanish&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;Link on the &lt;a href="http://www.municipiodemoca.com/detallescontenido.php?codigod=7&amp;amp;codigosc=18&amp;amp;codigoc=1"&gt;Hacienda Enriqueta&lt;/a&gt;:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;a href="http://www.preb.com/articulos/alemanes.htm"&gt;"La presencia germanica en Puerto Rico"&lt;/a&gt; by Haydee Reichard de Cancio, PhD:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-7029436079570663594?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/7029436079570663594/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=7029436079570663594' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7029436079570663594'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7029436079570663594'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2009/07/johann-heinrich-wilheim-kleibring.html' title='How Johann Heinrich Wilheim Kleibring Geldmeier became Enrique Kleibring'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_6VJkz3Sa8yA/SqcKvVqeaEI/AAAAAAAAAUM/3VuZcKEMsUY/s72-c/Heinrich+Kleibring+Geldmeier.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-9086153300924813524</id><published>2009-04-17T19:06:00.001-07:00</published><updated>2009-04-19T07:49:45.199-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Tomas Babilonia'/><category scheme='http://www.blogger.com/atom/ns#' term='Hacienda Enriqueta'/><category scheme='http://www.blogger.com/atom/ns#' term='Moca'/><category scheme='http://www.blogger.com/atom/ns#' term='Enrique Kleibring Sotomayor'/><category scheme='http://www.blogger.com/atom/ns#' term='Enriqueta Kleibring Sotomayor'/><title type='text'>Tomas Babilonia Talavera &amp; Enriqueta Nicanora Kleibring Sotomayor</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_6VJkz3Sa8yA/SelSbPUdK1I/AAAAAAAAAS0/UqRcTlF9Zcw/s1600-h/Panteon+de+Tomas+Babilonia+Aguadilla+V-203.jpg"&gt;&lt;/a&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_6VJkz3Sa8yA/Sek184PHMxI/AAAAAAAAASs/5dP1-5YvY8o/s1600-h/006Enriqueta+Kleibring+y+Tom%C3%A1s+Babilonia.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 244px;" src="http://2.bp.blogspot.com/_6VJkz3Sa8yA/Sek184PHMxI/AAAAAAAAASs/5dP1-5YvY8o/s320/006Enriqueta+Kleibring+y+Tom%C3%A1s+Babilonia.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5325847354346517266" /&gt;&lt;/a&gt;Tomas Babilonia Talavera was my great grandfather's brother, and his first wife, Enriqueta Kleibring Sotomayor is one of my connections to the Sotomayor [often appears as 'Soto' &lt;i&gt;pelao&lt;/i&gt;] families of Moca &amp;amp; Aguadilla. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Tomas was much more involved in legal administration, served as a judge and justice of the peace in Moca, in addition to being a &lt;i&gt;hacendado&lt;/i&gt;. His signature appears repeatedly in Actas in the Registro Civil in the early 1900s. &lt;/div&gt;&lt;div&gt;Because of his marriage to Enriqueta, he eventually ran Hacienda Enriqueta after the death of her father, Johann Heinrich Wilhelm 'Enrique' Kleibring Goldmeier (1830-1890).  Hacienda Enriqueta still exists, owned by Dr. Loperena, on Numero 2, the Old Road between Aguadilla and Moca. [You can even call the Alcaldia in Moca to book a visit- 787-877-3390; Fax 787-877-3560&lt;span class="Apple-style-span" style="font-size: medium;"&gt;]&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In the 1916 book by Sr. Don Arturo Lluveras, &lt;i&gt;Hombres Notables de Puerto Rico y Venezuela: Bocetos Biograficos&lt;/i&gt;, is an entry under Aguadilla y sus Hombres.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;b&gt;Sr. Don Tomas Babilonia. &lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;La inmaculada figura del ilustre hombre publico Don Tomas Babilonia, es de estas refinadas entidades que enaltecen la patria de nacimiento, como asimismo los pueblos en donde convivan. &lt;/div&gt;&lt;div&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;Es un acaudado proprietario, conquistado todo, a fuerza de honradez y constancia, habiendo adquirido ante el mundo, la ciencia y la patria el mas alto credito, debido a sus dotes y a su honradez. &lt;/div&gt;&lt;div&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;El Sr. Don Tomas Babilonia, goza ante el gobierno del mas alto prestigio, como politicamente hablando, su nombre es un institution, ante la sociedad borincana es altamente querido, primero por sus dotes intelectuales, y ultimo, porque es muy fino y correcto en todos sus actos. &lt;/div&gt;&lt;div&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;El Sr. Babilonia es un verdadero altruista, amigo de ayudar a todo aquel que luche en pro del progreso y adelantado de la patria, lo demuestra sus alcanses y dotes intelectuales. &lt;/div&gt;&lt;div&gt;&lt;span class="Apple-tab-span" style="white-space:pre"&gt; &lt;/span&gt;En fin, gloria a los que como el Sr. Tomas Babilonia honran a la patria de nacimiento. [30-31]&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;This doesn't tell us much, save that he knew how to read, and basically was a cultured guy. Together with Enriqueta, the only child of Enrique Kleibring and Maria de los Dolores Sotomayor Riollano, they had 8 children after marrying sometime in 1887:&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Maria de los Dolores 'Lola' Babilonia Kleibring b. 1888&lt;/div&gt;&lt;div&gt;nino [parvulo] Babilonia Kleibring b.1889 d. 1889&lt;/div&gt;&lt;div&gt;D0lores Aniceta Babilonia Kleibring&lt;/div&gt;&lt;div&gt;Aurora Pascasia Babilonia Kleibring b. 1891&lt;/div&gt;&lt;div&gt;Maria Luisa Babilonia Kleibring b.1893&lt;/div&gt;&lt;div&gt;Maria del Rosario 'Sarito' Babilonia Kleibring b. 1894&lt;/div&gt;&lt;div&gt;Rosa Carlina Babilonia Kleibring b. 1896&lt;/div&gt;&lt;div&gt;Tomas E. Babilonia Kleibring b. 1901&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;In 1910, they lived on Calle Victoria in Barrio Santa Barbara, Aguadilla, where Tomas appears as Agricultor, along with his wife and children, and a criada (servant), Ricarda Gonzalez Cordero, 15.&lt;/div&gt;&lt;div&gt;On 5 December 1914, Enriqueta died of a kidney infection, and left with small children, Tomas sought another wife. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;he married Aurelia Fradela Quinones of San German and lived on Calle Jose Barbosa 74, next door to my great grandfather, Alicides Babilonia Talaver.  &lt;/div&gt;&lt;div&gt;Tomas &amp;amp; Aurelia had three children: &lt;/div&gt;&lt;div&gt;Concepcion Babilonia Fradela b. 1919&lt;/div&gt;&lt;div&gt;Joffre  (1923-1987)&lt;/div&gt;&lt;div&gt;Purin&lt;/div&gt;&lt;div&gt;Also in their home were two servants; one a sister of my grandmother Felicita Rodriguez Vale, named Evangelista, who worked as a cook, and Juana Cardona Rivera age 12 in 1930. Tomas died of a combination of illnesses, hepatitis, a week of enterocolitis and three days of malarial fever on 10 September 1933. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="color: rgb(0, 0, 238); -webkit-text-decorations-in-effect: underline; "&gt;&lt;img src="http://1.bp.blogspot.com/_6VJkz3Sa8yA/SelSbPUdK1I/AAAAAAAAAS0/UqRcTlF9Zcw/s320/Panteon+de+Tomas+Babilonia+Aguadilla+V-203.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5325878662264597330" style="float: left; margin-top: 0px; margin-right: 10px; margin-bottom: 10px; margin-left: 0px; cursor: pointer; width: 320px; height: 240px; " /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I thought Tomas would be buried in the old cemetery of Moca, now gone, but while visiting the Old Cemeterio Municipal of Aguadilla, I found his resting place in a mausoleum of his first wife, Enriqueta, that overlooks the ocean. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span" style="font-size: small;"&gt;&lt;i&gt;Foto de Tomas y Enriqueta courtesia de Edna Comas&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;span class="Apple-style-span"  style="font-size:130%;"&gt;&lt;span class="Apple-style-span" style="font-size: 16px;"&gt;&lt;i&gt;Foto del mausoleo, Ellen Fernandez-Sacco, 2006.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-9086153300924813524?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/9086153300924813524/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=9086153300924813524' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/9086153300924813524'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/9086153300924813524'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2009/04/tomas-babilonia-talavera-enriqueta.html' title='Tomas Babilonia Talavera &amp;amp; Enriqueta Nicanora Kleibring Sotomayor'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_6VJkz3Sa8yA/Sek184PHMxI/AAAAAAAAASs/5dP1-5YvY8o/s72-c/006Enriqueta+Kleibring+y+Tom%C3%A1s+Babilonia.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-8015927827298150715</id><published>2009-03-19T22:39:00.000-07:00</published><updated>2009-03-20T00:40:32.908-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Spanish coin'/><category scheme='http://www.blogger.com/atom/ns#' term='Babilonia artifact'/><title type='text'>A family treasure (...memoria, no plata)</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_6VJkz3Sa8yA/ScNHaBV_fTI/AAAAAAAAADI/AQAAJrqtuEQ/s1600-h/61672-moneda.JPG"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 304px; height: 320px;" src="http://1.bp.blogspot.com/_6VJkz3Sa8yA/ScNHaBV_fTI/AAAAAAAAADI/AQAAJrqtuEQ/s320/61672-moneda.JPG" border="0" alt="" id="BLOGGER_PHOTO_ID_5315170497590164786" /&gt;&lt;/a&gt;&lt;br /&gt;A worn Spanish coin from 1777, featuring the visage of Charles III made its way from hand of Francisco Babilonia Polanco y Lorenzo de Acevedo (son of Capitan Miguel Babilonia Polanco &amp;amp; Benita Lorenzo de Acevedo) to Francisco &amp;amp; Maria Viviana Quinones Vives' son Adolfo Babilonia Quinones. Two generations later, I receive the photograph of it from my cousin Gaspar.  He remembers his grandfather with it sometime in the 1950s, on his keychain. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;From a website on Spanish milled coinage at Notre Dame, I learned that the hole in the coin functioned like modern checks, and a traveler would pin or sew several of them into the lining of their jacket to be used as needed. What amazes me is how the coin made it from one hand to another linking the 18th century to the present. It is not the intrinsic worth of the coin, which is little, but the chain of connections that caused it to be saved that imbues it with value.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-8015927827298150715?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/8015927827298150715/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=8015927827298150715' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/8015927827298150715'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/8015927827298150715'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2009/03/family-treasure.html' title='A family treasure (...memoria, no plata)'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_6VJkz3Sa8yA/ScNHaBV_fTI/AAAAAAAAADI/AQAAJrqtuEQ/s72-c/61672-moneda.JPG' height='72' width='72'/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-7448922320418518020</id><published>2009-01-23T12:54:00.000-08:00</published><updated>2009-01-23T17:03:50.544-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Lucas Yllas'/><category scheme='http://www.blogger.com/atom/ns#' term='Africa'/><category scheme='http://www.blogger.com/atom/ns#' term='Manuel Babilonia Acevedo'/><category scheme='http://www.blogger.com/atom/ns#' term='Moca 1851'/><title type='text'>Manuel Babilonia Acevedo (1804?- bef 1895) &amp; Lucas Yllas (bc 1815)</title><content type='html'>I found another reference to Manuel Miguel Narcisco Babilonia Acevedo  in the transcriptions of Protocolos Notariales, Caja 1444 by Carlos Encarnacion Navarro. It seems there was a close relationship between Manuel Babilonia and Lucas Yllas, who was responsible for his two children, Juan Agapito and Maria Sebastiana, as &lt;span class="Apple-style-span" style="font-style: italic;"&gt;tutor curador&lt;/span&gt;. What is remarkable is that he was 'born in Africa, widowed of parents who he did not know because he came to PR very young' Unfortunately there is no age for him nor for his children, who probably were born between 1835-1840. Yllas had enough property and knowledge of the system to prepare a will, although he was unable to sign his name.&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;Juan Agapito is most likely  Agapito Yllas, who married Ulpiana Lassalle Quinones. &lt;br /&gt;&lt;div&gt;&lt;br /&gt;&lt;div&gt;In Raquel Rosario Rivera's &lt;span class="Apple-style-span" style="font-style: italic;"&gt;Los emigrantes llegados a PR procedente de Venezuela entre 1810-1848,&lt;/span&gt; there are three Yllas, one Juan Yllas, white, 14 from Cumana, and two who came via Venezuela but were from elsewhere -- Francisco Yllas (no additional details) &amp;amp; Jose Antonio Yllas from Barcelona, whose documents dated 1812 &amp;amp; 1814 respectively, while that of Juan Yllas dates from 1821. &lt;/div&gt;&lt;div&gt;Are they connected in any way? Perhaps with Juan Yllas from Cumana, since that is mentioned in the Testamento. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt; It would be amazing if additional documents could flesh this out further.&lt;br /&gt;&lt;br /&gt;&lt;span class="Apple-style-span" style="font-weight: bold;"&gt;Testamento de Lucas Yllas 9-13-1851 fol.181 a 185-v&lt;/span&gt; en el barrio del Centro juridicción del pueblo de la Moca moreno  liberto natural de África viudo de padres que no conoció por haber venido muy pequeño a Puerto Rico hallándose saludable y en su cabal juicio. No entra en la descripción de sus bienes que alega son de conocimiento de D.Manuel Babilonia de este vecindario que el manifestará. Declara haber sido casado y velado siguiendo según el ritual de la iglesia con María Monserrate Acevedo ya difunta y tuvieron hijos nombrados a Juan Agapito y María Sebastiana menores de   746  edad a los que nombra como únicos y universales herederos. Nombra por tutor curador de sus hijos a D.Manuel Babilonia y como contador partidor a D.Antonio Charneco y Sanz. Otorgado ante D.Casimiro Gutiérrez alcalde ordinario de este  partido ante los testigos D.Gabriel Seguí, D.Pedro Alcántara Miranda y D.Manuel Babilonia y no firmó por no saber haciéndolo a su ruego el Sr juez,los demás testigos y de asistencia de que certifica =Cumana en Costa Firme (Venezuela) testado,no vale?=África entre lineas vale?. &lt;br /&gt; Fuente:&lt;/div&gt;&lt;div&gt;INSTITUTO DE CULTURA PUERTORRIQUEÑA&lt;br /&gt;ARCHIVO GENERAL DE P.R., FONDO DE PROTOCOLOS NOTARIALES&lt;br /&gt;SERIE-AGUADILLA, PUEBLO-MOCA, CAJA 1444&lt;br /&gt;ESCRIBANOS-OTROS FUNCIONARIOS, AÑOS 1-20-1848 a 1-31-1852&lt;/div&gt;&lt;div&gt;Transcrito por Don Carlos Encarnacion Navarro&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-7448922320418518020?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/7448922320418518020/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=7448922320418518020' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7448922320418518020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7448922320418518020'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2009/01/manuel-babilonia-acevedo-lucas-yllas.html' title='Manuel Babilonia Acevedo (1804?- bef 1895) &amp; Lucas Yllas (bc 1815)'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-2098198582931436161</id><published>2009-01-23T10:24:00.000-08:00</published><updated>2009-01-23T11:01:25.511-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Babilonia Family Reunion: Moca'/><title type='text'>Certificate of Recognition</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_6VJkz3Sa8yA/SXoSE0COgZI/AAAAAAAAACQ/VU7IU8tVhaY/s1600-h/Reconociemento+EFS034.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://2.bp.blogspot.com/_6VJkz3Sa8yA/SXoSE0COgZI/AAAAAAAAACQ/VU7IU8tVhaY/s320/Reconociemento+EFS034.jpg" border="0" alt="" id="BLOGGER_PHOTO_ID_5294564185824199058" /&gt;&lt;/a&gt;&lt;br /&gt;The &lt;span class="Apple-style-span" style="font-style: italic;"&gt;Comite Familia Babilonia Inc. &lt;/span&gt;&lt;div&gt;organizers of the Babilonia Reunion last year, kindly awarded a &lt;span class="Apple-style-span" style="font-style: italic;"&gt;Certificado de Reconocimiento&lt;/span&gt; for my research on the family.  The committee used it to create banners listing the different branches of descendants from Capitan Miguel Babilonia Polanco's two marriages. These were displayed at the event. &lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;I also want to give my sincere thanks to Nereida Segui Babilonia &amp;amp; the Babilonia Member Committee for her kind letter, the &lt;span class="Apple-style-span" style="font-style: italic;"&gt;Certificado&lt;/span&gt; and a program for the activity. &lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-2098198582931436161?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/2098198582931436161/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=2098198582931436161' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/2098198582931436161'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/2098198582931436161'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2009/01/certificate-of-recognition.html' title='Certificate of Recognition'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SXoSE0COgZI/AAAAAAAAACQ/VU7IU8tVhaY/s72-c/Reconociemento+EFS034.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-6393112631901241899</id><published>2008-09-17T19:39:00.001-07:00</published><updated>2008-09-17T19:46:39.266-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='25 June'/><category scheme='http://www.blogger.com/atom/ns#' term='Babilonia Day in Moca'/><category scheme='http://www.blogger.com/atom/ns#' term='proclamation'/><title type='text'>Proclamation - Proclama Dia de Babilonia 25th of June</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/_6VJkz3Sa8yA/SNG_mriMuAI/AAAAAAAAABw/oGVES6OtgKg/s1600-h/Proclama+Dia+de+los+Babilonia.jpg"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer;" src="http://2.bp.blogspot.com/_6VJkz3Sa8yA/SNG_mriMuAI/AAAAAAAAABw/oGVES6OtgKg/s320/Proclama+Dia+de+los+Babilonia.jpg" alt="" id="BLOGGER_PHOTO_ID_5247185712105437186" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Here's the proclamation for Babilonia Day in Moca. Since there's no known birth date, the date of death was used instead to acknowledge Capt. Miguel Babilonia Polanco. The document has a seal and was signed by Moca's mayor, Jose Enrique 'Kike' Aviles on the 17th of August 2008.  You can click on it to see a larger image.&lt;br /&gt;&lt;br /&gt;The next Reunion will be held in 2010, probably in November.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-6393112631901241899?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/6393112631901241899/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=6393112631901241899' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/6393112631901241899'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/6393112631901241899'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/09/proclamation-proclama-dia-de-babilonia.html' title='Proclamation - Proclama Dia de Babilonia 25th of June'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SNG_mriMuAI/AAAAAAAAABw/oGVES6OtgKg/s72-c/Proclama+Dia+de+los+Babilonia.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-4443841805283201693</id><published>2008-08-22T09:59:00.000-07:00</published><updated>2008-08-31T09:43:24.547-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Quebradillas'/><category scheme='http://www.blogger.com/atom/ns#' term='slavery'/><category scheme='http://www.blogger.com/atom/ns#' term='Moca'/><title type='text'>Dealing with slavery</title><content type='html'>In Antonio Nieves Mendez's &lt;span style="font-style: italic;"&gt;Historia socio-economical y cultural de Moca: 1772-1900&lt;/span&gt; (Editorial Aymaco, 2004) p.85, he outlines the involvement of local parish priest Jose Balbino David, who was involved in selling and buying enslaved people between 1848 to 1852.  In 1849, he sold Manuel Babilonia two slaves, Alejandro, 28 yrs old, native of Africa and Francisco, 25 years old, born in Puerto Rico for the sum of 750 pesos. [Fuente: Protocolos Notariales de Moca. Ano 1848, Caja 1444, f.22]  This was after the Relacion de esclavos taken in 1846, and Manuel does not show up on there.&lt;br /&gt;&lt;br /&gt;Manuel Babilonia is probably Manuel Miguel Narciso Astolfo Babilonia Acevedo, born about 1804.  What happened to Francisco and Alejandro? Where did they go after abolition in 1873? Did they take the Babilonia surname?&lt;br /&gt;&lt;br /&gt;One of his sons, Astolfo (from his second marriage ) moved to Quebradillas and was involved in buying slaves to free them. Slavery was apparently a bone of contention in the family at the time, and may be part of his motivation to move away from Moca.&lt;br /&gt;&lt;br /&gt;This is all part of the other family history that's less well known.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-4443841805283201693?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/4443841805283201693/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=4443841805283201693' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/4443841805283201693'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/4443841805283201693'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/dealing-with-slavery.html' title='Dealing with slavery'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-6269292166726607557</id><published>2008-08-18T23:09:00.000-07:00</published><updated>2008-08-18T23:32:05.047-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mayor Kiko Aviles'/><category scheme='http://www.blogger.com/atom/ns#' term='Maria Mendez (1741-1796)'/><category scheme='http://www.blogger.com/atom/ns#' term='summer Babilonia reunion'/><title type='text'>El Manantial- The Babilonia Family Reunion- 25 Jun is now Dia de Babilonia</title><content type='html'>At last count, some 534 Babilonia descendants gathered at El Manantial on Sunday 17 August, from 9AM to 9PM, meeting and enjoying each other's company. Family arrived from all over the US and PR from different branches, many with Babilonia as a maternal surname too. Hopefully there's a guest list of the attendees, who had a wonderful time. I anticipate that I'll be able to attend the next one!&lt;br /&gt;&lt;br /&gt;Mayor Kiko Aviles sent a proclamation read at the Reunion that officially designated the 25 of June, Dia de Babilonia, or Babilonia Day in Moca.  Capitan Miguel Babilonia Polanco died on 25 June 1813 in Moca. It's the only definite date found for him so far.&lt;br /&gt;&lt;br /&gt;I'd like to thank my cousins Gaspar and Cookie for keeping me posted on the happenings there! Anibal Babilonia and his wife Millie Quinones spearheaded organizing the Reunion, and they are well known in Moca. Millie is also an accomplished lace maker, and their son Robert, a professional photographer. Many others helped to make the event possible.&lt;br /&gt;&lt;br /&gt;I am currently reviewing available records to chart out the lineage of his first wife, Maria Mendez (1741-1796).  According to Jorge Ayala, (who should be a distant cousin) she was connected to the Gonzalez line. If you do have any information, I would love to hear from you.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-6269292166726607557?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/6269292166726607557/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=6269292166726607557' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/6269292166726607557'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/6269292166726607557'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/el-manantial-babilonia-family-reunion.html' title='El Manantial- The Babilonia Family Reunion- 25 Jun is now Dia de Babilonia'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-4160210943070282162</id><published>2008-08-16T14:08:00.000-07:00</published><updated>2008-08-16T14:16:39.201-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='locations'/><category scheme='http://www.blogger.com/atom/ns#' term='associated surnames'/><title type='text'>Surnames associated with Babilonia in PR</title><content type='html'>Mendez, Gonzalez, Hernandez del Rio, Lorenzo de Acevedo, Lopez de Segura, Caban, Carive, Kleibring, Polanco, Quinones, Ramos, Ramirez, Romero, Sosa, Soto, Sotomayor, Talavera, Torres, Vives&lt;br /&gt;&lt;br /&gt;Barrios &amp;amp; towns in PR:&lt;br /&gt;Barrios de Moca: Pueblo, Cuchillas, Cruz, Marias, Naranjo, Rocha; Camuy, Quebradillas, San Juan&lt;br /&gt;&lt;br /&gt;Largely settled in the Northwest area of the island.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-4160210943070282162?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/4160210943070282162/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=4160210943070282162' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/4160210943070282162'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/4160210943070282162'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/surnames-associated-with-babilonia-in.html' title='Surnames associated with Babilonia in PR'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-7864791195745686059</id><published>2008-08-16T14:03:00.000-07:00</published><updated>2008-08-16T14:06:32.113-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Nuestra Herencia'/><category scheme='http://www.blogger.com/atom/ns#' term='HGSNY'/><title type='text'>Descendants article in Nuestra Herencia</title><content type='html'>The Descendants of Capitan Miguel Babilonia Polanco of Moca, Puerto Rico, Part I was recently published in Nuestra Herencia 11:2, Spring/ Summer 2008 issue. Nuestra Herencia is the newsletter of the Hispanic Genealogical Society of New York. I'll be working on Part II shortly, which covers the children of the second generation.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-7864791195745686059?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.prroots.com/' title='Descendants article in Nuestra Herencia'/><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/7864791195745686059/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=7864791195745686059' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7864791195745686059'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/7864791195745686059'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/descendants-article-in-nuestra-herencia.html' title='Descendants article in Nuestra Herencia'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-5793684954339042235</id><published>2008-08-16T13:59:00.000-07:00</published><updated>2008-08-16T14:03:18.131-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Babilonia Family Reunion: Moca'/><title type='text'>Over 600 Babilonias to El Manantial tomorrow...</title><content type='html'>I just spoke with my cousin Gaspar, and there are over 600 Babilonia descendants who will descend on El Manantial tomorrow afternoon. It should be an amazing event. Hopefully I'll have some images to post.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-5793684954339042235?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/5793684954339042235/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=5793684954339042235' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/5793684954339042235'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/5793684954339042235'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/over-600-babilonias-to-el-manantial.html' title='Over 600 Babilonias to El Manantial tomorrow...'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-1870981968144867441</id><published>2008-08-11T23:08:00.000-07:00</published><updated>2008-08-11T23:21:06.334-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Mendez'/><category scheme='http://www.blogger.com/atom/ns#' term='Capitan Miguel Babilonia Polanco'/><category scheme='http://www.blogger.com/atom/ns#' term='Mallorca'/><category scheme='http://www.blogger.com/atom/ns#' term='Lorenzo de Acevedo'/><title type='text'>Capitan Miguel Babilonia Polanco</title><content type='html'>The first Babilonia in Puerto Rico arrived from &lt;a href="http://en.wikipedia.org/wiki/Majorca"&gt;Mallorca, Balearic Islands&lt;/a&gt; off the coast of Spain sometime in the 1760s.  Capitan Miguel Babilonia Polanco was born to Juan Amador Babilonia and Chatarina Polanco in 1743.  His first marriage was to Maria Mendez (1741-9 Aug 1796) with whom he had 12 children. After she died, he married his wife's cousin, Benita Lorenzo de Acevedo y Gonzalez (1781-10 May 1861), and had 7 more children. By the time of his second marriage in 1797, both of his parents had already passed.&lt;br /&gt;&lt;br /&gt;I've been investigating this line since the late 1990s, and have been involved with genealogy since then. Perhaps I should say, obsessed?&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-1870981968144867441?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/1870981968144867441/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=1870981968144867441' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/1870981968144867441'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/1870981968144867441'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/capitan-miguel-babilonia-polanco.html' title='Capitan Miguel Babilonia Polanco'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5775757778593762417.post-4092593368531416114</id><published>2008-08-11T23:04:00.000-07:00</published><updated>2008-08-11T23:08:24.821-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='PR'/><category scheme='http://www.blogger.com/atom/ns#' term='Babilonia Family Reunion: Moca'/><title type='text'>Babilonia Family Reunion- Sun 17 Aug 2008</title><content type='html'>There should be a few hundred people going to Barrio Naranjo in Moca this coming Sunday to attend this event. Unfortunately, I won't be able to attend, but hope to post some information from the many cousins who will go.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5775757778593762417-4092593368531416114?l=babiloniafamilyhistory.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://babiloniafamilyhistory.blogspot.com/feeds/4092593368531416114/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment.g?blogID=5775757778593762417&amp;postID=4092593368531416114' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/4092593368531416114'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5775757778593762417/posts/default/4092593368531416114'/><link rel='alternate' type='text/html' href='http://babiloniafamilyhistory.blogspot.com/2008/08/babilonia-family-reunion-sun-17-aug.html' title='Babilonia Family Reunion- Sun 17 Aug 2008'/><author><name>Ellen Fernandez-Sacco</name><uri>http://www.blogger.com/profile/01969516217428815982</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='28' src='http://2.bp.blogspot.com/_6VJkz3Sa8yA/SLrANchYQVI/AAAAAAAAAA4/Z-PJZ9Xh3GU/S220/Photo+24.jpg'/></author><thr:total>0</thr:total></entry></feed>
