How your Offense Level is calculated
Level Calculation For calculating the Offense Level of your army, the value of every unit is considered and transferred into an arbitrary score. That score is based on the level, its Army Point Cost ...
Forum Discussion
@EE_Elephterion,
Could you please update the post with the correct math? Currently, the equations and methodology given is incorrect in providing an accurate calculation of a player's offense level.
The main is reason is the Army Score Fraction. In general, the Army Score Fraction should be a negative. With the current equation and methodology, the ASF is a positive number.
Let's assume a Command Center Level of 31. Next let's assume a Player Score Value of 65,000.
You state that the theoretical army value is the calculation that is the maximum value that is less than the player's value. In this case, that is the number 61,717. Then, for the maximum value minus 1 level, you state that is the maximum value below the number 61,717 which is 56,970.
Calculating that we get:
(65,000 - 61,717) / ( 61,717 - 56,970) = .6916
This number is nowhere near correct when added to (31- 1) + .6916. = 30.69 where in the game the OL shows 28.91.
Could you please update the post with the correct math? Currently, the equations and methodology given is incorrect in providing an accurate calculation of a player's offense level.
The main is reason is the Army Score Fraction. In general, the Army Score Fraction should be a negative. With the current equation and methodology, the ASF is a positive number.
Let's assume a Command Center Level of 31. Next let's assume a Player Score Value of 65,000.
You state that the theoretical army value is the calculation that is the maximum value that is less than the player's value. In this case, that is the number 61,717. Then, for the maximum value minus 1 level, you state that is the maximum value below the number 61,717 which is 56,970.
Calculating that we get:
(65,000 - 61,717) / ( 61,717 - 56,970) = .6916
This number is nowhere near correct when added to (31- 1) + .6916. = 30.69 where in the game the OL shows 28.91.
