PvE vs PvP Damage Calculator: Build 1 vs Build 2 Formulas

Overview
PvE Damage Data: Build 1 vs Build 2
Calculation Formulas and Data Tables
Notes and Updates
Graph Descriptions

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Overview

Click File and Make a copy or download to edit! Only change what is in the white boxes

It works for PvP only if you have more critical hit chance than your tragets endurance and if you have more skill damage boost than your targets skill damage resist. (may update later to include these) Overview Video: https://youtu.be/yIp_zvwxiDU Message me on Discord for any feedback or corrections: https://discord.gg/vcYEJtnG7E

Last Update: 18-September-2025

PvE Damage Data: Build 1 vs Build 2

Skill Base Damage %: 1184% 1184%
the specific Skill % Base Damage value displayed in the Skills description
Skill Bonus Base Damage: 678 678
the additional Base Damage number displayed in the Skills description
Min Weapon Base Damage: your Min Base Damage displayed on your character sheet for the weapon of the skill (which should already include Base Damage buffs)
Max Weapon Base Damage: 726 726
your Max Base Damage displayed on your character sheet for the weapon of the skill (which should already include Base Damage buffs)
Critical Hit Chance: 2,000 2,110
your Critical Hit Chance displayed on your character sheet of the type relevant to the skill (melee, ranged or magic) minus your targets endurance (not less than 0)
Critical Damage %: 70.00% 74.40%
your total Critical Damage minus your targets Critical Damage Resistance (not less than 0)
Heavy Attack Chance: 2,110 2,000
your Heavy Attack Chance Chance displayed on your character sheet of the type relevant to the skill (melee, ranged or magic, including boss heavy attack) minus your targets heavy attack evasion (not less than 0)
Heavy Attack Damage %: 136.50% 131.00%
your Heavy Attack Damage displayed on your character sheet plus any temporary buffs that may trigger for the ability cast
Skill Damage Boost: 390.0 390.0
your Skill Damage Boost displayed on your Character Sheet minus your targets Skill Damage Resistance (total value not less than 0, but monsters can go below 0) not added to basic attack
Monster Damage Boost %: 85.00% 85.00%
the Skills extra damage against monsters
Damage Buff % the Skills extra Damage bonus (like 120% on Focused Fire Bombs)
Damage Buff % the Skills extra Damage bonus (some skills have a secondary damage bonus, like peerless giving a multiplicative boost to Stigma)
Bonus Damage: 67 67
your Bonus Damage displayed on your character sheet minus your targets Damage Reduction. Not added to damage overtime abilities
Species Damage Boost: 125 125
your total Species Damage Boost for your target. Not applicable in PvP
Target's Defense: your targets Defense of the type relevant to the skill (melee, ranged or magic, not less than 0)
Target's Evasion: your targets Evasion minus your Hit chance of the type relevant to the skill (melee, ranged or magic, not less than 0)
Critical Attack Chance %: 66.67% 67.85%
the chance you hit with a critical hit, which is max damage increased by critical damage
Heavy Attack Chance %: 67.85% 66.67%
the chance you deal x2 damage. Bonus damage is not doubled, but divided accross the two hits, so you will see slightly lower values
Miss Chance %: 0.00% 0.00%
the chance you miss your target
Min Damage: 1,852 1,852
the min damage hits you will see in-game of this damage skill, with the lowest damage roll
Max Crit Damage: 41,567 42,641
the max damage hits you will see in-game of this damage skill when it critically hits
Max Displayed Heavy Attack: 49,107 49,206
the max damage hits you will see in-game of this damage skill when it heavy attacks (with x2 next to the value)
Average Total Damage: 61,764 62,067
average total damage per skill, including heavy attack damage and miss chance
Damage Gain: -0.49% 0.49%
the average difference between the two builds, to find out which is more effective in terms of raw damage output. Just keep in mind of other useful stats like attack speed, buff duration, cooldown speed and mana.
Defense modifier (level 55): 2,750

Damage overtime is limited to just the average of min and max damage. To check your values here, remove crit chance, heavy attack and bonus damage. Then you can check the damage of none crit or heavy attack dots by looking at the Average Total Damage. Crits will get boosted by crit damage but still just use your average base damage. Heavy attack dots will deal double damage

** Tier 3 PvE Level 55 Enemies have 1278 Defense for Level 55 characters

Tier 2 PvE Level 55 Enemies have 1181 Defense for Level 55 characters

Tier 1 PvE Level 50 Enemies have 1080 Defense for Level 55 characters

For Calculation purposes Min Base Damage Modifier 678.00 678.00

Max Base Damage Modifier 9,273.84 9,273.84

Max Crit Damage Modifier 15,765.53 16,173.58

Average Base Damage Modifier 12,168.99 12,573.04

Skill Damage Boost Damage Gain Formula

0 0%
100 9.09% Damage x (1+(1-(1/(1+((Skill Damage Boost - Target's Skill Damage Resistance) /1000)))))
200 16.67%
300 23.08%
400 28.57%
500 33.33%
600 37.50%
700 41.18%
800 44.44%
900 47.37%
1000 50.00%
1100 52.38%
1200 54.55%
1300 56.52%
1400 58.33%
1500 60.00%
1600 61.54%
1700 62.96%
1800 64.29%
1900 65.52%
2000 66.67%
2100 67.74%
2200 68.75%
2300 69.70%
2400 70.59%
2500 71.43%
3000 75.00%

Critical Hit Chance: Crit Chance Formula

100 9.09% Damage x (1+(1-(1/ (1+((Critical Hit Chance - Target's Endurance)/1000)))))
200 16.67%
300 23.08%
400 28.57%
500 33.33%
600 37.50%
700 41.18%
800 44.44%
900 47.37%
1000 50.00%
1100 52.38%
1200 54.55%
1300 56.52%
1400 58.33%
1500 60.00%
1600 61.54%
1700 62.96%
1800 64.29%
1900 65.52%
2000 66.67%
2100 67.74%
2200 68.75%
2300 69.70%
2400 70.59%
2500 71.43%
2600 72.22%
2700 72.97%
2800 73.68%
2900 74.36%
3000 75.00%

Heavy Attack Chance: Heavy Chance Formula

100 9.09% Damage x (1+(1-(1+((Heavy Attack Chance - Targets Heavy Attack Evasion) /1000))))
200 16.67%
300 23.08%
400 28.57%
500 33.33%
600 37.50%
700 41.18%
800 44.44%
900 47.37%
1000 50.00%
1100 52.38%
1200 54.55%
1300 56.52%
1400 58.33%
1500 60.00%
1600 61.54%
1700 62.96%
1800 64.29%
1900 65.52%
2000 66.67%
2500 71.43%
3000 75.00%

More Evasion than your Hit Miss Chance Formula

100 9.09% Damage x (1+(1-(1+((Targets Evasion - Your Hit Chance) /1000))))
200 16.67%
300 23.08%
400 28.57%
500 33.33%
600 37.50%
700 41.18%
800 44.44%
900 47.37%
1000 50.00%
1100 52.38%
1200 54.55%
1300 56.52%
1400 58.33%
1500 60.00%
1600 61.54%
1700 62.96%
1800 64.29%
1900 65.52%
2000 66.67%
2500 71.43%
3000 75.00%

Species Damage Boost: Damage Gain Formula

100 9.09% Damage x (1+(1-(1/(1+(Species Damage Boost /1000)))))
200 16.67%
300 23.08%
400 28.57%
500 33.33%
600 37.50%
700 41.18%
800 44.44%
900 47.37%
1000 50.00%
1100 52.38%
1200 54.55%
1300 56.52%
1400 58.33%
1500 60.00%
1600 61.54%
1700 62.96%
1800 64.29%
1900 65.52%
2000 66.67%
2100 67.74%
2200 68.75%
2300 69.70%
2400 70.59%
2500 71.43%
3000 75.00%

Monster Damage: Damage Gain Formula

10% 10.00% Damage x (1+ Monster Damage)
20% 20.00%
30% 30.00%
40% 40.00%
50% 50.00%
60% 60.00%
70% 70.00%
80% 80.00%
90% 90.00%
100% 100.00%

Damage Buff: Damage Gain Formula

0% 0% Damage x (1+ Damage Buff)
10% 10.00%
20% 20.00%
30% 30.00%
40% 40.00%
50% 50.00%
60% 60.00%
70% 70.00%
80% 80.00%
90% 90.00%
100% 100.00%

Crit Damage on Crits: Damage Gain Formula

0% 0% Damage x (1+ (Crit Damage - Targets Crit Damage Reduction))
10% 10.00%
20% 20.00%
30% 30.00%
40% 40.00%
50% 50.00%
60% 60.00%
70% 70.00%
80% 80.00%
90% 90.00%
100% 100.00%

Defense Damage Reduced Formula

0 0.00% Damage x (1/(1+ Defense / 2750))) the modifier changes based on level, this is for level 55
100 3.51%
200 6.78%
300 9.84%
400 12.70%
500 15.38%
600 17.91%
700 20.29%
800 22.54%
900 24.66%
1000 26.67%
1100 28.57%
1200 30.38%
1300 32.10%
1400 33.73%
1500 35.29%
1600 36.78%
1700 38.20%
1800 39.56%
1900 40.86%
2000 42.11%
2100 43.30%
2200 44.44%
2300 45.54%
2400 46.60%
2500 47.62%
2600 48.60%
2700 49.54%
2800 50.45%
2900 51.33%
3000 52.17%
3100 52.99%
3200 53.78%
3300 54.55%
3400 55.28%
3500 56.00%
3600 56.69%
3700 57.36%
3800 58.02%
3900 58.65%
4000 59.26%
4100 59.85%
4200 60.43%
4300 60.99%
4400 61.54%
4500 62.07%
4600 62.59%
4700 63.09%
4800 63.58%
4900 64.05%
5000 64.52%
5100 64.97%
5200 65.41%
5300 65.84%
5400 66.26%
5500 66.67%
5600 67.07%
5700 67.46%
5800 67.84%
5900 68.21%
6000 68.57%
6100 68.93%
6200 69.27%
6300 69.61%
6400 69.95%
6500 70.27%
6600 70.59%
6700 70.90%
6800 71.20%
6900 71.50%
7000 71.79%
7100 72.08%
7200 72.36%
7300 72.64%

Tier 3 PvE Level 55 Enemies Have 1278 Defense for Level 55 Characters

Tier 3 PvE Level 55 Enemies have 1278 Defense for Level 55 characters

Tier 2 PvE Level 55 Enemies have 1181 Defense for Level 55 characters

Tier 1 PvE Level 50 Enemies have 1080 Defense for Level 55 characters

Calculation Purposes - Modifiers

Min Base Damage Modifier: 678.00 678.00
Max Base Damage Modifier: 9,273.84 9,273.84
Max Crit Damage Modifier: 15,765.53 16,173.58
Average Base Damage Modifier: 12,168.99 12,573.04

Graph Descriptions

Damage Gain vs. Skill Damage Boost: A curve showing how the damage gain improves with Skill Damage Boost values, from 0 to 3000 in increments of 100-3000.
Chance % vs Critical Hit Chance: A curve showing how Critical Hit Chance converts to overall critical hit probability against a given target, with Hit Chance and Evasion adjustments.

Notes and Tips

The document explains that for Damage overtime, the best approach is to average min and max damage, remove crit chance, heavy attack, and bonus damage for non crit/dot analysis, etc.
For Calculation, note that Crit Chance, Heavy Attack Chance and Bonus Damage calculations are described with specific formulas and tables.
Always consider other stats like Attack Speed, Buff Duration, Cooldown Speed and Mana when evaluating builds.

Closing Remarks

The Doc provides detailed calculations for Build 1 vs Build 2 across multiple factors including Defense, Evasion, and various damage boosts. The numbers reflect PvE assumptions and are not adjusted for PvP in some sections.