Hello!

I occasionally encounter a situation when all tiles except two are
removed, and these tiles are arranged one below the other. Of course,
this does not necessarily mean that such a game is unsolvable, although
it might be very hard to win at first go.

Is there any statement from Microsoft that all games in Mahjong Titans
are solvable?

As with all Mahjong type games, you play to conclusion. Sometimes the
conclusion is that the game can't be won. Start over!

--


Regards,

Richard Urban
Microsoft MVP Windows Shell/User
(For email, remove the obvious from my address)

Quote from George Ankner:
If you knew as much as you think you know,
You would realize that you don't know what you thought you knew!

"Christoph Schneegans" <Christoph@Schneegans.de> wrote in message
news:5cg34uF317dnqU1@mid.individual.net...
> Hello!
>
> I occasionally encounter a situation when all tiles except two are
> removed, and these tiles are arranged one below the other. Of course,
> this does not necessarily mean that such a game is unsolvable, although
> it might be very hard to win at first go.
>
> Is there any statement from Microsoft that all games in Mahjong Titans
> are solvable?

Richard Urban wrote:

> As with all Mahjong type games, you play to conclusion. Sometimes the
> conclusion is that the game can't be won. Start over!

There are obviously several conclusions for each game as you can lose
winnable games. <http://home.halden.net/vkp/vkp/layouts.html> mentions
four "schools" of layout creation. My question basically is which
school the Vista programmers followed.

When 2 like tiles are on top of one another at the end of the game, it is
obvious which conclusion is used. I have seen this a few times. Play again.
It's only a game.

--


Regards,

Richard Urban
Microsoft MVP Windows Shell/User
(For email, remove the obvious from my address)

Quote from George Ankner:
If you knew as much as you think you know,
You would realize that you don't know what you thought you knew!

"Christoph Schneegans" <Christoph@Schneegans.de> wrote in message
news:5cgi62F30dnbpU1@mid.individual.net...
> Richard Urban wrote:
>
>> As with all Mahjong type games, you play to conclusion. Sometimes the
>> conclusion is that the game can't be won. Start over!
>
> There are obviously several conclusions for each game as you can lose
> winnable games. <http://home.halden.net/vkp/vkp/layouts.html> mentions
> four "schools" of layout creation. My question basically is which
> school the Vista programmers followed.