Oh, sweetie. I'm talking about someone who said (and I paraphrase, but not much): I don't care if we lose as long as we win. I tried to point out gently that if you lose repeatedly, you will not win. She said that was ok, she didn't care if we lost a lot as long as we won.
Oh, I understand what she's talking about: it's a binary state that isn't one of the other two. See, there's 0 (losing) and 1 (winning). She's talking about the condition where 0 = 1, and we all know *that* happens all the time.
Um, we can multiply both sides of the equation by zero without changing anything, right?
OK, now you're freaking me out: I thought you're allowed to multiply things by the square root of -1. I think I used to do that while doing vectoral analysis, or calculating phasors, something like that. Isn't it the imaginary component of a complex number? Am I misremembering?
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I'm not going another round.
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Um, we can multiply both sides of the equation by zero without changing anything, right?
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