A fork in the road in North Georgia↩
The pattern in question was Fig. 6b. I tried to replay the game and found the following sequence of moves:
For the remainder, player A holds the blue, player B the yellow stones. Moves (1) to (4) are non-ambiguous. The order is clear and the shown sequence of stones is the only valid I’ve found.
With move (5) now, player A creates common ground by enclosing a vacant area with his own blue stones (green area). At the same time, this allows the yellow stones to encircle the blue stone (1). In move (6), the blue stone (1) is still in it’s place and subject to be captured by the yellow stone in move (6).
The main question that arises is if a move made by player A can capture current player’s stones by enabling his opponent to encircle his own stones via common ground in the current move. It’s not a question of state but rather a question of sequence. Is stone (1) captured in move (5) or (6)?
Put differently, is stone (1) still captured by yellow if player B decides to put the yellow stone of move (6) somewhere else?
Update (June 30 2011): As it turned out, the pattern on the picture is invalid. The blue stone (1) is encircled when move (5) is completed. Blue allows yellow with turn (5) to encircle (1). Therefore, the blue stone can be removed from the field and be re-used by player B as an additional yellow stone.