Topic: Easy Uncontested Actions and Gathering Magic Power
Started by: Luke Sineath
Started on: 6/27/2004
Board: CRN Games
On 6/27/2004 at 6:50pm, Luke Sineath wrote:
Easy Uncontested Actions and Gathering Magic Power
The DM rolls 0 dice in an Easy Uncontested action. This means that all of the player's dice will be successes. Therefore, a character with a Cerebrality of 4 and a Cast Spells ability of 4 can gather 8 spell dice! Consequently allowing her to burn an entire city block! That seems a bit crazy; I think I'll roll 1 or 2 dice against Gather Magic Power.
It seems that EUAs can result in all sorts of craziness. Someone could just climb a fence and get 4 bonus attack dice, or state 4 facts.
On 6/27/2004 at 11:39pm, Jason wrote:
RE: Easy Uncontested Actions and Gathering Magic Power
I think your missing the dice for the level your on. Table 4-2 says:
The GM always adds the Donjon Level (Chapter 7: Running Donjon) to(p24 of screen pdf).
the number of dice listed above.
-Jason
On 6/28/2004 at 7:34am, Luke Sineath wrote:
RE: Easy Uncontested Actions and Gathering Magic Power
Ah, you're right. Sorry about that. What a silly mistake!
On 6/30/2004 at 2:49pm, Wulf wrote:
RE: Easy Uncontested Actions and Gathering Magic Power
Even so, I had beginning characters routinely casting spells with 16 dice! I decided quite quickly to up the resistance to gathering magic power!
Wulf
On 6/30/2004 at 9:04pm, Dev wrote:
RE: Easy Uncontested Actions and Gathering Magic Power
Another fix for magic is: while you roll Cerebr. + Ability to gather power, you can only use Spell Dice + Ability to cast the actual spell. Plus, players have to pay dice depending on the scope of the intended effect.
Upping resistance also works; perhaps increasing the resistance based on how often their drawing up power.
On 7/11/2004 at 11:43pm, jdagna wrote:
RE: Easy Uncontested Actions and Gathering Magic Power
In Donjon, you also roll at least one die for every test, even when you have a 0. You just let both people in the test roll an extra die. So in the 8 vs 0 case, you'd roll 9 vs 1.
That's still a lot of successes, though (an average of four or so). If you search back through old posts, I know we discussed a solution at one point.