Difference between revisions of "Journey Combat: Hit Points"

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If you are dying, your ATB increase is +20, straight up.
 
If you are dying, your ATB increase is +20, straight up.
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==Damage Output==
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Now that we have an idea of how many hit points a character will have, we have to figure out damage progressions.
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There are two axes upon which damage progressions can change. The first being initial damage dealt, and the second being the rate at which that damage increases.
 +
 +
We also should group weapons into as few reasonable groups as possible.
 +
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We'll start like this: there are melee, ranged, and guns. I'm sure we could come up with a better name for the third one, that won't seem so out of place (as "guns" does), but those are what they are, for now.
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For melee, there are light, one-handed, and two-handed weapons. We could conceivably use these categories for the other three, as well.
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 +
So now we have nine categories of weapons:
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Lite 1-H 2-H
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Melee [x] [x] [x]
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Range [x] [x] [x]
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Gun [x] [x] [x]
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Bam, nine categories. Okay.
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Now, clearly, having nine damage progressions for each class would be patently absurd. There are two ways to resolve this.
 +
 +
# Each weapon has a base damage die, and each class modifies it. So an einhander could have +1d, +2d, or +3d (as an example), or +(d2), +(d4) or similar to indicate an increase in the base damage die size. (''Example:'' Say an einhander's damage modifier for a two-handed weapon is +3(d2), and he is using a longsword (base 1d8). The einhander would deal 4d10 damage with this weapon.)
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# The way we do it now, which is each class has some small number of categories it's good with, and damage increases based on that. The issue with this is that the other categories not listed for a class go unknown - how much damage do they do?
 +
 +
In thinking about it, the first method may work out the best. Actually, no: a ''combination'' of the two methods works out best.
 +
 +
That way, an einhander's damage progression improves for melee weapons, but not for other types. So an einhander with a gun would still deal 1d8 (the base damage for a gun, say), but would be badass with melee weapons, as he should be.
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 +
...
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After some review, that method is actually rather messy. I'll leave it here as something to consider, and also as a warning: we don't want to go down that path.
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 +
Instead, here's what we'll do. Every class will have a specified type of weapon - melee, ranged, or gun - that it's good with, along with a descriptor. That descriptor is for a one-handed weapon of the specified type. For all other weapons, they would use some other grade.
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'''Defender Example'''
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'''Weapon Group:''' Melee (Average)
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'''Unfocused:''' Poor
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Damnit. I don't know how to deal with this right now.
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{{Journey}}
  
 
[[category:Journey]]
 
[[category:Journey]]
 
[[category:Mechanics]]
 
[[category:Mechanics]]

Latest revision as of 04:57, 4 April 2009

DEPRECATED
Stop.jpeg This page is deprecated, meaning that it is no longer relevant to anything going on whatsoever, and is probably going to be ignored forever. Information on this page is not usable nor viable for playtesting, so kindly ignore it.
 
Journey chapter 8.JPG

In 3.5, low-level combat is too swingy - one solid crit means you're pretty much dead. This is a little ridiculous, clearly.

Starting Hit Points

At first level, you have hit points equal to your Constitution + your max hit points from your class.

Your consitution modifier is not used for hit points anymore, but instead for "healing surges" (we need a different name for this).

At each level, your class gives you some number of hit points. Rather than d20's style of a straight die, we take what would be your hit die, halve it, and add half the original.

TABLE: TRANSLATING d20 to JOURNEY HIT DICE

d20	Journey
d12	d6+6
d10	d6+4
d8	d4+4
d6	d4+2
d4	d2+2

Healing Surges and the Second Wind

You have a number of healing surges equal to your Constitution modifier + a number dependent upon your hit die. You do not gain more healing surges by leveling. It is wholly dependent upon your Con score.

TABLE: HEALING SURGES (by d20 HD)

HD	SURGES
d12	10 + Con mod
d10	9 + Con mod
d8	8 + Con mod
d6	7 + Con mod
d4	6 + Con mod

Healing surges have a hit point value equal to 25% of your hit points, rounded up. Effects that heal you will expend one of your healing surges, and the healing you gain is based off of your hit points, rather than what the healer can heal. This is more sensical: in d20, a cleric can heal 1d8+1 damage with a single spell, which will most likely completely heal a wizard, but can't possibly bring a barbarian or fighter that's almost down back to full; this is clearly ridiculous.

Healing surges are restored after an extended rest, which is six hours of resting. You can only gain the benefits of an extended rest once per day.

The Second Wind

Once per encounter, as a standard action, you can gain a second wind. This uses up one of your healing surges, so if you don't have any remaining, you cannot use a second wind. The second wind restores hit points equal to your healing surge value; in addition, you get a +2 bonus to all Defense rolls until your next action.

Damage

As discussed in the trauma page, there are several conditions you can gain while being hurt. All of these percentages are based off of hit points. Round in the method that is most beneficial to the character: if you have 59 hit points, you are bloodied at 29, wounded at 15, swooned at 0, and dead at 15.

50%: Bloodied. If you are bloodied, you suffer no ill effects. Some abilities are keyed off of this condition.

25%: Wounded. If you are wounded, you suffer a -2 penalty to all combat-related d20 rolls.

0%: Swooned. If you are swooned, you are unconscious and dying.

-25%: Dead. You are dead.

Some class features or other abilities may play with these numbers. For instance, Rock-type classes may have access to a talent tree that makes them die at -50% HP, rather than -25%.

Swooned and Dying

While you are swooned, you can take no actions. Each time your action comes up, roll a d20.

1: You get much worse. You gain a death token, and lose a healing surge. If you have no remaining healing surges, gain two
   death tokens instead.
2 - 10: You get worse. You gain a death token.
11 - 19: You don't get worse, but you don't get better.
20: You stabilize. You lose all death tokens and no longer need to roll on this table.

If you have three death tokens, you die.

If you are dying, your ATB increase is +20, straight up.

Damage Output

Now that we have an idea of how many hit points a character will have, we have to figure out damage progressions.

There are two axes upon which damage progressions can change. The first being initial damage dealt, and the second being the rate at which that damage increases.

We also should group weapons into as few reasonable groups as possible.

We'll start like this: there are melee, ranged, and guns. I'm sure we could come up with a better name for the third one, that won't seem so out of place (as "guns" does), but those are what they are, for now.

For melee, there are light, one-handed, and two-handed weapons. We could conceivably use these categories for the other three, as well.

So now we have nine categories of weapons:

	Lite	1-H	2-H
Melee	[x]	[x]	[x]
Range	[x]	[x]	[x]
Gun	[x]	[x]	[x]

Bam, nine categories. Okay.

Now, clearly, having nine damage progressions for each class would be patently absurd. There are two ways to resolve this.

  1. Each weapon has a base damage die, and each class modifies it. So an einhander could have +1d, +2d, or +3d (as an example), or +(d2), +(d4) or similar to indicate an increase in the base damage die size. (Example: Say an einhander's damage modifier for a two-handed weapon is +3(d2), and he is using a longsword (base 1d8). The einhander would deal 4d10 damage with this weapon.)
  2. The way we do it now, which is each class has some small number of categories it's good with, and damage increases based on that. The issue with this is that the other categories not listed for a class go unknown - how much damage do they do?

In thinking about it, the first method may work out the best. Actually, no: a combination of the two methods works out best.

That way, an einhander's damage progression improves for melee weapons, but not for other types. So an einhander with a gun would still deal 1d8 (the base damage for a gun, say), but would be badass with melee weapons, as he should be.

...

After some review, that method is actually rather messy. I'll leave it here as something to consider, and also as a warning: we don't want to go down that path.

Instead, here's what we'll do. Every class will have a specified type of weapon - melee, ranged, or gun - that it's good with, along with a descriptor. That descriptor is for a one-handed weapon of the specified type. For all other weapons, they would use some other grade.

Defender Example
Weapon Group: Melee (Average)
Unfocused: Poor

Damnit. I don't know how to deal with this right now.

 
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