Originally posted by: Hyperion042
It's cake to solve. Here's what you do:
Open a second instance of the game in your browser, so you have two going at once. In the first game, let the guy go first and then mirror his move in the second game. Then mirror the second game's response in the first. Thus, you end up with two games with the exact same position at any given turn, only you're playing one side in the first instance and the other side in the second. Thus, one of the instances will always win. 😛
Originally posted by: Fenixgoon
you can forfeit a turn and not pick pearls.. i think thats how you win (the guy just skipped his turn and gave it to me, the bastard:|)
edit: wtf, im not allowed to pass my turn, but he can!
found the moves to make the computer cheat by skipping a turn:
remove 4 pearls from the row of six.
the computer will clear 4 from the row of 5.
remove all 4 from the row of 4.
computer skips turn (cheating bastard)
Originally posted by: alexjohnson16
Originally posted by: Fenixgoon
you can forfeit a turn and not pick pearls.. i think thats how you win (the guy just skipped his turn and gave it to me, the bastard:|)
edit: wtf, im not allowed to pass my turn, but he can!
found the moves to make the computer cheat by skipping a turn:
remove 4 pearls from the row of six.
the computer will clear 4 from the row of 5.
remove all 4 from the row of 4.
computer skips turn (cheating bastard)
Doesn't work for me... If I remove 4 from the row of 6, he does 1 from the row of 4.
Originally posted by: Fenixgoon
Originally posted by: alexjohnson16
Originally posted by: Fenixgoon
you can forfeit a turn and not pick pearls.. i think thats how you win (the guy just skipped his turn and gave it to me, the bastard:|)
edit: wtf, im not allowed to pass my turn, but he can!
found the moves to make the computer cheat by skipping a turn:
remove 4 pearls from the row of six.
the computer will clear 4 from the row of 5.
remove all 4 from the row of 4.
computer skips turn (cheating bastard)
Doesn't work for me... If I remove 4 from the row of 6, he does 1 from the row of 4.
maybe its different for everyone then?