@Ranor:
Sry Cmdr Jennifer.
I’ve redone the battle on frood with your proposed OOL (which is in fact the OOL I used in frood 2.0) and the results stay the same 50% 0 units for germany. The only time I got results simmiliar to yours was, when I only used 1 defending inf for the brits instead of 2.
This should be the link to the display I am getting from frood with my results:
http://frood.net/aacalc/?mustland=1&abortratio=0&saveunits=0&strafeunits=0&aInf=1&aArt=&aArm=1&aFig=4&aBom=1&aTra=&aSub=&aDes=&aCar=&aBat=&adBat=&dInf=2&dArt=1&dArm=1&dFig=2&dBom=1&dTra=&dSub=&dDes=&dCar=&dBat=&ddBat=&ool_att=Bat-Inf-Art-Arm-Tra-Sub-SSub-Fig-JFig-Des-Bom-HBom-Car-dBat&ool_def=Bom-Inf-Art-Arm-Tra-Sub-SSub-Bat-HBom-Des-Fig-JFig-Car-dBat&battle=Run&rounds=&reps=10000&luck=pure&ruleset=Revised&gameid=&password=&turnid=&territory=&round=1&pbem=
Overall %*: A. survives: 77.8% D. survives: 18.1% No one survives: 4.1%
- percentages may not total 100 due to rounding. The average results from above are highlighted in charts below, while the median result (equal odds of getting a worse or better result) is written in red. Attacker results:
–------------------------------------------------------------------------------
Probability % # units / losses
0.09% 7: 1 Inf, 1 Arm, 4 Fig, 1 Bom / no units. : 0 IPCs
0.72% 6: 1 Arm, 4 Fig, 1 Bom / 1 Inf. : 3 IPCs
6.05% 5: 1 Arm, 3 Fig, 1 Bom / 1 Inf, 1 Fig. : 13 IPCs
18.7% 4: 1 Arm, 2 Fig, 1 Bom / 1 Inf, 2 Fig. : 23 IPCs
24.05% 3: 1 Arm, 1 Fig, 1 Bom / 1 Inf, 3 Fig. : 33 IPCs
17.78% 2: 1 Arm, 1 Bom / 1 Inf, 4 Fig. : 43 IPCs
10.42% 1: 1 Arm / 1 Inf, 4 Fig, 1 Bom. : 58 IPCs
22.19% 0: no units / 1 Inf, 1 Arm, 4 Fig, 1 Bom. : 63 IPCs
–------------------------------------------------------------------------------
Defender results:
Probability % # units / losses
0.08% 6: 2 Inf, 1 Art, 1 Arm, 2 Fig / 1 Bom. : 15 IPCs Lost
0.44% 5: 1 Inf, 1 Art, 1 Arm, 2 Fig / 1 Inf, 1 Bom. : 18 IPCs Lost
1.28% 4: 1 Art, 1 Arm, 2 Fig / 2 Inf, 1 Bom. : 21 IPCs Lost
3.24% 3: 1 Arm, 2 Fig / 2 Inf, 1 Art, 1 Bom. : 25 IPCs Lost
5.86% 2: 2 Fig / 2 Inf, 1 Art, 1 Arm, 1 Bom. : 30 IPCs Lost
7.22% 1: 1 Fig / 2 Inf, 1 Art, 1 Arm, 1 Fig, 1 Bom. : 40 IPCs Lost
81.88% 0: no units / 2 Inf, 1 Art, 1 Arm, 2 Fig, 1 Bom. : 50 IPCs Lost (+30 IPC Plundered if Germany takes the land)
–------------------------------------------------------------------------------
I glowed and changed the text color of both the most likely outcome and the average income. Everytime I run this the percentage changes from 24 to 23 to 22 but it’s always about a 1 in 4 chance of the attacker being wiped out without taking England.
Just to re-iterate:
I am assuming Russia took Ukraine on Round 1 with at least 1 armor and 2 fighters remaining.
I am assuming England scored 1 out of 6 Hits with the Anti-Aircraft Gun in London hitting a fighter.
I am assuming Germany spent 30 IPC and got 1 out of 6 Hits for Long Range Aircraft Technology (only fair, 1 out of 6 for England, 1 out of 6 for Germany)
I am assuming the Germans MUST have 1 armor die last, which could cost them the battle if they roll a 4, 5 or 6 and all they have is an armor vs a fighter
I am assuming that England loses the bomber first. Honestly, I highly doubt there is a chance that England would want to keep the bomber in that scenario anyway, unless they got dang lucky with them AA Guns and the attacker missed everything in site.