Difference between revisions of "Attacking & Defending"
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<b>Base Military Efficiency =</b> ( 33 + 67 * ( Effective Wage Rate / 100 ) <sup>0.25</sup> ) * [[Dragons#Ruby|Ruby Dragon]] * [[Multi-Attack Protection (MAP)|Multi-Attack Protection Bonus]] | <b>Base Military Efficiency =</b> ( 33 + 67 * ( Effective Wage Rate / 100 ) <sup>0.25</sup> ) * [[Dragons#Ruby|Ruby Dragon]] * [[Multi-Attack Protection (MAP)|Multi-Attack Protection Bonus]] | ||
* Rounded to one decimal point, it should return the most accurate values. Effective Wage Rate lies between 20%(+77.8% Efficiency) to 200%(+112.1% Efficiency). | * Rounded to one decimal point, it should return the most accurate values. Effective Wage Rate lies between 20%(+77.8% Efficiency) to 200%(+112.1% Efficiency). | ||
− | * While wages can be changed instantly, the effective wage rate used for base military efficiency changes slowly per tick. The formula for change in effective wage rate is: | + | * While wages can be changed instantly, the effective wage rate used for base military efficiency changes slowly per tick. It takes approximately 96hrs to go from 20% wages to max at 200% wages. The formula for change in effective wage rate is: XXX XXX XXX |
<b>Change in Effective Wage Rate = </b> 0.05 * (Wage Rate Paid - Effective Wage Rate) | <b>Change in Effective Wage Rate = </b> 0.05 * (Wage Rate Paid - Effective Wage Rate) | ||
* If wages were not fully paid in the previous tick, Wage Rate Paid will be set at minimum regardless of the amount of wages actually paid. | * If wages were not fully paid in the previous tick, Wage Rate Paid will be set at minimum regardless of the amount of wages actually paid. |
Revision as of 00:27, 24 April 2021
Military Efficiency
Base Military Efficiency
Base Military Efficiency = ( 33 + 67 * ( Effective Wage Rate / 100 ) 0.25 ) * Ruby Dragon * Multi-Attack Protection Bonus
- Rounded to one decimal point, it should return the most accurate values. Effective Wage Rate lies between 20%(+77.8% Efficiency) to 200%(+112.1% Efficiency).
- While wages can be changed instantly, the effective wage rate used for base military efficiency changes slowly per tick. It takes approximately 96hrs to go from 20% wages to max at 200% wages. The formula for change in effective wage rate is: XXX XXX XXX
Change in Effective Wage Rate = 0.05 * (Wage Rate Paid - Effective Wage Rate)
- If wages were not fully paid in the previous tick, Wage Rate Paid will be set at minimum regardless of the amount of wages actually paid.
Offensive Military Efficiency
OME = (Base Military Efficiency + Training Ground Bonus + Honor Bonus) * Science Bonus * Race Bonus * Personality Bonus * Fanaticism * Bloodlust * Onslaught Ritual
Defensive Military Efficiency
DME = (Base Military Efficiency + Forts Bonus) * Science Bonus * Race Bonus * Personality Bonus * Minor Protection * Greater Protection * Fanaticism * Plague * Barrier Ritual
Attacking
Raw Offense
Raw Off = Soldiers + (Offensive Specs * Offspec value) + (Elites * Elite Attack value) + (Horses) + [(Mercs + Prisoners) * 3]
Modified Offense
Mod Off = Raw Offense * (OME + General Bonus)
Condition | Modifier |
OME | check your Military Advisor |
General Bonus | +5% per additional general over 1 |
Attack Times
Attack Time = Base Attack Time * Race Bonus * Personality Bonus * Barracks Bonus * Quick Feet * Attack Type * War * NW Mod * Godspeed Ritual
- Note: War attack speed phases in to a maximum of -25% after 12 hours of war have passed
- There is a networth value adjustment for attack times. This adjustment compares your networth to the networth of the province you are planning to attack. If these are close to each other the base attack times as given below are used. If the networth differs, then the base attack time is multiplied, so your attack time is longer. This does not affect intra-KD attacks or in war.
Base Attack Time
The base attack time is 16 hours. This is the value all calculations are based upon.
Location | Intra KD | Different KD |
Attack Time | 14.4 | 16 |
Minimum Offense to Win
Random factor is +-3.5% for offense and defense. Off/def ratio needed to win is 0.97. Thus in the worst case (-3.5% offense, +3.5% defense) the borderline winning situation is:
Condition to Win = (Mod Off * 0.965) / (Mod Def * 1.035) ≥ 0.97
Which simplifies to:
Mod Off = Mod Def * 0.97 * 1.035 / 0.965
Mod Off = Mod Def * 1.040362694
Therefore, to guarantee a win, you must send a Mod Off that is ~4.04% greater than the defenders Mod Def.
On Conquest attacks, the minimum offense to win is 51% of the opponents defense.
Attack Gains
Gains = Target Resource * Attack Type * RPNW * GBP * Guard Stations * Race * Personality * Relations * Attack time modifier * Anonymity * Expropriation Ritual * Stalwart Ritual * Siege Science * Mist
Province Networth Factor
Relative Province Networth (rpnw) = Targets Networth / Self Networth Province Networth Factor = DEPEND ( rpnw ) : rpnw < 0.567 = 0 0.567 < rpnw < 0.9 = 3 * rpnw - 1.7 0.9 < rpnw < 1.1 = 1 1.1 < rpnw < 1.6 = -2 * rpnw + 3.2 rpnw > 1.6 = 0
Attack time adjustment factor
Adding or subtracting hours modifies the gains (based on your attack time), as follows:
Hours | Gains Modifier % |
-2 | (-2 / base attack time) * 160% |
-1 | (-1 / base attack time) * 150% |
+1 | (1 / base attack time) * 80% |
+2 | (2 / base attack time) * 70% |
+3 | (3 / base attack time) * 60% |
+4 | (4 / base attack time) * 50% |
Attack Type
Traditional March
Base gains are 12% and are capped at 20% of your acres or your opponent's acres, whichever is smaller.
Ambush
Will return 50% of the acres stolen.
Plunder
Base gains are 50% gold, 60% food and 60% runes. Max gains is 1.35x base (67.5% gold, 81% runes/food).
Learn
Steals a portion of target's allocated books, base gains are 2.5% plus around 30% of the target's unallocated books. During war, Learn reduces the effectiveness of target's science by ~7.5%. Troop losses on Learn defense are reduced by 50%
Raze
Destroys a portion of the targets land. In war this attack only destroys buildings
Conquest
Base gains are 6.8% land for a full hit, gains are decreased in proportion to the relative offense sent vs. targets defence.
Massacre
Base gains are 9.5% peasants, 8.5% thieves and 5% wizards
Defending
Raw Defense = (Defense Specs * Def Spec Points) + (Elites at Home * Elite's Defense) + (Soldiers * Sold Def Points * Aggression) + Townwatch
Mod Defense = MAX ( Raw Defense * Defensive Military Efficiency , Land )
Modifier Type | Active | Otherwise |
Def Spec Points | Variable | 5 |
Elite Defense | Variable | |
Town Watch | Peasants / 5 | 0 |
Minimum Defense
- All land is protected by a minimum of 1 defense per acre. That is, if you should send every single elite and general out, and release your defense specialists, an opponent would still need to send 1 offense point per acre to conduct a successful attack against you. This does not apply to intra-kingdom attacks.
Military Casualties
Base military casualties are 7% on offense, 5% on defense.
Modifier | Type | Effect |
Race: Orc | Enemy's Military Casualties | +15% |
Race: Orc | All Military Casualties | +15% |
Race: Undead | Offensive Military Casualties | -30% |
Personality: Cleric | All Military Casualties | -30% |
Attack: Learn | Defensive Military Casualties | -50% |
Attack: Plunder | Defensive Military Casualties | -50% |
Ritual: Onslaught | Offensive Military Kills | +20% Base |
Ritual: Godspeed | All Military Casualties | -15% Base |
Building: Hospitals | All Military Casualties | Varies |
Science: Resilience | All Military Casualties | Varies |
Spell: Pitfalls | Defensive Military Casualties | +25% |
Spell: Bloodlust | Offensive Military Kills | +10% |
Spell: Bloodlust | Self Military Casualties | +20% |
Spell: Wrathful Smite | Enemy's Military Casualties | +20% |
Operation: Bribe Generals | Defensive Military Casualties | 20% chance for +15% |
Emerald Dragon | All Military Casualties | +20% |