Difference between revisions of "Edge template V1c"
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edges="bottom" | edges="bottom" | ||
visible="area(h1,f2,e3,c4,a6,p6,p4,n2,j1)" | visible="area(h1,f2,e3,c4,a6,p6,p4,n2,j1)" | ||
− | contents=" | + | contents="R f2" |
/> | /> | ||
(From the [https://www.littlegolem.net/jsp/forum/topic2.jsp?forum=50&topic=669 Little Golem forum]) | (From the [https://www.littlegolem.net/jsp/forum/topic2.jsp?forum=50&topic=669 Little Golem forum]) | ||
− | + | The validity and minimality of this template has been checked by computer. There are many lines of play, making the template (and especially the minimality) difficult to check by hand. | |
+ | |||
+ | However, to get an idea of how the template works, here is one of the main lines of play. | ||
+ | <hexboard size="6x16" | ||
+ | coords="hide" | ||
+ | edges="bottom" | ||
+ | visible="area(h1,f2,e3,c4,a6,p6,p4,n2,j1)" | ||
+ | contents="R f2 B 1:f3 R 2:g2 B 3:g3 R 4:e3 B 5:d5 R 6:e4 B 7:e5 R 8:f4 B 9:f5 R 10:i3" | ||
+ | /> | ||
+ | Move 10 is like [[Tom's move]], except for a 3rd-and-5th row parallel ladder. Then play continues: | ||
+ | <hexboard size="6x16" | ||
+ | coords="hide" | ||
+ | edges="bottom" | ||
+ | visible="area(h1,f2,e3,c4,a6,p6,p4,n2,j1)" | ||
+ | contents="R f2 B f3 R g2 B g3 R e3 B d5 R e4 B e5 R f4 B f5 R i3 | ||
+ | B 11:h4 R 12:j2 B 13:j4 R 14:i4 B 15:h6 R 16:k3 B 17:k4 R 18:i5 B 19:i6 R 20:j5 B 21:j6 R 22:m4" | ||
+ | /> | ||
+ | At this point, Red is connected by [[Tom's move]]. | ||
[[category:edge templates]] | [[category:edge templates]] |
Latest revision as of 22:44, 11 December 2020
Template V1-c is a 5th row edge template with one stone.
(From the Little Golem forum)
The validity and minimality of this template has been checked by computer. There are many lines of play, making the template (and especially the minimality) difficult to check by hand.
However, to get an idea of how the template works, here is one of the main lines of play.
Move 10 is like Tom's move, except for a 3rd-and-5th row parallel ladder. Then play continues:
At this point, Red is connected by Tom's move.