Your analysis is incorrect.
For both of your examples, all the horizontal moves win for Becca as she
takes the entire board.
After 0 1 V or 0 2 V on the 1x4 board, Terry plays the other of those two
moves, leaving two isolated cells.

On Tue, May 7, 2019 at 1:08 PM Ryabokon Sergiy <[email protected]> wrote:

> I checked programs of top 5 for two cases:
> 1 3
> ...
> 1 4
> ....
> Those program give out following result:
> Case #1: 4
> Case #2: 4
>
> But, I did not find four opening moves for those cases.
> For Case #1 I found TWO opening moves with which Becca will win:
> 1. 0 1 H -> Terry do not have an empty cell
> 2. 0 1 V -> Terry should select: 0 0 or 0 2 -> Becca: other variant ->
> Terry do not have an empty cell
> other moves are losing for Becca:
> 1. 0 0 H -> Terry: 0 2 H -> Becca do not have an empty cell
> 2. 0 2 H -> Terry: 0 0 H -> Becca do not have an empty cell
> 3. 0 0 V -> Terry: 0 1 H or 0 2 H -> Becca do not have an empty cell
> 4. 0 2 V -> Terry: 0 0 H or 0 1 H -> Becca do not have an empty cell
>
> For Case #2 I found TWO opening moves with which Becca will win:
> 1. 0 1 V
> 2. 0 2 V
> other moves are losing for Becca:
> 1. 0 0 V -> Terry: 0 2 H -> Becca do not have an empty cell
> 2. 0 3 V -> Terry: 0 1 H -> Becca do not have an empty cell
> 3. 0 0 H -> Terry: 0 2 H or 0 3 H -> Becca do not have an empty cell
> 4. 0 1 H -> Terry: 0 3 H -> Becca do not have an empty cell
> 5. 0 2 H -> Terry: 0 0 H -> Becca do not have an empty cell
> 6. 0 3 H -> Terry: 0 0 H or 0 1 H -> Becca do not have an empty cell
>
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