There is a good objection in this post. You should take it into account in G40e. It implies a revision of the price of carrier to keep the balance on a 1:1 IPC basis:
@ItIsILeClerc:
I have read it somewhere before and I think I also have argued for it myself,
BBs should never be a better buy than a CV. I know this is a game, no simulation, but by all means, leave the carrier in its rightful (very superior) position to the BB.
So whatever the relative costs are I like to emphasis again: buying CV+2aircraft should always trump BB-only buys.
It is even possible that BBs are already too cheap, because for 36 IPCs I can buy (theorethically) 1 BB + 2DD, getting even with a 1CV+2FTR buy of my enemy on the other side of the ocean… If my objective is just to stop him/her.
There is some options to get a more balance Cruiser & Battleship vs Carrier & planes.
I will first present the two options of price and units:
There is mainly 2 options within Fg A2D3C8,
Option 1: -2 IPCs cost reduction for Carrier, (my preferred choice)
G40e Fighter A2D3 8 IPCs
G40e TcB A3-4D3-4 10 IPCs
Cruiser 10 IPCs G40e
Strat Bomber 12 IPCs
1942.2 Carrier 13 IPCs 12 Should be best but it is hard to get this far.
Or maybe just give an additional hit.
2 hits Carrier 14 IPCs -2 reduced price to better balance with BB and CA because of the low FgA2D3 C8.
Battleship 18 IPCs G40e
Option 2: Increase +1 IPC to CA+BB and -1 IPC to Carrier
G40e Fighter A2D3 8 IPCs
G40e TcB A3-4D3-4 10 IPCs
Cruiser 11 IPCs
Strat Bomber 12 IPCs
1942.2 Carrier 13 IPCs -1 IPC.
Carrier 15 IPCs -1 reduced price to almost fit with BB and CA because of the very low attack factor of FgA2.
Battleship 19 IPCs
Just remember, Uncrustable:
to balance BB and CA, we made many calculations based on a OOB Fg A3D4! and TcB.
That is not the same now.
The cost and unit revision of the Fg and TcB has created a distortion on relative stats between each other units.
Against a carrier, the cruiser unit A3D3C10 has become, on 1:1 IPC basis, too much better on offence and defense.
CV A0D2C16
Fg A2D3C8
TcB A4D4C10
A6D9C34vs A3D3C10
5x A6D9C34 vs 17 x A3D3C10
A30D45C170 vs A51D51C170
75 pts, 20 hits vs 102 pts, 17 hits
42% vs 56% odds of survival for CV on offence,
82% vs 17 % odds of survival for CV on defense.
vs OOB CV Fg+TcB : near 92% vs 8% on offence /100% vs 0% on defense
Carrier cost revised (14 IPCs) vs Cruiser G40e
5xA6D9C32vs 16xA3D3C10
A30D45C160 vs A48D48C160
75 pts, 20 hits vs 96 pts, 16 hits
58% vs 39% odds of survival for CV on offence,
90% vs 9 % odds of survival for CV on defense.
And it is the best combination you can get with a carrier OOB (A6D9C34), it could be a lot worst with 2 Fighters (A4D6C16+ A0D2C16= A4D8C32!!!).
Even a costlier combination vs the OOB CA_A3D3C12 show some problem.
3 CA A9D9C36 vs 2 TcB A3-4D3-4+CV A0D2 = A6-8D8-10C36, at best it is even at 18 pts and at worst:
it is 9+9= 18 pts > 6+8=14 pts (When there is no match 1:1 with fighter).
According to this, it is necessary to reduce the cost of carrier by -2 IPCs (or by -1 IPC and increase +1 of the BB and CA) because A2D3 is weak as a single unit on a carrier but the low price save it to stay a bit competitive also.
Carrier revised vs BB C18, G40e
9xA6D9C32vs 16xA4D4C18
A54D81C288 vs A64D64C288
135 pts, 36 hits vs 128 pts, 32 hits
47% vs 51% odds of survival for CV on offence,
96% vs 3 % odds of survival for CV on defense.
vs OOB CV Fg+TcB vs BB OOB:
A7D7C37 vs A4D4C20
53% vs 46% odds of survival for OOB CV+Fg+TcB on offence,
98% vs 2 % odds of survival for OOB CV+Fg+TcB on defense.
Last comparison 1CA+1BB vs CV A0D2C14 IPCs, 2 hits+ 2 Fgs A2D3C8
A7D7C30, 3 hits vs A4D8C30, 4 hits.
14 pts > 12 pts
A7 vs D8= 21% vs 72% for the carrier on defense.
A4 vs D7= 60% vs 32% only for the the carrier on offence.
On my next post, I will put other version with Fg A3D3.