Hmm, an interesting calculation-setup you've made. I'm tempted to find out what's best with the strongest possible equips, though this would not happen in my lifetime I assume:
Noah
Code:
I'd like to assume the same things as you do:
* Weapon Speed is no factor.
* The Characters are based on a level 200 999 STR 23 DEX Warrior
* Best available equips are provided
* Equips does not expire
* Max maple Warrior is in effect
We can already calculate the Maple Warrior part, as it is based on base stats:
Maple Warrior bonus:
99 str
2 dex
Now, we'll go somewhat badass with the equips, all chaosed:
Gold Earrings:
5 dex base --> 30 dex chaosed.
Horntail Pendant:
9 str base --> 19 str chaosed --> 34 str
9 dex base --> 19 dex chaosed --> 34 dex
OR
Mark of Naricain:
6 str
6 dex
12 watt
Zakum Helmet:
17 str base --> 67 str chaosed
17 dex base --> 67 dex chaosed
Purple Lucida*:
7 str base --> 42 str chaosed
4 dex base --> 39 dex chaosed
[Assuming not gachaponable]
Purple Lucida Skirt*:
5 str base --> 40 str chaosed
4 dex base --> 39 dex chaosed
[Assuming not gachaponable]
Facestompers:
2 watt --> 27 watt chaosed
Brown Work Gloves:
3 watt by 30% scrolling, 6 slots left --> 33 watt chaosed
Taru Spirit Cape:
5 str --> 30 str chaosed
3 watt --> 28 watt chaosed
Raccoon Mask:
1 dex by 30% scrolling, 6 slots left --> 31 dex chaosed
Branch Nose*:
4 str base --> 4 str, 2 dex by 30% scrolling, 9 slots left --> 49 str, 42 dex
[The one which doesn't expire]
Maple Shield:
3 watt, 2 str by 30% scrolling, 9 slots left --> 48 watt, 47 str
Lunchbox:
109 watt base --> 114 watt, 3 str --> 144 watt, 33 str chaosed
Claymore:
112 watt base --> 117 watt, 3 str --> 147 watt, 33 str chaosed
Based on these items, we get:
Total str:
999
99
34 or 6
67
42
40
30
49
47 for 1h
+ 33
= 1363 or 1335 str for 2h
1410 or 1382 str for 1h
Total dex:
23
2
30
34 or 6
67
39
39
31
+ 42
= 307 or 279 dex
Total watt:
0 or 12
27
33
28
48 for 1h
144
+ 3 for 2h
= 237 or 249 for 2h
282 or 294 for 1h
So, summing it up:
For HT-pendant:
2h: 1393 str, 307 dex, 235 watt
1h: 1440 str, 307 dex, 280 watt
For MoN:
2h: 1365 str, 279 dex, 247 watt
1h: 1412 str, 279 dex, 292 watt
Based on base damage from the formulas you've obtained:
2h Sword Base Damage Formula: [str * 4.6 + dex] * (watt / 100)
1h Sword Base Damage Formula: [str * 4.0 + dex] * (watt / 100)
We get this:
--- BASE STATS ---
For HT-pendant:
2h: (1393 * 4.6 + 307) * (235 / 100) = 15779.8
1h: (1440 * 4.0 + 307) * (280 / 100) = 16987.6
For MoN:
2h: (1365 * 4.6 + 279) * (247 / 100) = 16198.3
1h: (1412 * 4.0 + 279) * (292 / 100) = 17306.8
--- APPLE STATS ---
For HT-pendant:
2h: (1393 * 4.6 + 307) * (335 / 100) = 22494.6
1h: (1440 * 4.0 + 307) * (380 / 100) = 23054.6
For MoN:
2h: (1365 * 4.6 + 279) * (347 / 100) = 22756.3
1h: (1412 * 4.0 + 279) * (392 / 100) = 23233.8
--- GELT STATS ---
For HT-pendant:
2h: (1393 * 4.6 + 307) * (355 / 100) = 23837.5
1h: (1440 * 4.0 + 307) * (400 / 100) = 24268.0
For MoN:
2h: (1365 * 4.6 + 279) * (367 / 100) = 24067.9
1h: (1412 * 4.0 + 279) * (412 / 100) = 24419.2
--- DEMON ELIXIR STATS ---
For HT-pendant:
2h: (1393 * 4.6 + 307) * (375 / 100) = 25180.5
1h: (1440 * 4.0 + 307) * (420 / 100) = 25481.4
For MoN:
2h: (1365 * 4.6 + 279) * (387 / 100) = 25379.5
1h: (1412 * 4.0 + 279) * (432 / 100) = 25604.6
Summary:
1-handed sword weilders win in all cases.
But that requires a lot of chaos scrolls,
and a ton of luck with that lunchbox.Noah