| --- Log opened Sat Nov 24 00:00:02 2018 |
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| 02:17 | | * McMartin writes a program to help him solve a puzzle |
| 02:17 | | * McMartin writes a program that makes significant use of octal to do so. |
| 03:09 | | * McMartin clears System Syzygy. |
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| 10:01 | | * Salvani wrestles with plot intercepts, knows that there must be a way to solve this sensibly |
| 10:01 | | Salvani is now known as Reiver |
| 10:02 | <&Reiver> | Value of 5 out to 270m, then smoothly reducing to 0 at twice that range. |
| 10:02 | <&Reiver> | Compare to |
| 10:02 | <&Reiver> | Value of 7.5 out to 150m, then smoothly reducing to 0 at twice that range. |
| 10:03 | <&Reiver> | In this case, it's almost certainly just "Figure out when the second equation hits 5", but as a general class of problems it does my head in, I tell ya |
| 10:04 | <&Reiver> | I know I knew how to do this back in my glory days of Doing Actual Math, but they are beyond me ;_; |
| 10:21 | | * Reiver just plots a graph and looks at it, for the in-hindsight remarkably tidy answer of '200' |
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| 13:22 | <~Vorntastic> | When you say smoothly so you mean c0 or c1 smooth or higher |
| 13:23 | <~Vorntastic> | (that is, do piecewise lines work, or do you want to switch to a parabola, or worse) |
| 13:27 | <~Vorntastic> | ... Looks like you're going with c0, which is lines, where the answer is indeed 200. If you want c1, the parabola, it crosses at... 150+ 50sqrt(3) ≈ 236 |
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| 23:42 | <&McMartin> | Hey, anyone here running macOS 10.9-10.13? |
| 23:52 | <&Reiver> | Vornicus: Yeah, sorry, those were all straight lines |
| --- Log closed Sun Nov 25 00:00:03 2018 |