That makes sense.
I just think this way because the first two times I played this game I found the Axis at a huge disadvantage with almost no plausible way to win.
Your play is making me rethink that.
z112 cleared w/o loss
Yug:
A: Rolls: 7@1 4@2 2@3; Total Hits: 67@1: (4, 1, 2, 5, 5, 6, 1)4@2: (2, 6, 2, 2)2@3: (6, 3)
D: Rolls: 5@2; Total Hits: 35@2: (1, 1, 1, 6, 6)
yug cleared 3 inf lost
Sfr:
A: Rolls: 2@1 2@3; Total Hits: 02@1: (6, 2)2@3: (6, 4)
D: Rolls: 2@2; Total Hits: 02@2: (6, 6)
sfr r2:
A: Rolls: 2@1 2@3; Total Hits: 22@1: (4, 5)2@3: (3, 2)
D: Rolls: 2@2; Total Hits: 02@2: (6, 6)
sfr cleared w/o loss
Fr:
A:Rolls: 6@1 6@2 6@3 5@4; Total Hits: 116@1: (4, 4, 2, 1, 1, 2)6@2: (5, 6, 1, 3, 2, 6)6@3: (1, 2, 4, 5, 4, 5)5@4: (4, 4, 3, 1, 2)
D: Rolls: 9@2 2@3 1@4; Total Hits: 49@2: (2, 5, 2, 4, 2, 3, 3, 3, 6)2@3: (1, 4)1@4: (6)
Fr r2:
A: Rolls: 2@1 6@2 6@3 5@4; Total Hits: 112@1: (1, 3)6@2: (5, 4, 1, 4, 6, 1)6@3: (3, 2, 2, 4, 6, 1)5@4: (6, 2, 4, 3, 4)
D: Rolls: 1@4; Total Hits: 11@4: (4)
fr taken, 5 inf lost.
need scramblieng orders sz 110
I need a map, which I’ll open when I get home.
ok, np
Map?
scramble
UK
Buys - 9 inf save $1
Ind
Buys - 2 mec, 3 inf
CM
sz109 to sz110
1 DD
Scotland to sz110
1 fht
Gib to sz110
1 fht
London to sz110
1 fht
London to Hol
1 fht
Norm to Hol
1 inf, 1 fht
Battle of sz110
1 DD, 3 fht vs 1 sb
att
Rolls: 1@2 3@3; Total Hits: 31@2: (2)3@3: (1, 6, 3)
def
Rolls: 1@1; Total Hits: 01@1: (5)
Battle of Hol
1 inf, 2 fht vs 1 inf
att
Rolls: 1@1 2@3; Total Hits: 01@1: (6)2@3: (6, 5)
def
Rolls: 1@2; Total Hits: 01@2: (5)
Hol 2
att
Rolls: 1@1 2@3; Total Hits: 01@1: (5)2@3: (6, 4)
def
Rolls: 1@2; Total Hits: 11@2: (1)
retreat.
NCM
Hol to London
2 fht
sz110 to Lndon
3 fht
Scot to London
1 inf
sz109 to sz106
1 TT
sz98 to sz92
1 CV, 1 CA, 1 TT (load from Mal 1 inf, 1 AA to Gib)
sz98 to sz94
1 DD
Mal to Gib
1 fht
sz98 to Gib
1 tac
Alex to Egy
2 inf, 1 art, 1 tank
Sud to Egy
1 inf
Saf to Rho
2 inf
sz71 to sz83
1 DD
sz39 to sz80
1 TT (load from WInd to Cpr 1 inf)