| --- Log opened Fri Sep 27 00:00:45 2019 |
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| 13:06 | <~Vorntastic> | Ok. Huge important note to self: distant triangles are open half planes; only choose it if the triple products are in fact positive or if there is otherwise no alternative. |
| 14:19 | <~Vorntastic> | While I correctly handled type 1 hull misses by making degenerate infinites have true zero area, type 2, where the point is on the hull but doesn't expand same because it's between two hull points, is a problem if it finds itself on the far outside trying to get to the finite part across degenerate infinites. |
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| 16:25 | < Yossarian> | :( |
| 16:26 | <~Vornicus> | ? |
| 16:27 | < Yossarian> | i cant breathe too well |
| 16:27 | <~Vornicus> | :( |
| 16:27 | < Yossarian> | also i have no idea what you said earlier |
| 16:27 | < Yossarian> | but i suppose i am a chickenhead |
| 16:27 | <~Vornicus> | vornonoi shit |
| 16:28 | | Yossarian is now known as Isidore |
| 16:35 | | Kindamoody|afk is now known as Kindamoody |
| 16:38 | <~Vornicus> | I can't merely skip. If the point I pick is exactly horizontal from the first point, then I have two double-infinite things to choose from. |
| 16:39 | <~Vornicus> | I can pick based on, for instance, whether I know the points extend above or below (or both) the first point, but... hm. I guess that's fine, if it does neither then I can pick either. |
| 17:13 | <~Vornicus> | Okay so: when I land directly on an edge in a double-infinite triangle, normally I reject that. Question: in what situations do I not have any other alternatives? I believe that's only in the top node. In which case I will choose the first node only if the point with the highest y value is higher than the objective point. |
| 17:22 | <~Vornicus> | Which means I have to either keep track of that or know a way to find it. |
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| 17:52 | <~Vornicus> | oh, yes. I always have the two distant edges, and the one for the top I can jsut do edge.prev.vertex.y (modulo using array indexes) |
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| 18:24 | <~Vornicus> | "Debugging is like being the detective in a crime movie where you are also the murderer and the victim." |
| 18:31 | <&jerith> | I like that one. |
| 18:31 | <@Alek> | unless you're debugging someone else's code, perhaps. |
| 18:31 | <@Alek> | in which case you may still be the victim. |
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| --- Log closed Sat Sep 28 00:00:46 2019 |