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  • #46
    I never saw this cartoon you mention.
    Course you didn't, I haven't finished making it yet
    Although on that picture, he looks decidedly gay
    Not a plot-twist I had planned, though I suppose I could incorporate his band, the hamlet lads or something.
    and I admit I drew the picture rather quickly... If anyone has any better cartoon pictures of fat comedy Chinese-looking emperors, please let me know
    Concrete, Abstract, or Squoingy?
    "I don't believe in giving scripting languages because the only additional power they give users is the power to create bugs." - Mike Breitkreutz, Firaxis

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    • #47
      Looking closely, he could also be a Scouser if he wore a turquoise and purple shellsuit
      Speaking of Erith:

      "It's not twinned with anywhere, but it does have a suicide pact with Dagenham" - Linda Smith

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      • #48
        hey i forgot why are they called scousers again >????
        GM of MAFIA #40 ,#41, #43, #45,#47,#49-#51,#53-#58,#61,#68,#70, #71

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        • #49
          Originally posted by KrazyHorse


          Because he's a sick, twisted little man. Note the proper use of the apostrophe.
          Good boy! I will not have to give you the "Greek treatment". Which the Spanish and Babylonians are currently receiving.

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          • #50
            Originally posted by Provost Harrison


            Don't get me wrong but that name doesn't sound very Welsh. Taffy Jones or Iestyn Lloyd maybe, but not those two

            AND WE DO NOT WANT BRANCHING THREADS. STOP IT BEFORE I HAVE TO KILL YOU ALL!
            Hey who brought up branching threads? It's good to share this common interest with you guys. Makes me feel closer to you, PH. Maybe I need to retake that test...

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            • #51
              Originally posted by Provost Harrison
              To GP, I thought this image was appropriate for you
              no comprende... Must be too much formaldyde you've been sniffing. You should watch it with those =O group solvents.

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              • #52
                Originally posted by GP
                Good boy! I will not have to give you the "Greek treatment". Which the Spanish and Babylonians are currently receiving.
                Hmmm another sexual reference perhpas ???
                GM of MAFIA #40 ,#41, #43, #45,#47,#49-#51,#53-#58,#61,#68,#70, #71

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                • #53
                  Actually, the knife next to the teddy bear made me think of another cartoon and Elmer Fudd's rendition of "Kill the Wombat! Kill the Wombat".
                  12-17-10 Mohamed Bouazizi NEVER FORGET
                  Stadtluft Macht Frei
                  Killing it is the new killing it
                  Ultima Ratio Regum

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                  • #54
                    hey you got your 500 posts KH.. i see you got your avatar, who is it ???
                    GM of MAFIA #40 ,#41, #43, #45,#47,#49-#51,#53-#58,#61,#68,#70, #71

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                    • #55
                      Kurt Godel
                      12-17-10 Mohamed Bouazizi NEVER FORGET
                      Stadtluft Macht Frei
                      Killing it is the new killing it
                      Ultima Ratio Regum

                      Comment

                      • #56
                        who dat?

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                        • #57
                          Och! You're all nekulturny. Godel's Theorem: In any formal system capable of supporting the Peano axioms there exist unproveable statements whose contradictions are also unproveable.
                          12-17-10 Mohamed Bouazizi NEVER FORGET
                          Stadtluft Macht Frei
                          Killing it is the new killing it
                          Ultima Ratio Regum

                          Comment

                          • #58
                            Was he the guy who proved some intereesting problem was unsolvable? What was the problem?

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                            • #59
                              Reread. "In any formal system capable of supporting the Peano axioms" is in reference to any reasonable form of number theory, the branch of mathematics which deals with the natural number system. "there exist unprovable statements whose contradictions are also unprovable" means that I can come up with a proposition which can't be proven to be true, but which can't be proven to be false, either. So, it is possible to find a statement about the natural numbers which can't be proven true and which can't be proven false either. And Godel proved that this was the case in 1935 or so.
                              12-17-10 Mohamed Bouazizi NEVER FORGET
                              Stadtluft Macht Frei
                              Killing it is the new killing it
                              Ultima Ratio Regum

                              Comment

                              • #60
                                Yeah...I go that from your first post...but had also read something about a famous problem that this applies to...which people no longer tried to solve after he did his thereom.

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