[Torg] Another round of magic questions
Chris
3n7r0py at gmail.com
Tue Dec 16 02:43:39 EST 2008
I didn't think the mage in the example from the original post was
disconnected. Though maybe I'm missing some crucial piece of contextual
information. Other than that, I have nothing to add to this discussion. But
under the impression that the mage is not disconnected, the rules on 212
would apply and the rules on 207 would be moot.
Chris
(If I misunderstood the context of something, I apologize)
On Mon, Dec 15, 2008 at 10:35 PM, Kansas Jim <ksjim at sdc.org> wrote:
> Jerry S Fisk wrote:
>
> At 05:54 PM 12/15/2008, KJ wrote:
>>
>
> .....Based on what I put in the R&E, which unfortunately
>>> does not directly address the question, .......
>>>
>>
> I think you did. I asked these questions to see if I read it correctly.
>> On page 212 of the RE it states.
>>
>
> "A spell that is *impressed *in an area with an axiom level lower
>> than 17 requires a contradiction check; when the impressed effect
>> is released, use the non-parenthetical number as its axiom level.
>> The (17) in the entry is there as a reminder of the impressed axiom
>> level."
>>
>> So since Telekinesis Major has an axiom of 6(17). The act of casting it
>> uses the axiom of 17 to impress it but uses the axiom of 6 to release the
>> effect. At lest that is what I am understanding from the above quote. So
>> casting this spell in TK would result in a Four-Case check. But the
>> releasing of the effect would not since that has an axiom of 6.
>>
>
> However, on p207 it says that a disconnected mage cannot release any
> impressed spells if the local reality doesn't allow it, which would
> suggest that releasing the effect also requires Magic 17. That's what
> I based my previous post upon. The bit on p212 was lifted straight out
> of the original rulebook. I'd swear that p207 was based on something
> WEG said in Infiniverse about impressed spells but I still can't find
> it so maybe I'm remembering it wrong.
>
>
> --
> Kansas Jim, Torg guru (ksjim (at) sdc (dot) org)
> Torg website: http://www.sdc.org/~ksjim/index.html
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