Mighty Blow: Difference between revisions

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(Updated to reflect PSM3 update.)
m (Squared up the right edges of the log2 template implementation and added mono template around math.)
 
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{{PSMinfo
{{PSMinfo
|description = Attempt to smash your opponent with a powerful swing.
|description = Attempt to smash your opponent with a powerful swing.
|mechanics = Increases [[Damage Factor]] by (Rank * 10)% and reduces target [[stance]] by (Rank * 5)%. These effects last for one swing only.
|mechanics = Increases [[Damage Factor]] by {{mono|(Rank * 10)%}} and reduces target [[stance]] by {{mono|(Rank * 5)%}}. These effects last for one swing only.
|additionalinfo =
|additionalinfo =
===Messaging===
===Messaging===
'''Expected result against an unarmored target'''
'''Expected result against an unarmored target'''
<pre{{log2}}>
<pre{{log2|margin-right=350px}}>
unarmored AvD = (41 AvD + 3 for perfect weapon bonus) = 44 AvD
unarmored AvD = (41 AvD + 3 for perfect weapon bonus) = 44 AvD
[[Greatsword]] base damage factor = 0.625
[[Greatsword]] base damage factor = 0.625
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</pre>
</pre>


<pre{{log2}}>
<pre{{log2|margin-right=350px}}>
5 ranks of Mighty Blow
5 ranks of Mighty Blow
raw damage = 528 total damage - 65 [[Crush critical table]] damage) = 463
raw damage = 528 total damage - 65 [[Crush critical table]] damage) = 463

Latest revision as of 05:47, 1 August 2021

Mighty Blow
Mnemonic [mblow]
Activating Verb CMAN
Type Attack
Roundtime ATTACK-1
Stamina Cost 15
Offensive Gear Both hands
Requirements Polearms cannot be used with this maneuver.
Attributes
Hostile
Initiator Stance Penalty
Shield Defensive Bonus
Target Stance Bonus
Available To Warriors
Rank Cost/acquired at
1 2  
2
3
4
5 10

Description

Attempt to smash your opponent with a powerful swing.

Mechanics

Increases Damage Factor by (Rank * 10)% and reduces target stance by (Rank * 5)%. These effects last for one swing only.

Additional Information

Messaging

Expected result against an unarmored target

unarmored AvD = (41 AvD + 3 for perfect weapon bonus) = 44 AvD
Greatsword base damage factor = 0.625

if multiplicative with perfect weapon:
DF = 0.625 * 1.06 (perfect bonus) * 1.5 (mighty blow bonus) = ~0.994

or

if additive with perfect:
DF = 0.625 * (1 + (0.06 + 0.5)) = 0.975

Actual result:

>cman mblow
You swing a perfect ora greatsword at a giant rat!
  AS: +423 vs DS: -36 with AvD: +44 + d100 roll: +63 = +566
   ... and hit for 528 points of damage!
   Massive blow punches a hole through the giant rat's chest!
The giant rat twitches and dies.
Roundtime: 6 sec.
5 ranks of Mighty Blow
raw damage = 528 total damage - 65 Crush critical table damage) = 463
endroll margin = 566 - 100 = 466
damage factor = 463 / 466 = ~0.994

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