I will not contradict myself.

"Pro has tried to weasel out of a contradiction by saying that he only stated that P=NP is POSSIBLY true. However, to even know if it is possibly true he would have to know that P=NP. " Is it possible that P=NP? Yes. Does P=NP? I don't know. Therefore, because the question asked if something was possible, it's really just asking, "Could P=NP? " The answer, of course, is yes. "With a greater infinity, it is indeed possible. " However, there is a limit to the infinity. You assume that we're dealing with infinities, when we're really dealing with maximums. It is impossible to be more powerful than an omnipotent being, because there is no power that could be added to omnipotence. "Sets contain what we say they contain, and nothing else. " You never said that. This box contains three pennies. Does that mean that it cannot contain a watch? No. "That's not what you said. You clearly asserted that it IS false by saying 'no'. " No, I asserted that I believe it to be false. Furthermore, it isn't truly random, as there are some patterns, as seen here: . http://en.wikipedia.org... Obviously, they aren't truly random. There are some laws as to what is a prime number. After all, you'll never see a prime number with a 0 in the one's place. That wasn't just randomness. So, the Riemann Hypothesis probably doesn't say that all prime numbers are distributed truly randomly, because then we'd have a multiple of ten as a prime number, but that cannot happen. "Your email password is included in your 'entire life'. " Entire - Intact . http://www.merriam-webster.com... The definition of "entire" that I use does not contradict the phrase "to an extent. " You are obviously using a different definition for "entire. " "Biblical Contradictions. .. " Obviously, I cannot refute every single point made on the website my opponent cited, as that would take a ridiculously long time for responding to what my opponent didn't even write. However, I will refute a few: "What was the color of the robe placed on Jesus during his trial? MAT 27:28 scarlet JOH 19:2 purple" The robe could have easily been both scarlet and purple. "What did they give him to drink? MAT 27:34 vinegar MAR 15:23 wine with myrrh" He could have had both. "Do you answer a fool? PRO 26:4 Answer not a fool according to his folly, lest thou also be like unto him. PRO 26:5 Answer a fool according to his folly, lest he be wise in his own conceit. " This one is so obvious; it doesn't deserve to be on that site. The first proverb tells what you should do if you are a fool. The second proverb tells what you should do if you are wise. "This is not a yes, no, or explanation as to why neither is applicable. Con wins. " I shouldn't answer yes, and I shouldn't answer no, because I don't know the answer. I don't know whether or not I was correct. "I don't know" is a very simple, but fulfilling explanation. "It is not correct. Cantor proved that the set of reals is greater than the set of integers. This contradicts the answer for #12. " If you had one man count all real numbers, and another count all integers, then neither would ever finish. My opponent does not source Cantor's proof. He obviously did not count all real numbers or all integers, so the two men who never finish counting are a reliable primary source. Also, the definition of "correct": "conforming to the strict requirements of a specific ideology or set of beliefs or values. " . http://www.merriam-webster.com...[2] This is the ideology of one sole infinity. "Correct" is really subjective. "Pro says 'I can't be sure', implying that he knows that question #25 is unprovable[sic]. He cannot know this. " Well, I can't be sure now, because I don't have any proofs in any direction of anything. There is very little that I can be sure of, and most of the questions in this debate are not among them. "Pro cannot possibly know that an omnipotent God exists. " There is such thing as knowledge without proof. It's called religion. In fact, knowledge is very often without proof. I read a textbook, and I memorize some facts that I now know. However, is there a proof in the textbook that the statements are true? No. "An ideal voting system is logically impossible. " Here's an idea: Everybody votes on what they want to be done. Suddenly, everybody has their own alternate dimension in which their vote wins. Therefore, everybody has their own ideal world, from this ideal voting system. "Pro states that life should be valued over liberty, but he also states that war is sometimes justified. " Sometimes, war is not just about liberty, but about life. In Ultimate Team War, for example, you have two teams, and Team PRO wants to eliminate Team CON. Team CON wants to live, so Team CON declares war on Team PRO. It is not liberty they fight for, but life. Therefore, no contradiction. Now, when looking at Cantor's proof, I see one problem. "Create a list of every positive integer. " This is impossible.