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Vlad Antlerkov
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Do you have Matt Stairs in your house?
Mar 1999 time: 23:27
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Heck, not only do Scythes look cool, but they're actually a really good weapon. Sure, the critical chance is "only" on a 20, but as a Weapon Master, that gets expanded to 17-20... and the damage to x5. 
Actually, just doing some back-of-the-envelope calculations comparing the scythe, greatsword, and greataxe... (assuming STR 26, Devastating Critical, weapon master, Epic Weapon spec, etc. in that weapon. Also assuming that the weapons are completely non-magical, not keen, and that no buffing magics are active on the wielder or weapon, for the sake of simplicity.)
Scythe: 2d4+18 (20-26) damage on regular hit (15/20). On critical (4/20), that increases to 10d4+4d6+90 (104-154) damage. Expected damage, then would be (0)(1/20)+(23)(3/4)+(129)(1/5)=43.05 damage.
Greatsword: 2d6+18 (20-30) damage on regular hit (13/20), 8d6+54 (62-102) on critical (6/20). Expected damage: (25)(13/20)+(82)(6/20)=40.85.
Greataxe: 1d12+18 (19-30) damage on regular hit (15/20). 4d12+3d6+72 (79-138) on crit (4/20). Expected damage: (24.5)(3/4)+(108.5)(1/5)=40.075.
Of course, if the weapon is keen or has an attack or damage bonus, then that makes things even more complex. 
From a combat perspective, I can't see why one would take a halberd over a great-axe. They have the same critical threat and damage, yes, but the greataxe has a base damage of 1d12, while the halberd does 1d10.
Doing the same thing, only for one-handed weapons... picking the Bastard Sword/Katana (same attributes), Long Sword, Battleaxe, and Scimitar/Rapier (same, except for some reason Rapiers get the benefits of Weapon Finesse when wielded in the right hand while scimitars don't).
Bastard Sword: 1d10+14 (15-24) on regular hit (13/20), 3d10+2d6+42 (47-84) on critical (6/20). Expected damage: (19.5)(13/20)+(65.5)(6/20)=32.325 damage.
Long Sword: 1d8+14 (15-22) on regular hit (13/20), 3d8+2d6+42 on crit (47-78) (6/20). Expected damage: (18.5)(13/20)+(62.5)(6/20)=30.775 damage.
Battleaxe: 1d8+14 (15-22) on regular hit (15/20), 4d8+3d6+56 on crit (63-106) (4/20). Expected damage: 30.775 damage.
Scimitar/Rapier: 1d6+14 (15-20) on regular hit (11/20), 5d6+42 (47-72) on crit (8/20). Expected damage: 33.425 damage. (Better than the bastard sword, and doesn't require Exotic Proficiency!)
...someone who's actually completed a course on probability and statistics (I'm in the middle of one) check my math. 
(edit: WM-enhanced battleaxe is x4, not x3)
Last edited by Vlad Antlerkov on 01-03-2005 at 11:21
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Vlad Antlerkov
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Do you have Matt Stairs in your house?
Mar 1999 time: 23:27
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No, so I'll try that now. Assuming, again, 26 STR, Devastating Critical, all that jazz.
RH kukri: 1d4+14 damage (15-18, average 16.5) on regular hit (11/20), 3d4+2d6+42 on critical (47-66, average 56.5) (8/20). Expected damage: 31.675 (yes, the expanded threat range IS that powerful)
LH kukri: Expected damage of 24.675.
And for the hell of it, Unarmed Strike maxed out (20 monk levels, plus all the other stuff, so base damage of 1d20): 1d20+14 (15-34, avg 24.5) on regular (17/20), 2d20+1d6+28 (31-74, avg 52.5) on critical (2/20). Expected damage of 26.075... but seven attacks (assuming four fighter levels pre-epic).
Now, let's assume all the attacks (five or seven, as the case may be) actually land.
Scythe: 5*43.05=215.25 damage.
Greatsword: 5*40.85=204.25
Greataxe: 5*40.075=200.375
Two kukris: 5*31.675+2*24.675=207.725 (though you get two extra chances at Devastating Critical... Of course, two scimitars would be even better than this.)
Unarmed strike: 7*26.075=182.525. Again, doesn't stack up very well, but you have seven chances at Devastating Critical, plus all those other Monkish abilities. 
Now I feel the urge to make an Excel spreadsheet or MATLAB program that can automatically calculate expected damage based on enhancements, keenness, etc. but not now, gotta work through midterms first... 
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