Difference between revisions of "Hit Points"

Revision as of 05:31, 30 June 2007

Overview

Each Archetype has a base number of Hit Points that can be increased through Accolade Powers, Invention Set Bonuses, and powers such as Dull Pain and Frostwork. However, the number of Hit Points cannot be increased past a cap, which is again set by Archetype.

The following table lists the Base and Maximum Hit Points for every archetype at level 50:

Heroes
Archetype	Base HP	Max HP
Blaster	1204.8	1606.4
Controller	1017.4	1606.4
Defender	1017.4	1606.4
Scrapper	1338.6	2409.5
Tanker	1874.1	3212.7
Peacebringer	1070.9	2409.5
Warshade	1070.9	2409.5

Villains
Archetype	Base HP	Max HP
Corruptor	1070.9	1606.4
Dominator	1017.4	1606.4
Mastermind	803.2	1606.4
Brute	1499.3	3212.7
Stalker	1017.4	1606.4
Arachnos Soldier	{{{Arachnos Soldier}}}
Arachnos Widow	{{{Arachnos Widow}}}

How to Calculate

In order to calculate how many Hit Points an Archetype will have at a specific level, first locate the Level Modifier and Base HP numbers in the following table:

Next, locate the Archetype Modifier in the following table:

Heroes
Archetype	Base HP	Max HP
Blaster	1.125	1
Controller	0.95	1
Defender	0.95	1
Scrapper	1.25	1.5
Tanker	1.75	2
Peacebringer	1	1.5
Warshade	1	1.5

Villains
Archetype	Base HP	Max HP
Corruptor	1	1
Dominator	0.95	1
Mastermind	0.75	1
Brute	1.4	2
Stalker	0.95	1
Arachnos Soldier	{{{Arachnos Soldier}}}
Arachnos Widow	{{{Arachnos Widow}}}

Base HP

Level HP - (Level HP * Level Modifier * (1 - Base HP Archetype Modifier))

Example: The Base HP for a Level 50 Controller is: 1070.8970-(1070.8970*1*(1-0.95)).

For the math challenged: first you would solve 1-0.95, leaving you with 1070.8970-(1070.8970*1*0.05).

Then you solve 1070.8970*1*0.05, leaving you with 1070.8970-53.54485.

The answer is 1017.35215, capped to one decimal.

Maximum HP

1.5 * (Level HP - (Level HP * Level Modifier * (1 - Max HP Archetype Modifier)))

Example: The Maximum HP for a Level 50 Tanker is: 1.5*(1070.8970-(1070.8970*1*(1-2))).

For the math challenged: first you would solve 1-2, leaving you with 1.5*(1070.8970-(1070.8970*1*-1)))

Then you solve 1070.8970*1*-1, leaving you with 1.5*(1070.8970-(-1070.8970)). Since subtracting a negative number is the same as adding, that means 1.5*(1070.8970+1070.8970).

Then you solve 1070.8970+1070.8970, leaving you with 1.5*2141.794

The answer is 3212.691, capped to one decimal.

External Links

Power Data Standardization v2.0 (Issue 7) by iakona.