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[2014-9-23. : 4:29 am] Zoan -- I wonder, can you define a number such that that number minus itself is not 0?[2014-9-23. : 4:28 am] O)FaRTy1billion[MM] -- JackJack shouted: I'd do !B I didn't define the system.[2014-9-23. : 4:28 am] O)FaRTy1billion[MM] -- I'm using balanced ternary, so -1 = false, 0 = both true and false, 1 = true. [2014-9-23. : 4:27 am] O)FaRTy1billion[MM] -- the proper notation is a line over B, but you can't do that so I guess people starting putting it after xD[2014-9-23. : 4:27 am] O)FaRTy1billion[MM] -- JackJack shouted: It's like a bit, except it can be 1, 0, or both 1 and 0. Sort of. That's what I'm doing with ternary. [2014-9-23. : 4:26 am] O)FaRTy1billion[MM] -- oh shit, this is basically how I was doing it at work. xD[2014-9-23. : 4:25 am] Zoan -- JackJack shouted: So that set both contains itself and also does not contain itself! waiit, what set?[2014-9-23. : 4:21 am] Zoan -- apparently set theory is defined in such a way that that paradox doesn't work or something[2014-9-23. : 4:19 am] Jack -- Let's say you have a set which contains all sets which do not contain themselves.[2014-9-23. : 4:19 am] Zoan -- btw holy shit does the kingdom hearts soundtrack make me wanna cry… I love it [2014-9-23. : 4:18 am] Zoan -- pretty crazy stuff. I had literally NO idea what my professor was talking about today [2014-9-23. : 4:16 am] Zoan -- excerpt from my homework: let (x,y) ∈ (A ∩ C) x (B ∩ D) => x ∈ (A ∩ C) ^ y ∈ (B ∩ D)[2014-9-23. : 4:15 am] O)FaRTy1billion[MM] -- because this program will say a'b+b'a is the most simplified form[2014-9-23. : 4:15 am] O)FaRTy1billion[MM] -- I mean that I feel like this circuit could be simpler if it contained XORs[2014-9-23. : 4:14 am] O)FaRTy1billion[MM] -- In what I am doing. http://i.snag.gy/L69mR.jpg I can see them hiding in there. [2014-9-23. : 4:13 am] O)FaRTy1billion[MM] -- how do I simplify the xors out of this ... I know it can be done [2014-9-23. : 4:11 am] O)FaRTy1billion[MM] -- my thing doesn't have xor. ;o It says A'B+AB' is the simplification for XOR's truth table |