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Thread: Dan deleting posts and threads ?

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  1. #1
    Originally Posted by Dan Druff View Post
    Sometimes I have the time and energy to clean up crap threads, sometimes I don't.
    You could appoint someone else as a co-moderator, as they do at WoV.

    Sort of a "grand experiment."

    The difficult part would be finding someone likely to be fair and even-handed, someone not wanting to act on an agenda or on behalf of their clique.
    Last edited by MisterV; 11-16-2018 at 03:47 PM.
    What, Me Worry?

  2. #2
    Originally Posted by MisterV View Post
    Originally Posted by Dan Druff View Post
    Sometimes I have the time and energy to clean up crap threads, sometimes I don't.
    You could appoint someone else as a co-moderator, as they do at WoV.

    Sort of a "grand experiment."

    The difficult part would be finding someone likely to be fair and even-handed, someone not wanting to act on an agenda or on behalf of their clique.
    Since when did a gambling forum become more important than someone's life? Oh that's right....most of you anonymous WoV rejects would go to pieces without this place to claim your fantasies are real, or to whine about those who call it like they see it.

  3. #3
    Originally Posted by MisterV View Post
    Sort of a "grand experiment."
    See, another similarity to looking for a "theory of everything". Fantasy details coupled with wringing of hands.

    In 1973, Jean-Marc Deshouillers showed that all integers are the sum of at most 159 prime numbers.
    Every now and then I come across something truly mind blowing. What the hell does something like that really mean? Perhaps, that one must focus on all the numbers instead of just the primes.
    78255585899=317*13723*17989=(310+7)*[(13730-7)*(100*100+7979+10)]-->LOVE avatar@137_371_179_791, or 137_371_17[3^2]_7[3^2]1, 1=V-->Ace, low. 78255585899-->99858555287=(99858555288-1)=[-1+(72*2227)*(722777-100000)]={-1+(72*2227)*[(2000+700777+20000)-100000]}-->1_722_227_277_772_1. 7×8×2×5×5×5×8×5×8×9×9=362880000=(1000000000-6√97020000-100000)-->169_721. (7/8×2/5×5/5×8/5×8/9×9)={[(-.1+.9)]^2×(6+1)}-->1961=√4*2.24; (1/7×8/2×5/5×5/8×5/8×9/9)={1/[7×(-.2+1)^2]}-->1721=[(10*10/4)/(√4+110)].

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