Sibsets You Know

I absolutely love this game, so thought I would start a new one!
If you don’t know how to play, the first poster writes a sibset they know or have heard of, then the next poster takes one of the names from the previous poster’s sibset and writes the names of the siblings of someone they know with that name.
Here is an example -

First Poster
[name_f]Emily[/name_f] & [name_m]Benjamin[/name_m]

Second Poster
[name_m]Thomas[/name_m] & [name_f]Emily[/name_f]

Third Poster
[name_m]Thomas[/name_m], [name_m]George[/name_m] & [name_f]Clementine[/name_f]

Ect.

I’ll start

[name_f]Amy[/name_f], [name_f]Megan[/name_f], [name_f]Harriet[/name_f] & [name_f]Isabel[/name_f]

[name_f]Jenny[/name_f], [name_f]Amy[/name_f], [name_m]Johnson[/name_m] & [name_u]Nick[/name_u]

[name_f]Amy[/name_f] & [name_m]Eric[/name_m]

[name_m]Eric[/name_m], [name_f]Melissa[/name_f], & [name_m]John[/name_m]

[name_f]Justine[/name_f], [name_m]Eric[/name_m] and [name_f]Abigail[/name_f]

[name_m]Eric[/name_m] and [name_m]Ethan[/name_m]

[name_m]Ethan[/name_m] & [name_m]Nicholas[/name_m]

[name_m]Nicholas[/name_m] & [name_m]Matt[/name_m]

[name_m]Jake[/name_m], [name_m]Nicholas[/name_m], [name_u]Ryan[/name_u], [name_f]Charlotte[/name_f], [name_u]Delaney[/name_u]

[name_m]Jake[/name_m] & [name_m]Luke[/name_m]

[name_u]Ashton[/name_u] (g), [name_m]Luke[/name_m], & [name_u]Logan[/name_u]

[name_m]Luke[/name_m] & [name_f]Elizabeth[/name_f]

[name_m]Gabriel[/name_m], [name_f]Elizabeth[/name_f], [name_m]Connor[/name_m], & [name_f]Mariah[/name_f]

[name_m]Victor[/name_m] & [name_m]Gabriel[/name_m]

[name_m]Victor[/name_m], [name_m]Gabriel[/name_m], & [name_f]Vitoria[/name_f]

[name_m]Victor[/name_m] & [name_f]Karine[/name_f]

As I don’t know anyone with those names, I’ll start over

[name_m]Thomas[/name_m], [name_m]Samuel[/name_m], [name_m]Harry[/name_m] & [name_m]Patrick[/name_m]

[name_f]Helen[/name_f] [name_f]Marie[/name_f], [name_m]Eugene[/name_m], [name_m]Thomas[/name_m], [name_m]Charles[/name_m], [name_m]Joseph[/name_m], [name_f]Frances[/name_f], [name_m]George[/name_m], [name_m]Gerald[/name_m], [name_u]Michael[/name_u], [name_m]Robert[/name_m] & [name_f]Barbara[/name_f]

[name_m]Thomas[/name_m] & [name_f]Sophia[/name_f]

[name_m]Tommy[/name_m] and [name_u]Seth[/name_u]