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Post by John Marston on Jan 1, 2021 13:59:30 GMT
Year - 1798 Country - France Resources - 9999 Gold 8853 Iron 9999 Food Type - Speed Run Rounds - 53 Years EA Europe - 550 Years EA Asia - 100 Campaign - about 30 The team - None Generals - None Notes -   |
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Post by littlecorporal on Jan 1, 2021 23:45:44 GMT
Great job!
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Post by John Marston on Jan 2, 2021 1:28:51 GMT
Thank you very much. Feeling great
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Post by ks on Jan 16, 2021 14:07:50 GMT
Conquest dump:
Portugal 1806
9999/6958/9325
132 rounds
250 years Europe
Rhine 1806
Max resources
111 rounds
250 years Europe
France 1809
Max resources
69 rounds
400 years Europe
Prussia 1798
Max resources
135 rounds
250 years Europe (!)
I have max campaign stars and lvl 55/64
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Post by John Marston on Jan 16, 2021 14:20:39 GMT
Was that a setup for a grind or a real conquest ks? Because you did not mention the type
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Post by ks on Jan 16, 2021 14:38:43 GMT
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Post by John Marston on Jan 16, 2021 14:43:21 GMT
But, aren't they a bit too long ks? |
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Post by ks on Jan 16, 2021 15:27:20 GMT
But, aren't they a bit too longΒ ks? I wasnβt going for speed so it doesnβt really matter how long it took. I like to go real slow |
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Post by Nobunaga Oda on Jan 16, 2021 18:20:35 GMT
But, aren't they a bit too longΒ ks? I wasnβt going for speed so it doesnβt really matter how long it took. I like to go real slow Yep. That's the norm with these types. |
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Post by littlecorporal on Jan 17, 2021 2:46:48 GMT
Conquest information:
Year: 1812
Country: Indian
Type of Speed | Fun | Test|All of the above
Scores
Round: 25
Ressources: 887 π§ 3801π° 9547 π
Years E|A 750 years
Years Asia 600 years
Campaign 420 β / 420
The Team:
Class End
Generals:
Vic, Lan, Sak, Isa 150/10
Special tactics:
Indian starts with 4 (non militia) double units, so placing generals is easy.
Notes:
First time for a minimum round conquest on a 4 star country.
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Post by littlecorporal on Jan 17, 2021 12:51:49 GMT
Conquest information:
Year: 1812
Country: Indian
Type of Speed | Fun | Test|All of the above
Scores
Round: 29
Ressources: 1056 π§ 9996π° 9997 π
Years E|A 800 years
Years Asia 550 years
Campaign 420 β / 420
The Team:
Class End
11 generals mostly 98/5 average
Generals:
Fatima (5* trading), Maria, Sophia, Isabella
Special tactics:
End of conquest trading with Fatima made a big difference.
Notes:
Sakurako/ Lan test run with 1812 Indian. It's a much shorter map for Indian than Britain and USA. Manageable conquest.
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Post by Nobunaga Oda on Jan 21, 2021 10:49:27 GMT
  Ottoman Empire 1809. |
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Post by littlecorporal on Jan 21, 2021 12:27:55 GMT
Ottoman Empire 1809. I really like your hq team. You can roll with those 3 up to Lan. |
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Post by John Marston on Jan 22, 2021 10:42:21 GMT
Oh ππ³π°π΅π΄π¬πΊ , I wanted to clarify that in my conquest, though it does not shows 9999 food, please count it so because I don't know why it happened because I was producing upto 2000 food and not a lot of food, I think about 800 was decreased. But the it was not counting the whole of extra food. I have gone through the save file once again and verified it. |
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Post by ππ³π°π΅π΄π¬πΊ on Jan 22, 2021 18:12:16 GMT
Oh ππ³π°π΅π΄π¬πΊ , I wanted to clarify that in my conquest, though it does not shows 9999 food, please count it so becauseΒ I don't know why it happened because I was producing upto 2000 food and not a lot of food, I think about 800 was decreased. But the it was not counting the whole of extra food. I have gone through the save file once again and verified it. This is the problem in the conquests, for this reason I insist on: Max out your food before your final move. At the end of one round, after the AI-turn: 1. Gold π° Ironπ§ and foodπ are added. 2. Everything over 9999 is removed 3. The consumption of food is removed So in the beginning of your turn you never can have 9999π. The missing 800π is the consumption of your army it costs you 200π§. By filling food up to 9999π will achieve β2 years extra - if you are close to a princess this is a lot. Always try to avoid overruns - everything more than 9999 is lost. Don't panic for πoverruns, but loosing π°π§ should be avoided - you can count the loss in years (1y = 373β
π) |
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