I just spent the last 4 hours working on a little bit of statistics for the "Top 30" pilots judged by overall ranking.
Here's what I did: I wrote down all of the kills each of these 30 pilots had in every type of fighter, the number of deaths in each fighter, the number of top 30 pilots getting kills in each fighter type, the number of top 30 pilots getting a death in each fighter type, and the overall k/d for the top 30 for each fighter.
(Note: I made no adjustments at all to the data. I simply recorded the kills in and deaths in numbers for each fighter for each of the top 30 pilots as of 9:00 PST 1-27-1. This means K/d will likely be slightly lower than the actual totals due to death by vehicles, bombers, and flak gunners.)
The data is VERY INTERESTING to say the least.
Here are the results:
(k/d, frequency of top 30 pilots gaining at least 1 kill and/or 1 death in this aircraft.)
a6m5 : 1.9484, 19
me109f4: 1.775, 10
me109g2: 2.2375, 10
me109g6: 2.1, 10
me109g10: 3.169, 22
c202: .88, 8
c205: 1.6154, 10
f4u-1c: 5.031, 27
f4u-1d: 2.148, 23
f6f5: 2.4775, 25
fw190a5: 1.976, 16
fw190a8: 2.506, 13
la5fn: 2.071, 22
n1k2: 3.1495, 23
p38l: 2.6758, 17
p47d25: 2.0625, 6
p47d30: 2.12037, 16
p51d: 3.8482, 22
seafire: 1.8244, 20
spit9: 3.6666, 11
spit5: 3.7155, 16
typhoon: 2.272, 21
yak9u: 2.9818, 13
Ok, you've all seen the raw data now. Here's what makes this data special: The data all comes from the same 30 players. Theoretically if all the planes were balanced the kill to death should be near each other.
It's also interesting to note the number of "top 30" pilots who have flown a combat mission that resulted in either a kill or a death in each plane type. (In other words, 27 out of 30 of the top ranked players flew the f4u-1c for at least 1 sortie.)
I've now developed a ranking system using the following formula: (frequency/30)*(kills/deaths). (Ex. The f4u1c had 27 top 30 pilots use it so far this tour. The formula would thus be (27/30)*5.031 = 4.5279.
) The reason for the ratio preceding the k/d is to even out variances due to lack of use of one type over another.
The results:
a6m5: 1.234
c202: .2346
c205: .53846
f4u1c: 4.5279
f4u1d: 1.6468
f6f5: 2.0646
fw190a5: 1.0538
fw190a8: 1.0859
la5fn: 1.5187
n1k2: 2.4146
p38l: 1.5163
p47d25: .4125
p47d30: 1.1308
p51d: 2.8220
seafire: 1.2163
spitfire9: 1.3444
spitfire5: 1.9816
typhoon: 1.5904
yak9u: 1.2921
IMO the data is directly comparable at this point for the most part. Since I didn't take ground, flak gunner, or bomber kills into account the cannon armed fighters are probably a little underrated. (Very little though IMO.)
My thinking at this point is that if 2 pilots of generally equal skill met in these respective planes under basically co-e conditions, the average chances of winning for each pilot is (his planes ranking/opponents planes ranking). If you actually try this out it generally predicts the winner. In the cases where it fails I believe that is due to the fact that some planes are only flown by experten in this version for the most part.
Whew, that was a lot of work. I hope we can draw some meaningful conclusions from this. (Or maybe I'm completely wrong.

)
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bloom25
THUNDERBIRDS