Morpion solitaire/Unicon: Difference between revisions

Content added Content deleted
(→‎Multigame: and record + graphic)
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-?|-h|-help this help text</pre>
-?|-h|-help this help text</pre>



=== Multigame ===
=== Game Record ===
The following image was obtained by replaying the game in Pentasol and saving the picture.
[[File:Morpion 5T92 unicon.PNG]]


This the game record used to produce the above image:
<pre>#
# Game Record for Morphion 5T game of 92 moves
# Date: 2012/02/18
# Saved: Games/5T/92-L1_20120218-163208-Fps.txt
# &random: 1617565851
# ReplayFile: * none * (* all * moves)
#
# Pentasol compatible format
#
#
# Morpion Solitaire game
#
# XXXX
# X X
# X X
# XXXR XXXX
# X X
# X X
# XXXX XXXX
# X X
# X X
# XXXX
#
# R = reference point
# List of moves starts with reference point (col,row)
# Lines are
# (col,row) <direction> <+/-centerdist>
# distance to center is left side or top edge
#
(9,7)
(12,8) | -2
(16,7) - -2
(9,8) | -2
(13,11) / 0
(9,9) | +2
(15,11) | -2
(13,13) - -2
(6,11) | -2
(16,10) - -2
(12,14) | -2
(8,4) - +2
(5,7) - +2
(13,6) \ 0
(10,12) \ 0
(14,8) \ 0
(14,12) / 0
(10,10) - -2
(11,9) / 0
(8,6) / 0
(10,8) \ +1
(8,11) \ 0
(11,7) / -1
(13,9) \ 0
(11,11) \ 0
(14,11) - -1
(14,9) | +1
(13,12) | -1
(12,9) - +1
(16,9) / -2
(17,6) / -2
(11,12) - +1
(16,6) / -2
(16,8) | 0
(11,10) | +1
(10,9) \ +1
(11,8) / 0
(13,8) - -2
(15,6) / -2
(13,5) | +2
(10,7) \ +2
(14,6) \ 0
(10,6) | +2
(16,11) \ -2
(11,6) - +2
(11,5) | +2
(8,8) / +2
(8,14) / +2
(8,9) | -1
(7,9) - +2
(4,6) \ +2
(5,12) / +2
(13,4) / -2
(10,5) - +1
(10,11) \ 0
(7,8) / +2
(7,6) | +2
(7,11) - +1
(10,14) | -2
(9,14) / +2
(7,3) \ +2
(17,8) - -2
(14,5) \ +1
(11,14) - -1
(8,12) \ 0
(5,8) - +2
(8,13) | -1
(14,4) | +2
(8,5) / -1
(7,14) / +2
(8,3) \ +2
(6,6) - +2
(5,5) \ +2
(8,2) | +2
(6,4) / 0
(9,3) \ +1
(7,5) / 0
(5,3) \ +2
(6,3) - +1
(6,5) - +1
(6,2) | +2
(7,4) \ +1
(7,2) | +2
(5,4) \ +2
(5,6) | 0
(9,2) / -2
(10,2) - -2
(4,5) \ +2
(10,3) | +1
(3,6) / +2
(4,4) - +2
(2,6) - +2
(3,5) / +1
#</pre>


=== Multigame Run ===


The multigame simulation of completely random play includes a histogram showing game scores clustering in the 20's and 60's. This result is similar to results obtained by [http://www.morpionsolitaire.com/English/RecordsGrids5T.htm Jean-Jacques Sibil] (scroll down to find reference) who has run nearly a billion such simulations achieving a high score of 102 as of 2010.
The multigame simulation of completely random play includes a histogram showing game scores clustering in the 20's and 60's. This result is similar to results obtained by [http://www.morpionsolitaire.com/English/RecordsGrids5T.htm Jean-Jacques Sibil] (scroll down to find reference) who has run nearly a billion such simulations achieving a high score of 102 as of 2010.
Line 906: Line 1,038:
&regions ( - , - ,string,block) : - 0 41859440 41859440
&regions ( - , - ,string,block) : - 0 41859440 41859440
&storage ( - , - ,string,block) : - 0 37784 13290772</pre>
&storage ( - , - ,string,block) : - 0 37784 13290772</pre>

The following is an example of a game log that was replayed from a long run:
<pre>#
# Game Record for Morphion 5T game of 92 moves
# Date: 2012/02/18
# Saved: Games/5T/92-L1_20120218-163208-Fps.txt
# &random: 1617565851
# ReplayFile: * none * (* all * moves)
#
# Pentasol compatible format
#
#
# Morpion Solitaire game
#
# XXXX
# X X
# X X
# XXXR XXXX
# X X
# X X
# XXXX XXXX
# X X
# X X
# XXXX
#
# R = reference point
# List of moves starts with reference point (col,row)
# Lines are
# (col,row) <direction> <+/-centerdist>
# distance to center is left side or top edge
#
(9,7)
(12,8) | -2
(16,7) - -2
(9,8) | -2
(13,11) / 0
(9,9) | +2
(15,11) | -2
(13,13) - -2
(6,11) | -2
(16,10) - -2
(12,14) | -2
(8,4) - +2
(5,7) - +2
(13,6) \ 0
(10,12) \ 0
(14,8) \ 0
(14,12) / 0
(10,10) - -2
(11,9) / 0
(8,6) / 0
(10,8) \ +1
(8,11) \ 0
(11,7) / -1
(13,9) \ 0
(11,11) \ 0
(14,11) - -1
(14,9) | +1
(13,12) | -1
(12,9) - +1
(16,9) / -2
(17,6) / -2
(11,12) - +1
(16,6) / -2
(16,8) | 0
(11,10) | +1
(10,9) \ +1
(11,8) / 0
(13,8) - -2
(15,6) / -2
(13,5) | +2
(10,7) \ +2
(14,6) \ 0
(10,6) | +2
(16,11) \ -2
(11,6) - +2
(11,5) | +2
(8,8) / +2
(8,14) / +2
(8,9) | -1
(7,9) - +2
(4,6) \ +2
(5,12) / +2
(13,4) / -2
(10,5) - +1
(10,11) \ 0
(7,8) / +2
(7,6) | +2
(7,11) - +1
(10,14) | -2
(9,14) / +2
(7,3) \ +2
(17,8) - -2
(14,5) \ +1
(11,14) - -1
(8,12) \ 0
(5,8) - +2
(8,13) | -1
(14,4) | +2
(8,5) / -1
(7,14) / +2
(8,3) \ +2
(6,6) - +2
(5,5) \ +2
(8,2) | +2
(6,4) / 0
(9,3) \ +1
(7,5) / 0
(5,3) \ +2
(6,3) - +1
(6,5) - +1
(6,2) | +2
(7,4) \ +1
(7,2) | +2
(5,4) \ +2
(5,6) | 0
(9,2) / -2
(10,2) - -2
(4,5) \ +2
(10,3) | +1
(3,6) / +2
(4,4) - +2
(2,6) - +2
(3,5) / +1
#</pre>