This topic collects results for pass/fail challenges, i.e. ones where we ask "Which levels are possible with a given condition?" and don't have a numerical component to the results. These tend to give rise to shorter topics than numerical challenges, simply because there is no room for improving on existing results, so after a discussion on discord we decided to combine them into a single topic. If any of them become popular enough to move on to other packs beyond Redux, we can split them out into separate topics, but for now, we'll combine them and see how it goes.
Links to pass/fail challenges for DOS Lemmings:
Which levels are possible assigning skills to only one lemming?Which levels are possible with one skill per lemming?Which levels are possible with one of each (classic 8) skill?Which levels are possible only assigning skills to lemmings facing in one direction?Which levels are possible with no lemmings turning around?Which levels are possible with undamaged terrain?Which levels are possible with fixed RR 99?For now, I am excluding the following challenges:
* Which levels are possible to solve in under one minute? -- This is tracked in
Fastest Time Records.
* Which levels are possible with one type of skill? -- For NeoLemmix, this is tracked in
Fewest different kinds of skill.
* Which levels are possible with destruction only? -- This challenge was proposed but never really got off the ground.
* Which levels are possible with all skills used? -- Same applies to this one.
* Which levels are possible without changing the release rate? -- All levels that were impossible for this challenge were only impossible because of time. Redux has removed the time limit on 90% of levels, so the challenge is no longer interesting. (For the record, "Flow Control"
is possible without changing the release rate, both in DOS Lemmings and NeoLemmix.)
And now, on to the results!
Assign skills to only one lemming - Lemmings ReduxGentle: All except 3, 4, 6, 28, 30, 32
Quirky: All except 2, 3, 10, 13, 15, 20, 21, 24, 28, 29
Zany: 1, 2, 3, 4, 6, 7, 8, 9, 10, 16, 18, 19, 20, 21, 24, 25, 26, 28, 31