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How can a fixed amount of Power be overdrawn upon?
How can a fixed amount of Power be overdrawn upon?
If an angreal offers 100 units of additive saidar how can someone draw 150 units through it?
The fixed amount is what the angreal adds. The overdrawing is all you. After all, you have no objection to that other fixed amount- a channeler's potential, being overdrawn upon, right?
Angreal, Sa'angreal and Moiraine at 66
11/01/2016 08:53:23 AM
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Uhhh...
12/01/2016 12:07:42 AM
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Yet there are problems with either
15/01/2016 08:52:04 PM
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Re: Yet there are problems with either
16/01/2016 05:29:11 AM
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random thought on Shielding
19/01/2016 07:34:20 PM
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You're forgetting the other side, though.
19/01/2016 08:19:59 PM
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yes but it doesn't proactively do this
19/01/2016 10:06:25 PM
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Responding to a shield doesn't require proactiveness
20/01/2016 05:53:24 AM
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it's a visualization thing really
20/01/2016 04:39:08 PM
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Not the crux of the debate...
21/01/2016 03:37:40 AM
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Not really though
21/01/2016 05:00:34 PM
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I always explained it as
21/01/2016 09:26:35 PM
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There's not much to go on since all the shields except Berowyn's are the same
21/01/2016 09:55:14 PM
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That's precisely my point
21/01/2016 10:09:02 PM
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now you are speculating based on a lack of evidence
21/01/2016 10:39:13 PM
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There's actual evidence:
22/01/2016 06:25:25 AM
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what's dense here is that you keep putting in quotes that don't support your position
22/01/2016 03:28:16 PM
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Whoa..
22/01/2016 04:24:19 PM
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Not at all
22/01/2016 05:03:50 PM
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Wonderful
22/01/2016 06:30:35 PM
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yup that's my argument. that and you're a dick so I'm done with this
22/01/2016 06:46:23 PM
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Re: yup that's my argument. that and you're a dick so I'm done with this
23/01/2016 02:35:33 PM
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Hmmm....
23/01/2016 03:06:15 PM
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Let me clear this up
25/01/2016 04:19:51 PM
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Some more quotes
25/01/2016 05:10:51 PM
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none of which I've denied or tried to prove otherwise
25/01/2016 07:19:48 PM
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Re: none of which I've denied or tried to prove otherwise
26/01/2016 03:45:52 AM
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Re: none of which I've denied or tried to prove otherwise
26/01/2016 09:00:55 AM
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Re: none of which I've denied or tried to prove otherwise
26/01/2016 10:39:49 AM
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from the very beginning of this conversation I've been saying I'm theorizing
26/01/2016 04:09:19 PM
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Yes, but that's not what I'm arguing...
16/01/2016 08:56:15 AM
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But additive doesn't explain buffers and being able to overdraw
16/01/2016 03:02:33 PM
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Don't those two facts explain each other?
16/01/2016 03:24:44 PM
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It actually seems counterintuitive to me
19/01/2016 07:15:37 PM
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Simple
19/01/2016 08:21:11 PM
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Not at all
19/01/2016 10:17:39 PM
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Huh?
20/01/2016 06:01:04 AM
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agree to disagree I suppose ... I don't see it this way *NM*
20/01/2016 04:41:16 PM
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I didn't sense disagreement so much as confusion over my position. *NM*
21/01/2016 12:01:16 AM
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Re: I didn't sense disagreement so much as confusion over my position.
21/01/2016 02:07:21 AM
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Re: I didn't sense disagreement so much as confusion over my position.
21/01/2016 03:32:59 AM
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I don't necessarily think that's true
21/01/2016 05:07:40 PM
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I don't see how magnifiers solve this
21/01/2016 10:01:17 PM
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Re: I don't see how magnifiers solve this
21/01/2016 10:16:16 PM
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Uhhh...
22/01/2016 06:51:11 AM
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Funny, I just saw this post
17/09/2016 11:13:09 PM
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