G40 Redesign (currently taking suggestions)

@hengst Just found Siredblood’s Italian Rule. Did not realize how similar it was. Holy moly.

@crockett36

No thank you, I don’t have the time. So you’re reducing the IPC value of Japan whilst giving fixed bonuses? Hmm, that does limit Japan’s options and would definitely be a slight nerf.

@the-duke

You just load em up onto your Soviet Black Sea Navy. The one with the Battleship.

@timothy-gengarella Yes, an infantry unit is needed.

Hello everyone!
This is just a fun little scenario I created in my spare time, when a) I don’t have 1914 and b) I wanted the scale to be bigger. So without further ado, I give you my G40 Russian Civil War.
I will post the setup shortly for those who are interested in giving this whirl. Of course, let me know what could change to make this scenario a little smoother. Feedback is always welcome!

G40 Russian Civil War

Turn Order:
Bolsheviks (1940 Russian pieces)
White Army (1914 Russian pieces with 1940 Italian mech infantry OR 1940 Italian pieces)
Separatists (1914 OR 1940 German pieces)

Winning the Game:
The game will last until either Russian faction wins by controlling of Russian territories. The Separatists win if at the end of 10 rounds none of their territories are occupied by the Bolsheviks. If this does not occur, then the Separatists become a strict neutral power, and all original Separatist territories cannot be entered. All Separatist units on the board are also removed.

British Karelia:
As part of the Allied intervention during the civil, Britain had deployed troops to occupy Murmansk before withdrawing them in October of 1919.
The territory Karelia is a British minor power controlled by the White Army player, with a starting setup of 4 infantry and 2 artillery. White Army units may move into and through Karelia. British units may move into and through White Army territories as well as invade Bolshevik territories. To receive reinforcements, British Karelia may roll one die and add, in any combination-
1 infantry per dot
2 mechanized infantry per 2 dots
1 artillery per 3 dots
At the end of the third round of the game, British Karelia, along with any territory occupied by British forces becomes a White Army territory. Remove all British units on the board. In their place, place 2 White Army infantry each territory formally owned by British Karelia.

The Separatists:
The Separatist are made up of countries formerly part of the Russian Empire and are at war with the Bolsheviks.
Separatist units cannot move outside of Separatist territories unless invading and capturing a Bolshevik territory. If the Separatist go strict neutral, territories captured by them are up for grabs for whoever moves into them first. The Separatists do not require factories to build units.

Czechoslovak Legions:
The Czechoslovakian Legions had been part of the Russian Army, and during the civil war were allowed to leave to France. However, they ended up dispersed along the Trans-Siberian, and the Bolsheviks set out to disarm and arrest them.
Czechoslovakian Legion infantry are controlled by the White Army player and are able to move unlimited spaces through the territories of Russia, Samara, Novosibirsk, Timguska, Yenisey, Yakut, Buryatia, and Amur. These territories do not need to be controlled by the White Army. If it is hostile controlled, however, combat begins. Outside of those territories, Czechoslovak Legion infantry can only move 1 space. The Czechoslovak Legions cannot be rebuilt.

Unit Restrictions:
Only infantry, mechanized infantry, and artillery can be built in this game.

Unit Stats:
Infantry- Attack @ 2 Defend @ 2 Move @ 1 Cost 3
Mechanized Infantry- Attack @ 2 Defend @ 1 Move @ 2 Cost 4
Artillery- Attack @ 3 Defend @ 3 Move @ 1 (2 when paired with Mechanized Infantry) Cost @ 5

1940 combat rules, not the 1914 combat rules.

@drummerinheat:

where can i find it? :?

http://www.axisandallies.org/forums/index.php?topic=30919.0[]]http://www.axisandallies.org/forums/index.php?topic=30919.0](]]http://www.axisandallies.org/forums/index.php?topic=30919.0[url][/url])

Awesome! thanks a lot!

I’ve only played Global 1940 about 5 times but i’m looking forward to play this setup! Lots of new options to try!

@Baron:

1942.2 SBR Black Elk hypothesis

Strategic Bomber
Attack 0
Damage 1D6, 1D6+2
Cost 5

Fighter
Attack 1
Defense 1
Cost 10

Break even point C5, 1D6 damage: near 1 StB vs 2 Fgs: 0.5 StB/Fg
1 StB vs 2 Fgs : + 2.025 - 2.106 = -0.081 IPCs
12 StB vs 23 Fgs: exactly 0.522 StB/Fg
No FIT (Fighter Interception Threshold), always beneficial to Intercept.

Down below here is a different values doing SBR for 1942.2 and G40

Strategic Bomber in air-to-air combat SBR:
Attack 0
Bombard IC damage: D6 or 1D6+2

Fighter in air-to-air combat SBR:
Attack 1
Defend 1

IC’s AAA: @1 against each Strategic Bomber

1942.2 SBR HRules with StB A0 and Fg A1 D1 : damage 1D6 or 1D6+2

1 Strategic Bomber doing SBR against no interceptor

AAA roll = odds casualties

5/6 StB survived * 5.5 IPCs = +4.583 IPCs *3.5= +2.917 *6.5= 5.417
1/6 StB killed *5 IPCs = -0.833 IPCs

D6: +2.917-0.833= +2.084 IPCs
D6+2: + 4.583 - 0.833 = +3.750 IPCs damage/SBR

1 Strategic Bomber Att 0 doing SBR against 1 interceptor Def 1

Interceptor Fg roll/ AAA roll = odds casualties

1/66/6 = 6/36 1 StB killed by Fg
5/61/6 = 5/36 1 StB killed by AAA
5/6*5/6 = 25/36 No casualty at all.

Results:
Bombard on IC 25/36* ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 3.819 IPCs *3.5= 2.431 *6.5=+4.514
StB killed 11/36 *-5 IPCs = - 1.528 IPCs

D6: + 2.431 - 1.528 = +0.903
D6+2: + 3.819 - 1.528= + 2.291 IPC damage/SBR

1 Strategic Bomber Att 0 doing SBR against 2 interceptors Def 1

Interceptors Fgs roll/ AAA roll = odds casualties

11/366/6 = 66/216 1 StB killed by Fg
25/361/6 = 25/216 1 StB killed by AAA
25/36*5/6 = 125/216 No casualty at all.

Results:
Bombard on IC 125/216* ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 3.183 IPCs *3.5= 2.025 *6.5=+3.762
StB killed 91/216 *- 5 IPCs = - 2.106 IPCs

D6: + 2.025 - 2.106 = -0.081 IPCs
D6+2: + 3.183 - 2.106 = +1.077 IPC damage/SBR

1 Fighter Att 1 and 1 Strategic Bomber Att 0 doing SBR against 2 interceptors Def 1

Fighter roll/interceptors Fgs roll/ AAA roll = odds casualties

1/61/366/6 = 6/1296 1 Fg and 1 StB killed by Fgs vs 1 Fg
1/610/361/6= 10/1296 1 Fg killed by Fg and 1 StB killed by AAA vs 1 Fg
1/610/365/6= 50/1296 1 Fg killed by Fg vs 1 Fg
1/625/361/6 = 25/1296 1 StB killed by AAA
1/625/365/6 = 125/1296 No casualty vs 1 Fg

5/620/366/6 = 600/1296 1 Fg and 1 StB killed by Fg vs no casualty
5/616/361/6 = 80/1296 1 Fg killed by Fg and 1 StB killed by AAA vs no casualty
5/616/365/6 = 400/1296 no casualty at all

Results:
Bombard on IC: 1050/1296 * ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 4.456 IPCs 3.5= +2.836 6.5=+5.266
Killing 1 Fg: 216/1296 +10 IPCs = + 1.667 IPCs
Fg killed: 300/1296-10 IPCs = - 2.315 IPCs
StB killed: 150/1296 -5 IPCs = - 0.579IPCs
StB & Fg killed: 96/1296 -15 IPCs = - 1.111 IPCs

D6: +4.503 - 1.690 = +2.813 IPCs
D6+2: + 6.123 - 1.690 = + 4.433 IPC damage/SBR

1 Fighter Att 1 and 1 Strategic Bomber Att 0 doing SBR against 1 interceptor Def 1
Fighter escort taking the casualty.
Fighter roll/interceptor Fg roll/ AAA roll = odds casualties

1/61/61/6= 1/216 1 Fg killed by Fg and 1 StB killed by AAA vs 1 Fg
1/61/65/6= 5/216 1 Fg killed by Fg vs 1 Fg
1/65/61/6 = 5/216 1 StB killed by AAA vs 1 Fg
1/65/65/6 = 25/216 No casualty vs 1 Fg

5/61/61/6 = 5/216 1 Fg killed by Fg and 1 StB killed by AAA vs no casualty
5/61/65/6 = 25/216 1 Fg killed by Fg vs no casualty
5/65/61/6 = 25/216 1 StB killed by AAA vs no casualty
5/65/65/6 = 125/216 no casualty at all

Results:
Bombard on IC: 180/216 * ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 4.583 IPCs 3.5= +0.833 6.5=+5.417
Killing 1 Fg: 36/216 +10 IPCs = + 1.667 IPCs
Fg killed:30/216-10 IPCs = - 1.389 IPCs
StB killed: 30/216 -5 IPCs = - 0.694 IPCs
StB & Fg killed: 6/216 -15 IPCs = - 0.417 IPC

D6: +2.500 - 1.111 = +1.389 IPCs
D6+2: + 6.250 - 1.111 = + 5.139 IPC damage/SBR

2 Strategic Bombers Att 0 doing SBR against 2 interceptors Def 1

Interceptor Fgs roll/ AAA roll = odds casualties

1/3636/36= 36/1296 2 StBs killed by Fgs
10/366/36 = 60/1296 1 StB killed by Fg and 1 StB killed by AAA
10/6*30/36= 300/1296 1 StB killed by Fg

25/361/36 = 25/1296 2 StBs killed by AAA
25/3610/36 = 250/1296 1 StB killed by AAA
25/36*25/36 = 625/1296 No casualty at all.

Results:
2x Bombard on IC 625/1296* ((2+4)+(12+4) IPCs)/2= +11 IPCs) = +5.305 IPCs *7=+3.378 13=+6.269
1x Bombard on IC 550/1296 ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 2.334 IPCs 3.5=+1.485 6.5=+2.758
2 StBs killed 121/1296 -10 IPCs = - 0.934 IPCs
1 StB killed 550/1296 -5 IPCs = - 2.122 IPCs

D6: +4.863 - 3.056 = +1.807 IPCs
D6+2: + 7.639 - 3.056 = + 4.583 IPCs damage/SBR

2 Strategic Bombers Att 0 doing SBR against 1 interceptor Def 1

Interceptor Fg roll/ AAA roll = odds casualties

1/66/36 = 6/216 1 StB killed by Fg and 1 StB killed by AAA
1/630/36= 30/216 1 StB killed by Fg
5/61/36 = 5/216 2 StBs killed by AAA
5/610/36 = 50/216 1 StB killed by AAA
5/6*25/36 = 125/216 No casualty at all.

Results:
2x Bombard on IC 125/216* ((2+4)+(12+4) IPCs)/2= +11 IPCs) = +6.366 IPCs *7=+4.051 13=+7.523
1x Bombard on IC 80/216 ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 2.037 IPCs 3.5=+1.296 6.5=+2.407
2 StBs killed 11/216 -10 IPCs = - 0.509 IPC
1 StB killed 80/216 -5 IPCs = - 1.852 IPCs

D6: + 5.347 - 2.361= + 2.986 IPCs
D6+2: + 8.403 - 2.361 = + 6.042 IPCs damage/SBR

I like the concept, but it’s way to much work…

Just playing Global as it is is hard enough for most people.  Let alone including supply managment.