ec changed the topic of #elliottcable to: a π―ππ ππ π―πππππππππ π―ππππππ slash sΝΜuΝΝpΝΝeΜΜΊrΜΌΜ¦iΜΌΜoΜΜ¬rΜΜ cΜΝα»₯Μ§ΝαΈ·Μ‘ΝΕ£ΝΜ || #ELLIOTTCABLE is not about ELLIOTTCABLE
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<ELLIOTTCABLE>
Was really interesting to accidentally stumble across this, when I'm *just starting* a scheme implementation β with no idea what I'm doing, lol
<ELLIOTTCABLE>
pikajude: I just saw a talk on this!
<ELLIOTTCABLE>
pikajude: what for?
<jfhbrook>
oh fun
<ELLIOTTCABLE>
pikajude: and if you mean checking a particular number β well, if you *have* such a number, it must be a rational, no? because it wouldn't be representable as a float, thus you couldn't *have* it in a programming environment to be asking this question?
<ELLIOTTCABLE>
in such a case, evaluate it to a float, then represent the float as a rational, then add the least-representable-difference (I forget the name, lol) to get the next float, represent *that* as a rational, then solve for the difference?
<ELLIOTTCABLE>
oh I somehow mis-read that as you looking for *how* incorrect the float representation would be