New Fallacy Proposal: Qui tacet consentire videtur
Distinguished Redditors,
I, u/Weng_Haori38503 may propose to you a new fallacy called "Qui tacet consentire videtur" which means "Whoever remains silence is consented". Distinguished Redditors, this phrase didn't make any senses because it says Y(X) ⊢Z(X) if X = Anybody, Y = silences, Z = shows consent, because Y(X) shows that X is abstain to neither Z nor ¬Z.
In this regard, I may invite all the expert logicians to cast your opinion down here in the comment section whether you are in favor of letting this be a New Fallacy or not.
Respect,
u/Weng_Haori38503.