Jo visst Margarteha är det den Anna jag avser. Nu kom du på mig i min stora svaghet. Genant!
Jag är den perfekta släktforskaren. Ord- och sifferblind sen barnsben och nedsatt syn på ålderns höst. Har här lyckats maximera felaktigheten. Fel århundrade och omkastade två sista siffror. Så kan det tyvärr bli för mig. Dessutom angav jag vänster sida i dopboken när det skulle vara höger sida.
Men felaktigheten berörde inte min frågeställning som Bengt-Göran Nilsson så vänligt löst för mig. Bravo!
Tack!

Hej!
Var kom masmästaren Petter Larsson Espling ifrån när han gifte sig 11 maj 1760 i Hammar socken i Örebro län? Vigseln finns i två kyrkböcker:
- Vigselboken E:1 1752-1815. sid 12
- Födelse-, död-, och vigselbok C:2 1750-1819. Bild 52 sid 48.
Tacksam för all hjälp med tydning av 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

Hej !
Intressant med födelseuppgiften för Annica Larsdtr. Jag tror inte att det står Östra Krutorp utan Östra Lontorp (Lonntorp). Däremot kan jag inte tyda modern Ingeborgs patronymikon.  
Hur resonerar du för att få den här födelseuppgiften till att avse Annica Larsdotter?
 
Du behöver inte ta bort Nils Svensson Muhrs son Nils utan ersätta honom enligt nedan.  
 
Nils Nilsson Muhr. Född 1756 30/8 döpt 1/9 i Villingsberg i Knista sn (6/C:2). Död .... ../.. i .......
Föräldr: Mästerswen Nils Muhr och H Anna Larsdtr wid Willingsberg. Vittn: Hindrich Johansson och dess Hu Cherstin Larsdtr uti Wåthsiötorp, Stxxx mäster Gabriel Hoffman och pig Greta Jonsdtr wid Willingsberg.
Nämnd i HF i Bjurtjärn med föräldrar och syster Stina 1766-1771 (81/AI:4, 104/AI:5)
Nämnd i HF i Kroppa omkring 1771 med föräldrar och brodern Abraham. (AI:3 sid 23.II).
Struken i HF där. Sannolikt koldräng hos Mäster Anders Jansson. Föd.år felaktigt angivet till 1758. (AI:3 sid 21II).
Smedsdräng Nils Muur fanns hos brodern Abraham Muur i Hättälven i Kroppa. Föd.år felaktigt angiven till 1759. Struken. Inga HF i någon kolumn. (57/AI:5 1780-1786)
Det finns en mästersven Nils Muhr i Nysund enl enl Anarkiv/Smeder. Ej funnen i Nysund men funnen med fru och barn på Mölnbacka bruk, övre hammaren (181/AI:6) Strukna. HF-not. i kolumn 1783-85.  
Nils Mur f 1760
Hustru Stina Larsdotter f 1754
Son Nils f 1783, död 1784 29/1 (8/2) i Mölnbacka övre bruk i Nedre Ullerud (S). 9 mån (117/E:1)
Son Johan f 1787 21/9 i Nysund (S/T) (Ej funnen i födbok)
Makarna gifta i Nyed sn 1783 1/11. Båda angivna från Fösked bruk. Nils noterad mästersven. (159/E:2.) Ej funna i HF i Nyed.
En mästersven Nils Mur finns nämnd på Kåfalla Bruk i Fellingsbro sn under Mäst.smed Reinhold Lekbergs familj, Familjen ankom 1803. (307/A1:15d)
 
Vet någon något mer om Nils Nilsson Muhr så vore det intressant?
M.v.h.
Jan-Peter
 
(Meddelandet ändrat av janpetter 2011-02-19 23:52)
 
(Meddelandet ändrat av janpetter 2011-02-19 23:55)

Hej Sven-Ove
Det här har jag aldrig stött på tidigare. En person var födelse finns i två skilda församlingars födelse- och dopböcker samtidigt.  
Jan/Johan/Jean Muhr/Muur finns alltså också i Knista (C:1/52) född 1741-09-26. Son till Mästersven Nils Swens: wid Hammaren. Lite mystisk är det för det finns inga dopvittnen inskrivna i Knista. Både Karlskoga och Knista anger födelsemånad september men födelsedag och dopdag avviker med två dagar.  
Jag har lite svårt att tolka den här situationen, men kanske kan man tro att familjen flyttade från Karlskoga till Knista i nära anslutning till att Jans födelsedag. Detta trots att det inte framgår av mantalslängden.
m.v.h.
Jan-Peter

Om hammarsmeden Anders Hammarström född 1731 i By, död 1771 i Östra Bohr i Linde lfs.
 
Den Anders som föddes 1731-02-20 i hammarsmeden Anders Perssons familj i Horndal i By kan inte vara densamma som hammarsmeden Anders Hammarström.  
Anders Perssons son Anders dog 1731-07-25. (C:2/175/183)
 
Hälsningar Jan-Peter Holmström