There is a place where time and space come together, and all the rules break down. The universe hides these places from us, behind an event horizon. We can only reach behind this wall with our minds.
"... willingness to take a moral stand, to accept risk and ridicule, [is] the cost of the moral life." -- Chris Hedges
Mensch kann tun was er will; er kann aber nicht wollen was er will -- Schopenhauer. (One can choose what to do, but not what to want.)
Michael Swanwick's Ten Rules For New Writers
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*Michael Swanwick's Ten Rules for New Writers*
1. Read everything. Read voraciously. Read so much that people who love you
are concerned.
2. Write ...
Le sigh.
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my husband decided to favor me by giving me a new shiny google email
account, since neither of us is totally pleased with our current email
provider. ...
Forward into battle
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My lovely, brilliant fiancee got an email forward from one of her
co-workers the other day. She's already posted her extremely cogent
response to it. As im...
I just joined the Worldwide Game Of Sprouts Association. It's a great game that I have been playing for years. Here's the first two moves of a game I'm playing with a fellow in France. Gotta love the internet!
I take it my graphic is a correct representation of the progress of the game, then!
I'm interested in learning more about the mathematical basis of Sprouts. I've been a bit intimidated to do so as my math skills are far below the level I would like them to be. I think playing using the Conway notation will help. I'll continue to post the graphic, let me know if I screw it up ;)
yes 25 is a survivor which can be neglected, and we know have 3 separated games which are P (Previous player wins): - a game of 8 spots, - a game of 2 spots, - and a game 1L2 (a Loop with 1 spot on a side and 2 on the other side). I will try to play last move in each of those games.
Oh this is nice and even nicer you did not put any number!
ReplyDeleteI hope you don't mind me replying using Conway's notation:
17+(Peltier*-RichardsFink):
1(18)1[2-9], 1(19)18[10-13]
10(20)19
Thank you for pointing me to your blog, I promise I'll read it.
17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
I take it my graphic is a correct representation of the progress of the game, then!
I'm interested in learning more about the mathematical basis of Sprouts. I've been a bit intimidated to do so as my math skills are far below the level I would like them to be. I think playing using the Conway notation will help. I'll continue to post the graphic, let me know if I screw it up ;)
17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
10(22)10[11,12],
17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
10(22)10[11,12], 22(23)13
17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
10(22)10[11,12], 22(23)13
13(24)21,
17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
10(22)10[11,12], 22(23)13
13(24)21, 23(25)24
25 is a survivor, if I've graphed it out properly.
17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
10(22)10[11,12], 22(23)13
13(24)21, 23(25)24
14(26)14[15],
yes 25 is a survivor which can be neglected, and we know have 3 separated games which are P (Previous player wins):
- a game of 8 spots,
- a game of 2 spots,
- and a game 1L2 (a Loop with 1 spot on a side and 2 on the other side).
I will try to play last move in each of those games.
Can you please edit typos? :(
ReplyDelete17+(Peltier*-RichardsFink):
ReplyDelete1(18)1[2-9], 1(19)18[10-13]
10(20)19, 13(21)20
10(22)10[11,12], 22(23)13
13(24)21, 23(25)24
14(26)14[15], 15(27)26
Game, as it were, on! ;)
Since we're entering the midgame, I'm starting a new post thread so I can post the picture larger.
ReplyDelete