The Tomaszewski Family Tree Pilarski Branch

We originally posted the Tomaszewski Family Tree as a single webpage that grew to contain over 200 printed pages. At that point we decided to restructure the page because it was getting out of hand and taking much too long to download. Part of the results from that effort follow. Should you find errors or omissions, you can still refer to the original webpage.

Please Note: Throughout this genealogy a left handed prefix (1234_____) is a birth; a right handed prefix (_____1234) is a reference from a later relationship event (typically marriage). All references are bolded, and equal numbered left and right handed references (or just plain references - 1234 ) are always the same person. Use your browser's Find button to follow a lineage using the reference numbers (or follow the links on some individuals for pictures, or lines). Scroll to the bottom of the page for links to other family tree branches.

8143_____: Mathaeus Pilarski. Date and place of birth unknown (issue of unknown ). Married Afdonia Laskiwska ( 8144 ). Assumed deceased, date and place unknown.

_____8143: Mathaeus Pilarski. Date and place of birth unknown (issue of unknown ). Married Afdonia Laskiwska ( 8144 ). Assumed deceased, date and place unknown.
_____8144: Afdonia Laskiwska. Date and place of birth unknown (issue of unknown ). Married Mathaeus Pilarski ( 8143 ). Assumed deceased, date and place unknown.

Notes:
This information came from South Bend genealogist Gertrude "Lucky" Ladewski and is reliable.

_____8129:Edward Pilarski. Born on Jun 7, 1897 (issue of unknown ). Married Anna Martha (Laura) Paczesny ( 8087 ) on May 12, 1920. Died on Dec 18, 1984.
_____8087: Anna Martha (Laura) Paczesny. Born on Jul 9, 1894 (issue of 8085 ) at South Bend, IN. Married Edward Pilarski ( 8129 ) on May 12, 1920. Died on Aug 14, 1959.

Notes:
This information came from South Bend genealogist Gertrude "Lucky" Ladewski and is reliable.

The Tomaszewski Family Tree contains the following branches

Abraham Acie Ackerley Adamchuk Adams Adle Akins Alden Aldrich Allard Allen Almy Alsdorf Amonson Amos Anderson Anderson-Taylor Andrews Anguille Apollo Arcand Arel Arlt Arredondo Atchison (Rose) Atkinson Atwood Aucoin Austin Avery Ayotte Ayres Azbell Babcock Badge Bailey Baillargeon Bais Baker Baldwin Bancken Barauskus Barkhuff Barnes Barnsley Barrett Barron Bartlett Bartos Bartosiak Bass Baumberger Bean Beard Beaudoin Beaver Bedard Belanger Bell Bellows Benjamin Bennett Benoit Berg Bergeron Bernard Bernier Berry Bier Billings Birdsey Birge Birky Birmingham Bishop Bissell Blackmon Blair Blake Blanchard Blanchet Bland Blankertz Bliss Blodgett Bond Bonneux Boorstein Borkowski Borowiak Borowski Borrodell Boucher Bourgeois (Bourgois) Bourne Bower Bowers Boyd Boylston Bradley Braford Branstrom Breed Brennan Breugelmans Brewster Briden Brodowski Brooks Brow Brown (Browne) Browning Brugh Brumley Brunacini Brunner Buchanan Bucholtz Buczkowski Bujick Bullington Burden Burdick Burge Busch Butherus Butts Byrd Byrne Cagle Cain Callaghan Callahan Calvin Cameron Campbell Capen Carignan Carlson Caron Carpenter Carroll Cartier Casey Casler Cassidy Casterline Castle Castro Catanzarite Cavazza Celmer Chambers Chandler Chapin Charpentier Chesebrough Chilton Chipman Cholewinski Chouinard Christensen Christiansen Chudzicki Church Churchill Ciesielski Claas Clapp Clark (Clarke) Clifford Cloutier Cobb Coddington Coleman Collins Companion Constantineau Cook (Cooke) Cooper Cops Cormier Cote Cottrell Couturier Covert Cox Crago Cross Craft Craig

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Should you discover we share a common ancestor, or if you can fill in some of our missing details, we would really appreciate receiving E-mail from you with the details, and if possible a URL where your researches are posted. This will allow us to add an appropriate link to join our family trees, making the work more interesting and useful to ourselves and to others. We will also be pleased to link to personal web pages or email addresses of anyone listed. Just let us know.

Several mathematical theorem indicate that each person on earth could demonstrate a direct link to any other randomly chosen person on earth using six to eight links, using a friend of a friend of a friend . . . type of connection. This suggests that four to nine more generations of genealogy are needed to make a similar connection between any two randomly choosen people on earth as relatives (I actually think the range must be one higher, but can't prove it yet).

Current date and time is Friday, 22-Nov-2024 21:03:25 EST and the Greenwich date and time is Saturday, 23-Nov-2024 02:03:25 GMT. You are viewing this page from: 3.136.19.203 and are visitor number 2822. This page was first published on 20 October 1998 and was last updated on Monday, 13-Jan-2020 14:52:29 EST.