Untangle: Difference between revisions
Nikitaivanov (talk | contribs) (Created page with "--- quest: true --- [Untangle](https://play.fancade.com/5E03DC7EA1C9CF6E) by Tzomby is a puzzle game where you must resolve a series of nodes so that none of the connections cross over each other. File:untangle_by_tzomby.png = Gameplay = In this game, the player must attempt to drag the closest node to untangle the lines. Red lines indicate tangled lines, while green lines indicate resolved/untangled lines. The goal is to have all of the line...") |
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{{Game | |||
|guid=5E03DC7EA1C9CF6E | |||
|author=Tzomby | |||
}} | |||
'''Untangle''' by [[The_Questers#tzomby|Tzomby]] is a puzzle game where you must resolve a series of nodes so that none of the connections cross over each other. | |||
== Gameplay == | |||
In this game, the player must attempt to drag the closest node to untangle the lines. | |||
Red lines indicate tangled lines, while green lines indicate resolved/untangled lines. | |||
The goal is to have all of the lines green, or in other words, all of them being untangled. | |||
== Notes == | |||
* Levels 21-28 does not exist on the Quest. All other levels does exist on the Quest. | |||
* Level 28 is proven impossible as a direct consequence of [https://en.m.wikipedia.org/wiki/Kuratowski%27s_theorem Kuratowski's theorem]. The subgraph <code>K_{3,3}</code> can be found in that level. | |||
[[Category:Quest games]] | |||
[[Category:Games]] | [[Category:Games]] | ||
Latest revision as of 07:02, 8 August 2025
Untangle by Tzomby is a puzzle game where you must resolve a series of nodes so that none of the connections cross over each other.
Untangle

| Title | Untangle |
| Author | Tzomby |
| GUID | 5E03DC7EA1C9CF6E |
Gameplay
In this game, the player must attempt to drag the closest node to untangle the lines. Red lines indicate tangled lines, while green lines indicate resolved/untangled lines. The goal is to have all of the lines green, or in other words, all of them being untangled.
Notes
- Levels 21-28 does not exist on the Quest. All other levels does exist on the Quest.
- Level 28 is proven impossible as a direct consequence of Kuratowski's theorem. The subgraph
K_{3,3}can be found in that level.