Black Elk Strategic Bomber 5 IPC A1 D1
Strategic Bomber in air-to-air combat SBR:
Attack 1
Bombard IC or AB or NB damage: 1D6
Fighter in air-to-air combat SBR:
Attack 2
Defend 2
Tactical Bomber in air-to-air combat SBR:
Attack 1
Bombard AB or NB damage: 1D6
IC’s AAA: @1 against each Strategic Bomber
Naval Base or Air Base: @1 against each Strategic Bomber or Tactical bomber
Break even ratio: 2 StBs A1 C8 vs 3 Fgs D2: 2/3= 0.667 Stb/Fg [Diff. -0.166]
1 C8 vs 1 Fg 1D6+2: +4.723 - 3.556 = +1.167 IPCs damage/SBR1
1 C8 vs 2 Fgs 1D6+2: +3.704 - 5.037 = -1.333 IPCs damage/SBR1
Global40 SBR HRules : 1 StB doing SBR without interceptor, damage 1D6+2 / damage 1D6
5/6 StB survived *3.5 IPCs = +2.917 IPCs
5/6 StB survived *5.5 IPCs = +4.583 IPCs
1/6 StB killed *5 IPCs = -0.833 IPCs
1/6 StB killed *6 IPCs = -1 IPCs
1/6 StB killed *8 IPCs = -1.333 IPCs
Cost 5
1D6 (avg 3.5 IPCs): +2.917 - 0.833 = +2.084 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +4.583 - 0.833 = +3.750 IPCs damage/SBR
Cost 6
1D6 (avg 3.5 IPCs): +2.917 - 1 = +1.917 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +4.583 - 1 = +3.583 IPCs damage/SBR
Cost 8
1D6 (avg 3.5 IPCs): +2.917 - 1.333 = +1.584 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +4.583 - 1.333 = +3.250 IPCs damage/SBR
G40 BMode
1D6+2: + 4.583 - 2 = +2.583 IPCs damage/SBR run
1 StB A1 regular vs 1 Fg D2
Cost 5
1D6: +3.611 - 2.222 = +1.389 IPCs damage/SBR
1D6+2: +4.723 - 2.222 = +2.501 IPC damage/SBR
Cost 6
1D6: +3.611 - 2.667 = +0.944 IPCs damage/SBR
1D6+2: +4.723 - 2.667 = +2.056 IPC damage/SBR
Cost 8
1D6: +3.611 - 3.556 = +0.055 IPC damage/SBR
1D6+2: +4.723 - 3.556 = +1.167 IPCs damage/SBR
G40 BMode
1D6+2:+ 4.723 - 5.333 = - 0.61 IPC damage/SBR
G40 OOB
- 5.486 - 3.667 = +1.819 IPCs damage/SBR
1 StB A1 regular doing SBR against 2 intercepting Fgs D2
StBs rolls/interceptors Fgs roll/ AAA roll = odds casualties
Cost 5
1D6: +2.963 - 3.148 = -0.185 IPCs damage/SBR
1D6+2: +3.704 - 3.148 = +0.556 IPCs damage/SBR
Cost 6
1D6: +2.963 - 3.778 = -0.815 IPCs damage/SBR
1D6+2: +3.704 - 3.778 = -0.074 IPCs damage/SBR
Cost 8
1D6: +2.963 - 5.037 = -2.074 IPCs damage/SBR
1D6+2: +3.704 - 5.037 = -1.333 IPCs damage/SBR
G40 BMode
1D6+2: +3.704- 7.556 = - 3.852 IPCs damage/SBR
G40 OOB
+4.85 - 5.056 = -0.206 IPC damage/SBR
1 StB A1 & 1 Fg A2 doing SBR against 2 intercepting Fgs D2
StB+Fg rolls/interceptors Fgs roll/ AAA roll = odds casualties
Cost 5
1D6: +7.593 - 3.148 = +4.445 IPCs damage/SBR
1D6+2: +9.074 - 3.148 = +5.926 IPCs damage/SBR
Cost 6
1D6: +7.593 - 3.407 = +4.186 IPCs damage/SBR
1D6+2: +9.074 - 3.407 = +5.667 IPC damage/SBR
Cost 8
1D6: +7.593 - 3.926 = +3.667 IPCs damage/SBR
1D6+2: +9.074 - 3.926 = +5.148 IPCs damage/SBR
G40 BMode
1D6+2: + 9.074 - 8.667 = + 0.407 IPC damage/SBR
G40 OOB
+7.775 - 5.33 = +2.445 IPCs damage/SBR
2 StBs A1 regular doing SBR against 2 intercepting Fgs D2
StBs rolls/interceptors Fgs roll/ AAA roll = odds casualties
Cost 5
1D6: +7.222 - 4.444 = +2.778 IPCs damage/SBR
1D6+2: +9.445 - 4.444 = +5.001 IPCs damage/SBR
Cost 6
1D6: +7.222 - 5.333 = +1.889 IPCs damage/SBR
1D6+2: +9.445 - 5.333 = +4.112 IPCs damage/SBR
Cost 8
1D6: +7.222 - 7.083 = +0.139 IPC damage/SBR
1D6+2: +9.445 - 7.083 = +2.362 IPCs damage/SBR
G40 BMode
1D6+2: +9.445 - 10.667 = - 1.222 IPCs damage/SBR
G40 OOB
+10.973 - 7.334 = +3.639 IPCs damage/SBR
1 StB A1 & 1 Fg A2 doing SBR against 1 intercepting Fgs D2
StB+Fg rolls/interceptors Fgs roll/ AAA roll = odds casualties
Cost 5
1D6: +7.361 - 1.389 = +5.972 IPCs damage/SBR
1D6+2: +9.027 - 1.389 = +7.638 IPCs damage/SBR
Cost 6
1D6: +7.361 - 1.556 = +5.805 IPCs damage/SBR
1D6+2: +9.027 - 1.556 = +7.471 IPCs damage/SBR
Cost 8
1D6: +7.361 - 1.889 = +5.472 IPCs damage/SBR
1D6+2: +9.027 - 1.889 = +7.138 IPCs damage/SBR
G40 BMode
1D6+2: + 9.027 - 5.333 = + 3.694 IPCs damage/SBR
G40 OOB
+7.639 - 3.667 = +3.972 IPCs damage/SBR
2 StBs A1 regular doing SBR against 1 intercepting Fgs D2
StBs rolls/interceptors Fgs roll/ AAA roll = odds casualties
Cost 5
1D6: +7.861 - 3.056 = +4.805 IPCs damage/SBR
1D6+2: +10.639 - 3.056 = +7.583 IPCs damage/SBR
Cost 6
1D6: +7.861 - 3.667 = +4.194 IPCs damage/SBR
1D6+2: +10.639 - 3.667 = +6.972 IPCs damage/SBR
Cost 8
1D6: +7.861 - 4.889 = +2.972 IPCs damage/SBR
1D6+2: +10.639 - 4.889 = +5.750 IPCs damage/SBR
G40 BMode
1D6+2: +10.639 - 7.334 = + 3.304 IPCs damage/SBR
G40 OOB
+11.459 - 5.666 = +5.793 IPCs damage/SBR
2 StBs doing SBR without interceptor
Cost 5
1D6 (avg 3.5 IPCs): +5.834 - 1.667 = +4.167 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +9.166 - 1.667 = +7.50 IPCs damage/SBR
Cost 6
1D6 (avg 3.5 IPCs): +5.834 - 2 = +3.834 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +9.166 - 2 = +7.166 IPCs damage/SBR
Cost 8
1D6 (avg 3.5 IPCs): +5.834 - 2.667 = +3.167 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +9.166 - 2.667 = +6.499 IPCs damage/SBR
G40 BMode
Global 1940 SBR BMode SBR damage 1D6+2 / Interceptor Def @2
1 StB doing SBR without interceptor, damage 1D6+2
1D6+2: + 4.583 - 2 = +2.583 IPCs damage/SBR run 1D6: + 5.833 - 2 = +3.833 IPCs damage/SBR run
1 StB A1 regular vs 1 Fg D2
1D6+2: + 4.723 - 5.333 = - 0.61 IPC. damage/SBR / 1D6: + 5.556 - 5.333 = + 0.223 IPC. damage/SBR
1 StB A1 regular doing SBR against 2 intercepting Fgs D2
1D6+2: +3.704- 7.556 = - 3.852 IPCs damage/SBR / 1D6: +4.260- 7.556 = - 3.296 IPCs damage/SBR
1 StB A1 & 1 Fg A2 doing SBR against 2 intercepting Fgs D2
1D6+2: + 9.074 - 8.667 = + 0.407 IPC damage/SBR / 1D6: + 10.185 - 8.667 = + 1.518 IPC damage/SBR
2 StBs A1 regular doing SBR against 2 intercepting Fgs D2
1D6+2: +9.445 - 10.667 = - 1.222 IPCs damage/SBR / 1D6: +11.112 - 10.667 = + 0.445 IPCs damage/SBR
1 StB A1 & 1 Fg A2 doing SBR against 1 intercepting Fgs D2
1D6+2: + 9.027 - 5.333 = + 3.694 IPCs damage/SBR / 1D6: + 10.277 - 5.333 = + 4.944 IPCs damage/SBR
2 StBs A1 regular doing SBR against 1 intercepting Fgs D2
1D6+2: +10.639 - 7.334 = + 3.304 IPCs damage/SBR / 1D6: +12.722 - 7.334 = + 5.388 IPCs damage/SBR
__
Here is some maths evaluation to compare with other actual rules (provided in the above quote) :
1 StB doing SBR without interceptor, damage 1D6+2 / damage 1D6
5/6 StB survived *3.5 IPCs = +2.917 IPCs
5/6 StB survived *5.5 IPCs = +4.583 IPCs
1/6 StB killed *5 IPCs = -0.833 IPCs
1/6 StB killed *6 IPCs = -1 IPCs
1/6 StB killed *8 IPCs = -1.333 IPCs
Cost 5
1D6 (avg 3.5 IPCs): +2.917 - 0.833 = +2.084 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +4.583 - 0.833 = +3.750 IPCs damage/SBR
Cost 6
1D6 (avg 3.5 IPCs): +2.917 - 1 = +1.917 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +4.583 - 1 = +3.583 IPCs damage/SBR
Cost 8
1D6 (avg 3.5 IPCs): +2.917 - 1.333 = +1.584 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +4.583 - 1.333 = +3.250 IPCs damage/SBR
1 StB A1 regular vs 1 Fg D2
StB roll /Fg roll / AAA roll = odds casualties
1/62/66/6= 12/216 1 StB killed by AAA vs 1 Fg killed: 5.556%
1/64/61/6= 4/216 1 StB killed by AAA vs 1 Fg killed: 1.852%
1/64/65/6= 20/216 no casualty vs 1 Fg killed: 9.259%
5/62/66/6= 60/216 StB killed by Fg: 27.778%
5/64/61/6= 20/216 StB killed by AAA: 9.259%
5/64/65/6= 100/216 both survived: 46.296%
Results:
D6 Bombard on IC … 120/216…*3.5 IPCs = +1.944 IPCs
D6+2 Bombard on IC 120/216= 55.556% * ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 3.056 IPCs
killing Fg 36/216= 16.667% *+10 IPC = + 1.667 IPC
StB killed 96/216= 44.444% *-5 IPCs = - 2.222 IPCs
OR
StB killed 96/216= 44.444% *-6 IPCs = - 2.667 IPCs
OR
StB killed 96/216= 44.444% *-8 IPCs = - 3.556 IPCs
Cost 5
1D6: +3.611 - 2.222 = +1.389 IPCs damage/SBR
1D6+2: +4.723 - 2.222 = +2.501 IPCs damage/SBR
Cost 6
1D6: +3.611 - 2.667 = +0.944 IPC damage/SBR
1D6+2: +4.723 - 2.667 = +2.056 IPCs damage/SBR
Cost 8
1D6: +3.611 - 3.556 = +0.055 IPC damage/SBR
1D6+2: +4.723 - 3.556 = +1.167 IPCs damage/SBR
__
1 StB A1 regular doing SBR against 2 intercepting Fgs D2
StBs rolls/interceptors Fgs roll/ AAA roll = odds casualties
1/620/366/6 = 120/1296 1 StB killed by Fg vs 1 Fg
1/616/361/6= 16/1296 1 StB killed by AAA vs 1 Fg
1/616/365/6 = 80/1296 no casualty vs 1 Fg
5/620/366/6 = 600/1296 1 StB killed by Fg vs no casualty
5/616/361/6 = 80/1296 1 StB killed by AAA vs no casualty
5/616/365/6 = 400/1296 no casualty at all
Results:
D6 Bombard on IC … 480/1296…*3.5 IPCs = +1.296 IPCs
D6+2 Bombard on IC: 480/1296= 37.037% * ((3+8) IPCs)/2= +5.5 IPCs) = +2.037 IPCs
Killing 1 Fg: 216/1296= 16.667% +10 IPCs = + 1.667 IPCs
1 StB killed: 816/1296= 62.963%-5 IPCs = - 3.148 IPCs
OR
1 StB killed: 816/1296= 62.963%-6 IPCs = - 3.778 IPCs
OR
1 StB killed: 816/1296= 62.963%-8 IPCs = - 5.037 IPCs
Cost 5
1D6: +2.963 - 3.148 = -0.185 IPCs damage/SBR
1D6+2: +3.704 - 3.148 = +0.556 IPCs damage/SBR
Cost 6
1D6: +2.963 - 3.778 = -0.815 IPCs damage/SBR
1D6+2: +3.704 - 3.778 = -0.074 IPCs damage/SBR
Cost 8
1D6: +2.963 - 5.037 = -2.074 IPCs damage/SBR
1D6+2: +3.704 - 5.037 = -1.333 IPCs damage/SBR
__
1 StB A1 & 1 Fg A2 doing SBR against 2 intercepting Fgs D2
StB+Fg rolls/interceptors Fgs roll/ AAA roll = odds casualties
2/364/366/6 = 48/7776 1 Fg and 1 StB killed by Fgs vs 2 Fgs
2/3616/361/6 = 32/7776 1 Fg killed and 1 StB killed by AAA vs 2 Fgs
2/3616/365/6 = 160/7776 1 Fg killed vs 2 Fgs
2/3616/361/6 = 32/7776 1 StB killed by AAA vs 2 Fgs
2/3616/365/6 = 160/7776 no casualty vs 2 Fgs
14/364/366/6 = 336/7776 1 Fg and 1 StB killed by Fgs vs 1 Fg
14/3616/361/6 = 224/7776 1 Fg and 1 StB killed by AAA vs 1 Fg
14/3616/365/6 = 1120/7776 1 Fg vs 1 Fg
14/3616/361/6= 224/7776 1 StB killed by AAA vs 1 Fg
14/3616/365/6 = 1120/7776 no casualty vs 1 Fg
20/364/366/6 = 480/7776 1 Fg and 1 StB killed by Fg vs no casualty
20/3616/361/6 = 320/7776 1 Fg and 1 StB killed by AAA vs no casualty
20/3616/365/6 = 1600/7776 1 Fg vs no casualty
20/3616/361/6 = 320/7776 1 StB killed by AAA vs no casualty
20/3616/365/6 = 1600/7776 no casualty at all
Results:
Bombard on IC: 5760/7776= 74.074%* ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 4.074 IPCs
Killing 2 Fgs: 432/7776= 2.778%*+20 IPCs = + 1.111 IPC
Killing 1 Fg: 3024/7776= 27.778% +10 IPCs = + 3.889 IPCs
Fg killed: 2880/7776= 37.04%-10 IPCs = - 3.704 IPCs
StB killed: 576/7776= 7.41%-5 IPCs = - 0.370 IPCs
StB & Fg killed: 1440/7776=18.52%-15 IPCs = - 2.778 IPCs
StB killed: 576/7776= 7.41%-6 IPCs = - 0.444 IPCs
StB & Fg killed: 1440/7776=18.52%-16 IPCs = - 2.963 IPCs
StB killed: 576/7776= 7.41%-8 IPCs = - 0.593 IPCs
StB & Fg killed: 1440/7776=18.52%-18 IPCs = - 3.333 IPCs
Cost 5
1D6: +7.593 - 3.148 = +4.445 IPCs damage/SBR
1D6+2: +9.074 - 3.148 = +5.926 IPCs damage/SBR
Cost 6
1D6: +7.593 - 3.407 = +4.186 IPCs damage/SBR
1D6+2: +9.074 - 3.407 = +5.667 IPCs damage/SBR
Cost 8
1D6: +7.593 - 3.926 = +3.667 IPCs damage/SBR
1D6+2: +9.074 - 3.926 = +5.148 IPCs damage/SBR
2 StBs A1 regular doing SBR against 2 intercepting Fgs D2
StBs rolls/interceptors Fgs roll/ AAA roll = odds casualties
1/364/3636/36 = 144/46656 2 StBs killed by Fg vs 2 Fgs: 0.309%
1/3616/366/36 = 96/46656 1 StB killed by Fg and 1 StB killed by AAA vs 2 Fgs : 0.206%
1/3616/3630/36 = 480/46656 1 StB killed by Fg vs 2 Fgs : 1.029%
1/3616/361/36 = 16/46656 2 StBs killed by AAA vs 2 Fgs : 0.034%
1/3616/3610/36 = 160/46656 1 StB killed by AAA vs 2 Fgs : 0.343%
1/3616/3625/36 = 400/46656 no casualty vs 2 Fgs : 0.857%
10/364/3636/36 = 1440/46656 2 StBs killed by Fg vs 1 Fg: 3.086%
10/3616/366/36 = 960/46656 1 StB killed by Fg and 1 StB killed by AAA vs 1 Fg : 2.058%
10/3616/3630/36 = 4800/46656 1 StB killed by Fg vs 1 Fg : 10.288%
10/3616/361/36= 160/46656 2 StBs killed by AAA vs 1 Fg : 0.343%
10/3616/3610/36= 1600/46656 1 StB killed by AAA vs 1 Fg : 3.429%
10/3616/3625/36 = 4000/46656 no casualty vs 1 Fg : 8.573%
25/364/3636/36 = 3600/46656 2 StBs killed by Fg vs no casualty : 7.716%
25/3616/366/36 = 2400/46656 1 StB killed by Fg and 1 StB killed by AAA vs no casualty : 5.144%
25/3616/3630/36 = 12000/46656 1 StBs killed by Fg vs no casualty : 25.72%
25/3616/361/36 = 400/46656 2 StBs killed by AAA vs no casualty : 0.857%
25/3616/3610/36 = 4000/46656 1 StB killed by AAA vs no casualty : 8.573%
25/3616/3625/36 = 10000/46656 no casualty at all : 21.433%
Results:
2x Bombard on IC: 14400/46656= 30.864% * ((6+16) IPCs)/2= +11 IPCs) = + 3.395 IPCs / *+7 = +2.160
1x Bombard on IC: 23040/46656= 49.383% * ((3+8) IPCs)/2= +5.5 IPCs) = +2.716 IPCs / +3.5 = +1.728
Killing 2 Fgs: 1296/46656= 2.778%+20 IPCs = + 0.556 IPC
Killing 1 Fg: 12960/46656= 27.778% *+10 IPCs = + 2.778 IPCs
2 StBs killed: 9216/46656= 19.753%-10 IPCs = - 1.975 IPCs
1 StB killed: 23040/46656= 49.383%-5 IPCs = - 2.469 IPCs
2 StBs killed: 9216/46656= 19.753%-12 IPCs = - 2.370 IPCs
1 StB killed: 23040/46656= 49.383%-6 IPCs = - 2.963 IPCs
2 StBs killed: 9216/46656= 19.753%-16 IPCs = - 3.132 IPCs
1 StB killed: 23040/46656= 49.383%-8 IPCs = - 3.951 IPCs
Cost 5
1D6: +7.222 - 4.444 = +2.778 IPCs damage/SBR
1D6+2: +9.445 - 4.444 = +5.001 IPCs damage/SBR
Cost 6
1D6: +7.222 - 5.333 = +1.889 IPCs damage/SBR
1D6+2: +9.445 - 5.333 = +4.112 IPCs damage/SBR
Cost 8
1D6: +7.222 - 7.083 = +0.139 IPC damage/SBR
1D6+2: +9.445 - 7.083 = +2.362 IPCs damage/SBR
1 StB A1 & 1 Fg A2 doing SBR against 1 intercepting Fgs D2
StB+Fg rolls/interceptors Fgs roll/ AAA roll = odds casualties
16/362/61/6= 32/1296 1 Fg killed and 1 StB killed by AAA vs 1 Fg
16/362/65/6= 160/1296 1 Fg killed vs 1 Fg
16/364/61/6= 64/1296 1 StB killed by AAA vs 1 Fg
16/364/65/6 = 320/1296 no casualty vs 1 Fg
20/362/61/6 = 40/1296 1 Fg and 1 StB killed by AAA vs no casualty
20/362/65/6 = 200/1296 1 Fg vs no casualty
20/364/61/6 = 80/1296 1 StB killed by AAA vs no casualty
20/364/65/6 = 400/1296 no casualty at all
Results:
D6: 83.333% * 3.5 = +2.917 IPCs
Bombard on IC: 1080/1296 = 83.333% * ((1+2)+(6+2) IPCs)/2= +5.5 IPCs) = + 4.583 IPCs
Killing 1 Fg: 576/1296 = 44.444% +10 IPCs = + 4.444 IPCs
Fg killed: 360/1296 = 27.778%-10 IPCs = - 2.778 IPCs
StB killed: 144/1296 = 11.111%-5 IPCs = - 0.556 IPCs
StB & Fg killed: 72/1296 = 5.556%-15 IPCs = - 0.8333 IPCs
StB killed: 144/1296 = 11.111%-6 IPCs = - 0.667 IPCs
StB & Fg killed: 72/1296 = 5.556%-16 IPCs = - 0.889 IPCs
StB killed: 144/1296 = 11.111%-8 IPCs = - 0.889 IPCs
StB & Fg killed: 72/1296 = 5.556%-18 IPCs = - 1.00 IPC
Cost 5
1D6: +7.361 - 1.389 = +5.972 IPCs damage/SBR
1D6+2: +9.027 - 1.389 = +7.638 IPCs damage/SBR
Cost 6
1D6: +7.361 - 1.556 = +5.805 IPCs damage/SBR
1D6+2: +9.027 - 1.556 = +7.471 IPCs damage/SBR
Cost 8
1D6: +7.361 - 1.889 = +5.472 IPCs damage/SBR
1D6+2: +9.027 - 1.889 = +7.138 IPCs damage/SBR
2 StBs A1 regular doing SBR against 1 intercepting Fgs D2
StBs rolls/interceptors Fgs roll/ AAA roll = odds casualties
11/362/66/36 = 132/7776 1 StB killed by Fg and 1 StB killed by AAA vs 1 Fg
11/362/630/36 = 660/7776 1 StB killed by Fg vs 1 Fg
11/364/61/36 = 44/7776 2 StBs killed by AAA vs 1 Fg
11/364/610/36 = 440/7776 1 StB killed by AAA vs 1 Fg
11/364/625/36 = 1100/7776 no casualty vs 1 Fg
25/362/66/36 = 300/7776 1 StB killed by Fg and 1 StB killed by AAA vs no casualty
25/362/630/36 = 1500/7776 1 StBs killed by Fg vs no casualty
25/364/61/36 = 100/7776 2 StBs killed by AAA vs no casualty
25/364/610/36 = 1000/7776 1 StB killed by AAA vs no casualty
25/364/625/36 = 2500/7776 no casualty at all
Results:
2x Bombard on IC: 3600/7776= 46.296% * ((6+16) IPCs)/2= +11 IPCs) = + 5.093 IPCs / +7 IPCs= +3.241 IPCs
1x Bombard on IC: 3600/7776= 46.296% * ((3+8) IPCs)/2= +5.5 IPCs) = + 2.546 IPCs / +3.5 IPCs = +1.620 IPCs
Killing 1 Fg: 2332/7776= 29.999% *+10 IPCs = + 3.00 IPCs
2 StBs killed: 576/7776= 7.407%-10 IPCs = - 0.741 IPCs
1 StB killed: 3600/7776= 46.296%-5 IPCs = - 2.315 IPCs
2 StBs killed: 576/7776= 7.407%-12 IPCs = - 0.889 IPCs
1 StB killed: 3600/7776= 46.296%-6 IPCs = - 2.778 IPCs
2 StBs killed: 576/7776= 7.407%-16 IPCs = - 1.185 IPCs
1 StB killed: 3600/7776= 46.296%-8 IPCs = - 3.704 IPCs
Regular SBRs
Cost 5
1D6: +7.861 - 3.056 = +4.805 IPCs damage/SBR
1D6+2: +10.639 - 3.056 = +7.583 IPCs damage/SBR
Cost 6
1D6: +7.861 - 3.667 = +4.194 IPCs damage/SBR
1D6+2: +10.639 - 3.667 = +6.972 IPCs damage/SBR
Cost 8
1D6: +7.861 - 4.889 = +2.972 IPCs damage/SBR
1D6+2: +10.639 - 4.889 = +5.750 IPCs damage/SBR
2 StBs doing SBR without interceptor
Cost 5
1D6 (avg 3.5 IPCs): +5.834 - 1.667 = +4.167 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +9.166 - 1.667 = +7.50 IPCs damage/SBR
Cost 6
1D6 (avg 3.5 IPCs): +5.834 - 2 = +3.834 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +9.166 - 2 = +7.166 IPCs damage/SBR
Cost 8
1D6 (avg 3.5 IPCs): +5.834 - 2.667 = +3.167 IPCs damage/SBR
1D6+2 (avg 5.5 IPCs): +9.166 - 2.667 = +6.499 IPCs damage/SBR