catsclaw227
First Post
In the PHB, page 212, it states:
If Scale armor gives a +7 AC bonus and Wyrmscale gives a +10 bonus, why would there even be +4 Scale armor, when the +4 Wyrmscale armor costs the same and gives you an extra +3 to your AC?
Does the armor chart on PHB, page 214 assume that all magic armor of +4 and +5 will be masterwork, and +6 armor will be "super" masterwork? This creats quite a jump in the AC bonus when you get to 16th level or thereabouts, and then again at the mid-epic levels.
We are talking about a +4 AC bump for heavy armors for jumping one magic bonus tier. Seems like a lot. Does the 4e math already take this into consideration?
PHB said:Certain kinds of armor are made according to arcane and esoteric methods that involve weaving magic into the substance of the armor. These masterwork armors never appear except as magic armor (see page 227), and even then only at the highest levels (16th and above). The various kinds of masterwork armor fall into the same categories as mundane armor and have similar statistics, but they have a higher armor bonus than their mundane counterparts. The cost of masterwork armor is included in the cost of magic armor.
If Scale armor gives a +7 AC bonus and Wyrmscale gives a +10 bonus, why would there even be +4 Scale armor, when the +4 Wyrmscale armor costs the same and gives you an extra +3 to your AC?
Does the armor chart on PHB, page 214 assume that all magic armor of +4 and +5 will be masterwork, and +6 armor will be "super" masterwork? This creats quite a jump in the AC bonus when you get to 16th level or thereabouts, and then again at the mid-epic levels.
We are talking about a +4 AC bump for heavy armors for jumping one magic bonus tier. Seems like a lot. Does the 4e math already take this into consideration?