this post was submitted on 19 Dec 2025
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Femcel Memes

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Welcome to femcel memes. A place where anybody can post memes that fit the vibe.

Warning: We have a tendency to post things that may at times come from a self-deprecating perspective or things that are funny coming from another queer person. This space will always be a safe place for transfems, non-binary people, people with a feminine gender expression (GNC or otherwise) or anybody else in the LGBT Community to come together and share about our experiences but we truly feel that laughing about the sometimes silly and embarrassing parts the queer experience can help bring us together. We never mean offense or harm in anything posted but rather they are satirical takes coming from queer people.

A note about 'Egging': Our community is mostly made up of transfem individuals, and as such most memes posted will be posted with the intention of having a transfem perspective. However, regardless of gender identity, all feminine presenting individuals are welcome here. Whether that means you're NB, GNC, transmasc, or any other identity, you are welcome here. It is not our intention or goal to invalidate these identities. If something makes you uncomfortable, please feel free to report the post and I will address your concerns on an individual level. For more information regarding the problems with 'Egg-culture', please see Here.

Love Y'all and thank you for following this community

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mimi rule (crosspost) (lemmy.blahaj.zone)
submitted 3 weeks ago by Cris_Color@lemmy.world to c/femcelmemes@lemmy.blahaj.zone
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[โ€“] Filetternavn@lemmy.blahaj.zone 13 points 2 weeks ago* (last edited 2 weeks ago) (1 children)

For those interested, ignoring the contradictory presentation of the riddle (as the knights themselves would not say the riddle since one always lies and one always tells the truth), the solution is simple. Ask the knights what the other knight would answer when asked what door is correct, and they will both say which path not to go to. Thus you pick the path that neither Knight says!

Logic:

Liar: Will say the wrong option, as they're being asked which door the truth telling knight would say (and they will lie about what the truth-teller would say)
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Truth-teller: Will say the wrong option, as they're being asked which door the liar would say (and they'll tell the truth about that)

NOTE: This can be expanded to a case with n doors by asking the knights to provide all the options that the other knight could say, and each will provide n-1 options, so you'd pick the one option that neither knight says. It is possible the liar may not list all options, but the truth-teller would, so the problem could still be worked out regardless (and you'd know which knight is the liar in that case).