File: artist2.efg

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gambit 0.2006.01.20-2
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file content (258 lines) | stat: -rw-r--r-- 8,541 bytes parent folder | download | duplicates (5)
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EFG 2 R "Artist problem, two stages" { "Player 1" "Player 2" }
""

c "ROOT" 1 "(0,1)" { "good" 1/2 "bad" 1/2 } 0
c "" 2 "(0,2)" { "1G" 4/5 "1B" 1/5 } 0
c "" 3 "(0,3)" { "2g" 4/5 "2b" 1/5 } 0
p "" 1 1 "(1,1)" { "H" "L" } 0
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 2 "(1,3)" { "H" "L" } 1 "Outcome 1" { 1/2, 1/2 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 3 "(1,4)" { "H" "L" } 2 "Outcome 2" { 3, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 4 "(1,5)" { "H" "L" } 3 "Outcome 3" { 0, 3 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 5 "(1,6)" { "H" "L" } 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 1 "(1,1)" { "H" "L" } 0
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 2 "(1,3)" { "H" "L" } 1 "Outcome 1" { 1/2, 1/2 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 3 "(1,4)" { "H" "L" } 2 "Outcome 2" { 3, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 4 "(1,5)" { "H" "L" } 3 "Outcome 3" { 0, 3 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 5 "(1,6)" { "H" "L" } 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
c "" 4 "(0,4)" { "2g" 4/5 "2b" 1/5 } 0
p "" 1 6 "(1,2)" { "H" "L" } 0
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 7 "(1,7)" { "H" "L" } 1 "Outcome 1" { 1/2, 1/2 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 8 "(1,8)" { "H" "L" } 2 "Outcome 2" { 3, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 9 "(1,9)" { "H" "L" } 3 "Outcome 3" { 0, 3 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 10 "(1,10)" { "H" "L" } 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 6 "(1,2)" { "H" "L" } 0
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 7 "(1,7)" { "H" "L" } 1 "Outcome 1" { 1/2, 1/2 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 8 "(1,8)" { "H" "L" } 2 "Outcome 2" { 3, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 9 "(1,9)" { "H" "L" } 3 "Outcome 3" { 0, 3 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
p "" 1 10 "(1,10)" { "H" "L" } 4 "Outcome 4" { 3/2, 3/2 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 1 "Outcome 1" { 1/2, 1/2 }
t "" 2 "Outcome 2" { 3, 0 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 3 "Outcome 3" { 0, 3 }
t "" 4 "Outcome 4" { 3/2, 3/2 }
c "" 5 "(0,5)" { "G" 1/5 "B" 4/5 } 0
c "" 6 "(0,6)" { "g" 1/5 "b" 4/5 } 0
p "" 1 1 "(1,1)" { "H" "L" } 0
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 2 "(1,3)" { "H" "L" } 5 "Outcome 5" { -1, -1 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 3 "(1,4)" { "H" "L" } 6 "Outcome 6" { 0, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 4 "(1,5)" { "H" "L" } 7 "Outcome 7" { 0, 0 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 5 "(1,6)" { "H" "L" } 8 "Outcome 8" { 0, 0 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 1 "(1,1)" { "H" "L" } 0
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 2 "(1,3)" { "H" "L" } 5 "Outcome 5" { -1, -1 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 3 "(1,4)" { "H" "L" } 6 "Outcome 6" { 0, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 4 "(1,5)" { "H" "L" } 7 "Outcome 7" { 0, 0 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 5 "(1,6)" { "H" "L" } 8 "Outcome 8" { 0, 0 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
c "" 7 "(0,7)" { "g" 1/5 "b" 4/5 } 0
p "" 1 6 "(1,2)" { "H" "L" } 0
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 7 "(1,7)" { "H" "L" } 5 "Outcome 5" { -1, -1 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 2 "(2,3)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 8 "(1,8)" { "H" "L" } 6 "Outcome 6" { 0, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 3 "(2,4)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 2 1 "(2,1)" { "h" "l" } 0
p "" 1 9 "(1,9)" { "H" "L" } 7 "Outcome 7" { 0, 0 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 4 "(2,5)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 10 "(1,10)" { "H" "L" } 8 "Outcome 8" { 0, 0 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 5 "(2,6)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 6 "(1,2)" { "H" "L" } 0
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 7 "(1,7)" { "H" "L" } 5 "Outcome 5" { -1, -1 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 7 "(2,7)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 8 "(1,8)" { "H" "L" } 6 "Outcome 6" { 0, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 8 "(2,8)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 2 6 "(2,2)" { "h" "l" } 0
p "" 1 9 "(1,9)" { "H" "L" } 7 "Outcome 7" { 0, 0 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 9 "(2,9)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }
p "" 1 10 "(1,10)" { "H" "L" } 8 "Outcome 8" { 0, 0 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 5 "Outcome 5" { -1, -1 }
t "" 6 "Outcome 6" { 0, 0 }
p "" 2 10 "(2,10)" { "h" "l" } 0
t "" 7 "Outcome 7" { 0, 0 }
t "" 8 "Outcome 8" { 0, 0 }