G40a3.9 Mistergreen vs. cts17
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flip a coin, eh? Let the more common type decide ;) best of 5
Odd: cts17(axis) vs. Mistergreen(allies)
Even: cts17(allies) vs. Mistergreen(axis)Rolls: 5@6; Total Hits: 55@6: (2, 2, 6, 2, 5)
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4 even to 1 odd…. looks like the dice really want you to be the Axis ;
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Germany 1:
bank=30
miIC@12
dd@8
ss@6
inf@3
saved=1cm:
sz106(dd, trn)
ss sz117sz111(dd, cc, bb) scramble?
ss sz118
ss sz124
fig(2) nwy
bb sz113sz110(2 cc, bb) scramble?
ss sz103
ss sz108
fig(3) hol
fig, 2 tac(3) wgr
tac(1), bmb(3) gersz93(dd, cc)
fig, tac(2) wgr
bmb(2) geryug(5 inf)
6 inf, 2 art sgr
inf, arm rom
2 inf, arm, fig(3) hun
arm polfra(aa, 6 inf, 2 art, 2 arm, fig)
4 inf, 2 art, 3 arm hol
3 inf, 4 mech, art wgr
3 arm sgr
tac(1) pol -
fta>aa:
Rolls: 1@1; Total Hits: 01@1: (4)fra rd1:
A(7 inf, 4 mech, 3 art, 6 arm, tac) (if aa hit won’t count @4)
Rolls: 8@1 6@2 6@3 1@4; Total Hits: 78@1: (5, 1, 6, 3, 3, 6, 1, 1)6@2: (5, 5, 2, 4, 4, 6)6@3: (6, 2, 5, 2, 6, 2)1@4: (6)
D(aa, 6 inf, 2 art, 2 arm, fig)
Rolls: 8@2 2@3 1@4; Total Hits: 38@2: (5, 5, 1, 4, 4, 4, 2, 4)2@3: (5, 5)1@4: (2) -
fra rd2:
A(4 inf, 4 mech, 3 art, 6 arm, tac)
Rolls: 5@1 6@2 6@3 1@4; Total Hits: 85@1: (4, 2, 5, 4, 3)6@2: (3, 3, 4, 1, 6, 3)6@3: (1, 2, 2, 2, 2, 3)1@4: (2)
D(2 art, 2 arm, fig)
Rolls: 2@2 2@3 1@4; Total Hits: 32@2: (1, 2)2@3: (3, 4)1@4: (5) -
fra twlo 6 inf.
yug rd1:
A(9 inf, 2 art, 3 arm, fig)
Rolls: 7@1 4@2 4@3; Total Hits: 17@1: (6, 2, 2, 6, 5, 6, 6)4@2: (3, 4, 5, 5)4@3: (6, 2, 5, 6)
D(5 inf)
Rolls: 5@2; Total Hits: 35@2: (3, 6, 2, 1, 2) -
yug rd2:
A(6 inf, 2 art, 3 arm, fig)
Rolls: 4@1 4@2 4@3; Total Hits: 44@1: (2, 5, 2, 2)4@2: (5, 4, 1, 1)4@3: (3, 4, 5, 2)
D(4 inf)
Rolls: 4@2; Total Hits: 04@2: (6, 5, 5, 4) -
yug twlo 3 inf.
sz106 rd1+ (first hit wins)
A(ss)
Rolls: 17@2; Total Hits: 417@2: (1, 1, 4, 5, 6, 5, 5, 5, 4, 3, 4, 6, 1, 6, 4, 2, 3)
D(dd)
Rolls: 17@2; Total Hits: 817@2: (5, 2, 1, 6, 1, 3, 6, 2, 3, 5, 2, 5, 1, 3, 5, 2, 1) -
sz106 twol.
sz93 rd1:
A(fig, tac, bmb)
Rolls: 1@3 2@4; Total Hits: 21@3: (1)2@4: (2, 6)
D(dd, cc)
Rolls: 1@2 1@3; Total Hits: 21@2: (1)1@3: (1) -
sz93 cwlo fig, tac.
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I’ll scramble in SZ111
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Stand by for SZ110. STill working out math
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No scramble in SZ110
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sz111 rd1:
A(2 ss, fig, bb)
Rolls: 2@2 1@3 1@4; Total Hits: 12@2: (6, 4)1@3: (5)1@4: (3)
D(dd, cc, fig, bb)
:Rolls: 1@2 1@3 2@4; Total Hits: 21@2: (5)1@3: (3)2@4: (2, 5) -
sz111 rd2:
A(ss, fig, bb(d))
Rolls: 1@2 1@3 1@4; Total Hits: 21@2: (6)1@3: (1)1@4: (1)
D(dd, cc, fig, bb(d))
:Rolls: 1@2 1@3 2@4; Total Hits: 41@2: (1)1@3: (2)2@4: (2, 4) -
sz111 holds with cc, bb(d). I kept the most expansive piece, change it as you please.
sz110 rd1:
A(2 ss, 2 fig, 3 tac, bmb)
Rolls: 2@2 3@3 3@4; Total Hits: 52@2: (5, 4)3@3: (6, 2, 3)3@4: (1, 4, 4)
D(2 cc, bb) (won’t count second @3 if both ss hit)
Rolls: 2@3 1@4; Total Hits: 12@3: (4, 5)1@4: (1) -
sz110 twlo ss.
ncm:
2 fig, 3 tac, bmb sz110 > wgr
tac fra > wgr
bmb sz93 > wgr
fig yug > sita
3 inf nwy > fin(activate)
inf rom > bul(activate)
2 inf den > nwy /v trn sz114 > sz113
cc sz114 > sz113
11 inf, 3 art, 3 aa ger > pol
aa wgr > gerplacement:
inf > ger
dd, ss > sz113
miIC > romcollect:
39+10+19=68 ipc -
Changed deployment:
ss > sz112Unless you keep the dd then you can return the ss to sz113, please.
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Map.
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What map is this? I can’t open it.