31-03-2004, 13:05 | #11 |
c00l b33r
Join Date: Nov 2003
Location: Beat 'm up Scotty!. Lives in the Lands that are Nether.
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That is some great analysis PP! Did you also plan to find a relation with the powergraph in F8? On more than one occasion I found that while being weak in F3 my powergraph in F8 looked very healthy.
On the cheating: any means of getting information by irreversably changing the state of the game, then reloading in the original state is cheating. Compare investigate cities, moving units to see terrain while losing movement points.
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06-04-2004, 21:50 | #12 |
Administrator
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Wauw. Superb job, ProPain!
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06-04-2004, 22:08 | #13 |
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Turned out Oystein did a similar research on CFC, I looked for this on CFC but apparently missed it. He had some good remarks and improvements I need to add.
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07-04-2004, 05:19 | #14 |
Prince
Join Date: May 2003
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Yeah, I remembered his article, but yours seems more clear. Don't know why, maybe newer?
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23-04-2004, 02:58 | #15 |
Chieftain
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This is really valuable information. Thanks, guys.
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23-04-2004, 10:28 | #16 |
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Made 2 adjustments and 1 addition after I got some very good feedback from Oystein.
- adjusted interval that determines weak vs strong - adjusted bombard ratio - added 2 starting points
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29-04-2004, 18:36 | #17 |
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I'm trying to understand the conclusion, but something bugs me.
First : Units Strength (player 1) = Hitpoints * (1.5* AttackPoints + 1 * DefensePoints ) 0.5 * Bombard Points Is there a "+" before "0.5" ? Second : Army Strength (player 1) = Sigma(1-n) Unit Strength (player 1) What is "Sigma(1-n)" ? I can't find its explanation, and BTW is it multiplied by "Unit Strength" ? After knowing this, I think I'll start to make little calculations in my games, just for fun.
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29-04-2004, 19:20 | #18 |
King
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I'd guess Sigma (1-n) means add up all the individual unit strengths to find the total army strength.
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29-04-2004, 19:45 | #19 |
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LOL. Thanks col ! I could only think of the little sigma letter, which didn't help me. I don't know why it didn't occur to me that this sigma was the capital letter for the math sum... OK, and if you can put "+" where I said, or maybe I didn't understand it either ?
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29-04-2004, 20:58 | #20 |
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Beam is right on sigma. Capital sigma is not available in the original greek form, so I solved it this way.
And yes, there's a + missing.
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