Re: Infinite Crisis 1 SPOILERS SPOILERS SPOILERS

On 12 Oct 2005 12:05:59 -0700, "charles.knight@xxxxxxxxx"
<charles.knight@xxxxxxxxx> wrote:

>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Lets see if I can get this right this time:
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>Ok hopefully unlike last time this will not compress the space and
>spoil this:
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>What did people think?
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>I thought the Batman line was spot-on:
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>"..And let's face it "Superman" The last time you inspired Someone was
>when you were dead".
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>But the final page "This is a job for [earth-2] SUPERMAN!"

>OK I'll confess I'm hooked!

Ditto. All things considered this looks like something more than a
mere re-alignment of the DC universe. With the prospect of the
Multi-verse coming back I'm wondering if we're not going to see a new
member of the multi-verse spawned from the events of IC.

--
Lilith
.

Relevant Pages

  • Re: Simplifying M theories.
    ... x is countable iff (x equinumerous to Omega or x subnumerous to ... member, and there exist a universe which contain y as a member. ... from connectivity axiom either the universe which contain x is a ...
    (sci.logic)
  • RCU tops 200,000 members
    ... RC Universe has just passed the 200,000 member ... RC Universe, which was created in December of 2001, quickly grew as it ... through and passed the 200,000 member registration milestone. ... Everyone here at RC Universe would like to thank the members and moderators ...
    (rec.models.rc.air)
  • Re: Infinite Crisis 1 SPOILERS SPOILERS SPOILERS
    ... With the prospect of the ... > member of the multi-verse spawned from the events of IC. ... but we still have no evidence that there is a multiverse. ...
    (rec.arts.comics.dc.universe)
  • Re: Small Set theory:Revised.
    ... If one wants to use Ax.3 to show that ~xex, ... But *if* you add that axiom, ... This doesn't stop it from having a universe, ... There cannot exist x such that V is a member of it. ...
    (sci.math)
  • Re: Largest Set in ZFC?
    ... inductive set, which we name 'w'. ... IF ZF has a model then w is the universe of a model of ZF. ... that the set have w+ as a member. ... This is not impossible, but after a century of looking, nobody has found one, and it looks pretty unlikely such a set X will ever be found. ...
    (sci.logic)