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Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:32
por Rein
Now we go to position 5:
and position 6 (= 1st of the 2nd row of 5 in the root block of 5x2):
and position 7 (= 2nd of the 2nd row of 5 in the root block of 5x2):
and position 8 (= 3rd of the 2nd row of 5 in ther root block of 5x2):
and position 10 (= 5th of the 2nd row of 5 in ther root block of 5x2):

Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:33
por Rein
Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:34
por Rein
A completely different block of 5x4 reveals a different root block of 5x2:
Position 1:
both displayed by Tony!
Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:34
por Rein
Position 2:
also displayed by Tony.
Position 3:

Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:35
por Rein
Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:35
por Rein
Position 8:
Position 9:
Position 10:

Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:37
por Rein
I have a block of 4 in which the 1st and 2nd row belong to the second root block, the 3rd row is as the 2nd row,but the 4th row belonfs to the 1st root block!
row 1 position 1:
row 1 position 2:
row 1 position 3:
row 1 position 4:
row 1 position 5:

Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:38
por Rein
row 2 position 1:
row 2 position 2:
row 2 position 3:
row 2 position 4:

Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:38
por Rein
row 3 position 1:
row 3 position 2:
row 3 position 3:
row 3 position 4:

Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:39
por Rein
Re: P&R I 5c Rivadavia Brown
Publicado: 21 Jun 2010 08:40
por Rein
A really strange combination of (parts of) root blocks!
Comparing it with Tony's 4th block his lower 3 rows may be my top 3 rows!
rc2432