If the premise holds,
the room must answer.
A statement is placed on bone paper. It does not persuade; it waits for the structure of inference to close around it.
P → Q / proposition under lamp
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⊢
EXHIBIT 00 / SEALED PREMISE
The Tribunal
The Tribunal
of Premises
Enter a chamber where every statement is weighed under narrow light and every contradiction leaves a red ember.
∀
¬
Act I — Statement
If the premise holds,
THEOREM REDACTED /////// THEREFORE ///////
∴
Act II — Assumption
The witness says suppose.
가정은 증언이 아니다. It is a lantern held over a possible world until its shadow betrays it.
TAG 12
¬Q
hung beneath the rail
{
Act III — Challenge
Two statements cannot occupy the same silence.
The red pencil arrives only once. It scores the page, wakes the ember, and forces the assumption to face its negation.
OBJECTION → unresolved quantifier
OBJECTION → hidden premise
OBJECTION → illicit reversal
CHALLENGE
P
→
Q
Act IV — Reduction
Assume the denial.
Watch the denial consume itself.
Every fold removes an escape route. The argument becomes smaller, colder, and more exact until only the necessary line remains.
(P ∧ ¬Q) ⊢ ⊥
Act V — Verdict
∴
P
Q
⊢
The premise stands.
P → Q, P ⊢ Q
The tribunal closes without applause. What remains is not persuasion but inevitability, stamped into the case file.
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