Further to earlier comments on this thread I might have made progress.
I’ve traced my Anderson line back to my great great grandparents but have been stuck for ages. Think I’ve now might be on my way to smashing the brick wall.
So far I have grandmother Jeanie
g grandfather (Thomas born 1858 in Wick married Ann Fortune in 1888 in Glasgow),
g g grandfather (William born 1821 in Elgin married Helen Green in Wick in 1841).
That’s where I got stuck.
As I said before, William’s death cert in 1891 showed parents as William Anderson and Margaret Hendry. I’ve never been able to find Williams birth or their marriage. I began to suspect the death cert was wrong – it was registered by William’s son who was 36 at the time. He would have been very young when his grandparents died so quite possible he didn’t know his grandmothers name.
I now think I’ve found my g g g grandparents born in Elgin – William b1795 and Elizabeth b1794. He was a wood merchant and moved from Elgin to Wick between 1833 and 1839 and lived in the same street as William and Helen (my g g grandparents). They had 5 other children. One was called Peterina which is also the name of one of my g g grandparents other children.
I need to get their death certificates to try and get further proof that this is the correct family. I think they both died mid 1860’s in Wick (although I can’t find them anywhere in the 1861 census). Once I have Elizabeth’s maiden name (which hopefully I’ll get from the death certs), I can then look for their marriage. If it was around 1820 then that is more proof it is the correct folk.
I can’t do anything until I’ve got money in the bank so I’ll have to leave it until Friday now. No SP credit left - boo hoo!
I will not get definite proof unless one of their deaths was registered by my g g grandfather.
However, with all the incidental stuff, I think it has to be them.
What do you reckon? Do you think it is a safe assumption to make?
Can you think of anything else I could try? Apart from 1861 I have every census for both Williams and their families.