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July 31st, 2012, 08:45 AM   #1
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OK Albert...let's PLAY!

B1 3
B2 8
B3 11
So boxes contain 3,8,11.
Same rules: pick at least 1, whoever picks last one wins.....

I say: Ok Albert, YOU start...

OK, make your pick, and post result; like, if you take 4 from B2, then post:
I took 4 from B2:
B1 3
B2 4
B3 11

I'll then pick, and post similarly....OK?!
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July 31st, 2012, 09:38 AM   #2
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Re: OK Albert...let's PLAY!

Well, I don't feel like solving this for another two hours , since we all know the strategy, let's just watch for fun:

*To The Crowd"
"Ladies and Gentlemen, welcome to today's game play of 'picking marbles from boxes', this match will be between Denis and Albert, two great mathematicians of The MMF. The prize to the winner of this match, uhh... Be all the imaginary marbles and boxes! The start position is:
3 marbles in box 1, 8 marbles in box 2, and 11 marbles in box 3
Denis, being a great gentlemen, gives Albert the first pick.

Is Albert going to take his advantage and win this game? Or is Denis going to win against all odds? Stayed tuned!"
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July 31st, 2012, 09:58 AM   #3
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Re: OK Albert...let's PLAY!

I don't remember the strategy for playing Nim, which is what this game is.
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July 31st, 2012, 10:04 AM   #4
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Re: OK Albert...let's PLAY!

Quote:
Originally Posted by wuzhe
...Denis and Albert, two great mathematicians of The MMF....
One great mathematician (Albert Einstein) and an average hockey pucker Canadian ...
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July 31st, 2012, 05:38 PM   #5
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Re: OK Albert...let's PLAY!

Denis :
B1 3=3
B2 8=3+5
B3 11=5+6
'---------------------------------------------------
TO THIS QUESTION (NUMBERS OF MARBLES IN THE THREE BOXES)
IF THE RULE IS THE SAME AS I POST (AND IF BOTH UNDERSTAND THE STRATEGY,THE PERSON PICKS FIRST WILL ALWAYS WIN)
TAKES "6" AWAY FROM B3
B1 3=3
B2 8=3+5
B3 5=5
NOW THE PERSON PICKS FIRST WINS !
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July 31st, 2012, 07:03 PM   #6
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Re: OK Albert...let's PLAY!

Quote:
Originally Posted by Albert.Teng
IF THE RULE IS THE SAME AS I POST (AND IF BOTH UNDERST THE STRATEGY,THE PERSON PICKS FIRST WILL ALWAYS WIN)
TAKES "6" AWAY FROM B3
B1 3=3
B2 8=3+5
B3 5=5
NOW THE PERSON PICKS FIRST WINS !
Yes, rules were the same, EXCEPT the "whoever picks first wins";
in this case, whoever picked first (YOU) loses; I was kinda having fun.
I sent:
0011 : 3
1000 : 8
1011 : 11
=====
2022 : so I was sure of winning by letting you start
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July 31st, 2012, 07:17 PM   #7
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Re: OK Albert...let's PLAY!

To this kind of game ,If the rules made clearly (AND IF BOTH UNDERSTAND THE STRATEGY)
then before the game starts ,who will be the winner ,it is already known .
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July 31st, 2012, 07:35 PM   #8
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Re: OK Albert...let's PLAY!

Quote:
Originally Posted by Albert.Teng
To this kind of game ,If the rules made clearly (AND IF BOTH UNDERSTAND THE STRATEGY)
then before the game starts ,who will be the winner ,it is already known .
OF COURSE.
But you can have fun playing with someone who never played before
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August 1st, 2012, 08:45 AM   #9
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Re: OK Albert...let's PLAY!

Quote:
Originally Posted by Denis
Quote:
Originally Posted by Albert.Teng
To this kind of game ,If the rules made clearly (AND IF BOTH UNDERSTAND THE STRATEGY)
then before the game starts ,who will be the winner ,it is already known .
OF COURSE.
But you can have fun playing with someone who never played before
What you do is let them win the first game (lose on purpose) because otherwise they will get bored.
Then you win every game, but they will continue playing (most likely) because they won the first game and will not think you know the strategy, until you win six or seven games in a row

And I think this is a good way to use 10 minutes of your life


Also, play a game of starting position being 21,27,32, I don't know who wins, but I think this strategy might not work for the first few moves
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August 1st, 2012, 09:18 AM   #10
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Re: OK Albert...let's PLAY!

Quote:
Originally Posted by wuzhe
Also, play a game of starting position being 21,27,32, I don't know who wins, but I think this strategy might not work for the first few moves
Sure it'll work right away...and you start to win:
SETUP:
010101 : 21 (B1)
011011 : 27 (B2)
100000 : 32 (B3)
=======
121112

You take 18 from B3:
010101 : 21 (B1)
011011 : 27 (B2)
001110 : 14 (B3)
=======
022222 : so now you're sure to win!

(hope Albert is proud of me!)
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