No, actually. We're not. The logic used there was tortured so badly even the Spanish Inquisition was vomiting in the corner.
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do you disagree that a rounded value of 2 plus a rounded value of 2 might make a rounded value of 5?
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... uh Yeah, actually. Think about that for just a minute, okay? I mean, *really* think about it.
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ok so imagine I have a 2.3 inch board and a 2.3 inch board and I lay them end to end and get 4.6 inches. what happens if I round all those measurements
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You discover the principle of manufacturing tolerance?
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I assume you're not answering the question directly because you agree that the answers are 2, 2, and 5, so im not sure what the disagreement is here
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If you round 2.3 and 2.3, you get 2 + 2, which would equal 4. If you add 2.3 and 2.3 to get 4.6 which you then round, then you get 5. But you can't round the inputs down and then unround them to get an output that gets rounded up. That's not the way numbers work.
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NLRG Loves Recursive Guises Retweeted NLRG Loves Recursive Guises
NLRG Loves Recursive Guises added,
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Didn't realize we were fighting?
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Replying to @LieutenantRusty @NLRG_ and
Here's the solution: if you can't understand Russell's proof that "1+1=2" and the incompleteness theorems, your opinions on high math do not matter.
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Does Russell's proof address type errorspic.twitter.com/qUse3Bf7Y7
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Replying to @eigenrobot @LieutenantRusty and
The process of the proof does but not the proof itself (HOW he proves it).
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Replying to @RenTheAngelic @eigenrobot and
But staying consistent with what I propose, my opinions on high math don't matter because that shit is wack
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End of conversation
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