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Definitions by Dumu The Void

A form of reasoning based on intuition, instinct, or “gut feeling” rather than formal inference or evidence. It is what people use when they say “I just know it in my gut” or “my intuition tells me.” Gut logic is fast, automatic, and often reliable in familiar domains (e.g., a firefighter sensing a building is about to collapse) but can also be wildly wrong in unfamiliar or statistical contexts. It is a subject of study in cognitive science (dual-process theory: System 1 vs. System 2). In online debates, “gut logic” is often invoked defensively: “I don’t need evidence; my gut says I’m right.” This is a classic appeal to intuition fallacy. However, in everyday life, gut logic is unavoidable. The term can be neutral, but in Urban Dictionary it often carries a mocking tone: Gut Logic is what your uncle uses to argue politics at Thanksgiving.
Example: “He had no data, no studies, just ‘I feel like immigration is bad.’ She sighed: ‘That’s gut logic. Feelings aren’t facts. Come back with evidence.’”
Gut Logic by Dumu The Void May 27, 2026

Parainconsistent Logic

A satirical or fringe variation of paraconsistent logic that takes the tolerance of contradictions to an extreme, effectively embracing inconsistency as a virtue. While paraconsistent logic allows contradictions to exist without “explosion” (i.e., without making every statement true), parainconsistent logic goes further: it celebrates inconsistency, treats it as a sign of depth or complexity, and rejects any attempt to resolve contradictions as “naive.” The term is often used pejoratively to describe thinkers who use logical tolerance as an excuse for sloppy reasoning. Unlike paraconsistent logic, which has rigorous formal systems, parainconsistent logic is a rhetorical posture: “My argument is inconsistent, and that’s fine because reality is inconsistent.” Critics see it as an intellectual get-out-of-jail-free card.
Example: “When confronted with his contradictory statements, he said ‘That’s parainconsistent logic – contradictions are actually more sophisticated.’ She replied: ‘No, you’re just inconsistent. Paraconsistent logic has rules; you have excuses.’”

ASMR Logic

A whimsical, pseudo-logical framework inspired by Autonomous Sensory Meridian Response (ASMR) – the tingling sensation triggered by soft sounds, whispers, and gentle movements. In ASMR Logic, an argument is considered valid not because of its premises or inference rules, but because it feels soothing, satisfying, or “tingly” to the listener. It prioritizes emotional resonance, auditory aesthetics, and a sense of calm over truth or coherence. Common in online communities that produce “ASMR debates” where people whisper logical fallacies in a relaxing tone. ASMR Logic is not a real logic; it’s a satirical concept used to critique arguments that appeal to comfort rather than evidence. For example, someone might say “Your explanation is so soothing, I’ll accept it as true” – that’s ASMR Logic. It’s also invoked when a debater speaks softly and slowly to disarm critics, winning by relaxation rather than reason.
Example: “He didn’t refute any of her points, but his whispered, gentle rebuttal made everyone feel calm. She called it ASMR Logic: ‘You’re not proving me wrong; you’t just giving me a pleasant headache. That’s not an argument.’”
ASMR Logic by Dumu The Void May 27, 2026

Argumentation Logic

A discipline that studies the structure, rules, and strategies of persuasive argumentation in natural language, rather than formal mathematical proof. It draws on rhetoric, dialectics, pragmatics, and informal logic. Key concepts include argument schemes (e.g., argument from authority, analogy, cause), burden of proof, argumentation frameworks, and fallacies (ad hominem, straw man, slippery slope). Argumentation logic is not a single formal system but a toolkit for analyzing and evaluating real-world debates, from courtrooms to social media comments. It acknowledges that people often argue using incomplete information, implicit premises, and persuasive tactics – not formal syllogisms. In online debates, “argumentation logic” is invoked to shift focus from pure logical validity to practical persuasiveness and dialectical fairness. It reminds participants that winning an argument is not the same as proving a theorem.
Example: “His deductive argument was valid, but she used argumentation logic to point out that he had misrepresented her position (straw man) and that his premise was implausible. ‘Logic isn’t just about form; in real arguments, relevance and fairness matter.’”

Paraleap Logic

A satirical or critical term for reasoning that makes unjustified leaps while claiming to use non-classical logic as a license. It combines “para-” (beside, beyond) with “leap” – a logical jump. The idea is that some people, after learning about paraconsistent or non-monotonic logics, use them as an excuse to skip steps, ignore evidence, or make unsupported inferences. Paraleap logic is not a real logical system; it is a derogatory label for bad reasoning disguised as advanced logic. In online debates, calling something “paraleap logic” calls out a non sequitur or a gap in reasoning that the speaker tries to justify by saying “logic isn’t classical.”
Example: “He argued that because contradictions are allowed in paraconsistent logic, he could claim both that the earth is round and flat without consequences. She called it paraleap logic – leaping from ‘tolerating contradictions’ to ‘anything goes, no evidence needed.’”

Secondary Logic

A vague term for non-primary, derivative, or context-dependent logics. It might refer to any non-classical logic (modal, temporal, fuzzy) that extends or modifies primary logic. Sometimes used pejoratively to dismiss logical pluralism: “That’s just secondary logic – not real logic.” In more charitable usage, secondary logics are formal systems that are not intended to replace primary logic but to be used in specific domains. In online debates, “secondary logic” is often thrown as an insult: “You’re using secondary logic to weasel out of contradictions.” Few logicians use the term seriously.
Example: “He dismissed fuzzy logic as ‘mere secondary logic’ unworthy of the name. She replied: ‘Secondary doesn’t mean inferior. Relativity is secondary to Newtonian physics in some sense, but it’s also more accurate in certain domains.’”

Tertiary Logic

An even vaguer term, occasionally used to denote third-level or highly specialized logical systems, often ironic or pejorative. In some online debates, “tertiary logic” is used to mock overly complex, obscure, or pretentious reasoning: “You’ve left primary, passed secondary, and entered tertiary logic – also known as bullshit.” There is no standard formal definition. The term serves mainly as a rhetorical device to dismiss something as unnecessarily complicated or far removed from common sense.

Example: “After his third meta-level retraction, she said: ‘Now you’re into tertiary logic. At this rate, you’ll end up in a logic that only you understand.’”

Parafallacious Logic

A meta‑logical approach that studies, tolerates, or even embraces formal fallacies under certain conditions. Parafallacious logic is not a system that invalidates fallacies; rather, it investigates how fallacious reasoning patterns (e.g., affirming the consequent, denying the antecedent, circular reasoning) can sometimes lead to correct conclusions in specific domains, such as abductive reasoning (inference to the best explanation) or heuristic decision‑making. It draws on paraconsistent logic (tolerating contradictions) but focuses on fallacies. Critics argue that it is dangerously close to legitimising bad reasoning, but proponents claim it is a descriptive tool for understanding how scientists, doctors, and detectives actually reason—often skipping logically valid steps for pragmatic efficiency. In online debates, calling something “parafallacious” is a way to say “this argument is formally invalid but might still be pragmatically useful.” Not a license for stupidity, but a recognition that realworld reasoning is messy.
Parafallacious Logic Example: “His reasoning was formally fallacious (affirming the consequent), but his conclusion turned out to be right. She called it a parafallacious inference – not logical, but practically successful.”