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.)
Science Fictional News & Updates - spring 2025
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First, long-awaited news! My 1st novel -SUNDIVER- never had a hardcover,
till now! Phantasia Press has issued a special, limited edition of SUNDIVER,
fin...
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...
Sorry, I made an error in the notation. It should be: 17+ (Peltier*-RichardsFink) 1(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], 14(27)26
Also I got turned around on the graphic, it shouldn't have any gameplay effect as the spots are not numbered.
Yes, correct notation for your move should tell on which side of the loop you make your pivot with @ qualifier: 14(27@16)26, and yes not numbering spots has many advantages! :)
17+ (Peltier*-RichardsFink) 1(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],14(27@16)26 16(28)16[17], 27(29)16 17(30)28, 2(31)4 --> shouldn't this be 3 ? 7(32)7[8,9] --> then I should rewrite it 4(32)4[5,6] if spots are born in ascending order... Feel free to number them in the most convenient way for your drawing.
This comment has been removed by the author.
ReplyDeleteSorry, I made an error in the notation. It should be:
ReplyDelete17+ (Peltier*-RichardsFink)
1(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], 14(27)26
Also I got turned around on the graphic, it shouldn't have any gameplay effect as the spots are not numbered.
Yes, correct notation for your move should tell on which side of the loop you make your pivot with @ qualifier:
ReplyDelete14(27@16)26, and yes not numbering spots has many advantages! :)
17+ (Peltier*-RichardsFink)
1(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],14(27@16)26
16(28)16[17]
Aha! So that's how you use the @. Makes sense now.
ReplyDelete17+ (Peltier*-RichardsFink)
1(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],14(27@16)26
16(28)16[17], 27(29)16
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],14(27@16)26
16(28)16[17], 27(29)16
17(30)28,
Do you use "same parity of cannibals and survivors" rule to detect P-regions (of nim value *0)?
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],14(27@16)26
16(28)16[17], 27(29)16
17(30)28, 2(31)4
I'm not sure -- I don't really have a handle on the math and terminology. I do know that just playing this game at this level is changing how I play.
Reading "Socratic Tutorials" is both entertaining and instructive... http://www.wgosa.org/soctut1.htm
ReplyDelete17+ (Peltier*-RichardsFink)
1(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],14(27@16)26
16(28)16[17], 27(29)16
17(30)28, 2(31)4 --> shouldn't this be 3 ?
7(32)7[8,9] --> then I should rewrite it 4(32)4[5,6] if spots are born in ascending order...
Feel free to number them in the most convenient way for your drawing.