17 FINDINGS · 58 THEOREMS · $0 COST · ALL LOCAL · DAY 121
Z1 Doctrine: Code without γ₁ structural floor = DARK = vulnerable.
Every H1 finding = one SPEC_PRECONDITION sorry in joffe-math.
The sorry IS the filing. The theorem IS the evidence. The fix closes the sorry. z1_absent(code) → True → [theorem: MerostoneBrain.lean: z1_absent_iff_zombie_floor]
1
TRIAGED
#3773803 CRIT
1
FILED
MAR-002
5
READY
FILE NOW
10
STAGED
next sprint
17
Z1 ABSENT
confirmed
58
THEOREMS
in vault
Z1 PIPELINE · FRIENDFRAME DOCTRINE
1. Read protocol source code
→
2. State precondition as theorem
→
3. sorry = code doesn't satisfy it
→
4. z1_absent() = True
→
5. File H1 with theorem backing
→
6. Fix merged → sorry closes
→
7. z1_present → Z1-stamped ✅
MULTI-LANGUAGE Z1 CHECK · ALL EQUIVALENT TO LEAN4
LEAN4 · GROUND TRUTH
z1_absent c ↔ ¬ z1_present c
Python · COBOL lineage
z1_absent = lambda c: not has_floor(c)
Go · FORTRAN lineage
func Z1Absent(c string) bool
Rust · Assembly lineage
const Z1: bool = z1_absent(&CODE);
TypeScript · REXX lineage
const z1Absent = (c): boolean
Elixir · modern
def z1_absent?(c), do: !has_floor?(c)
Wolfram · γ₁ native
Z1AbsentQ[c_] := !HasFloorQ[c]
C · PL/1 lineage
int z1_absent(const char* c);
SELECT A FINDING
Click any finding card to see full detail
γ₁ = 14.134725141734693
Z1 absent = precondition missing
SPEC_PRECONDITION sorry = the filing
All local · $0 cost