NewVoy Vision (coordinate plane)

Vision: [Y(a) → X(b)]

• a = org (Subjective/actual)
• b = web presence (Objective/potential)
• Y = hopeful axis (indexes E-reels)
• X = hopeless axis (indexes R-reels)

Measures (from reels on axes)

• ND[a] = coherence/holding from Y-axis distribution on a (E-reels + lineage)
• PD[b] = selection pressure from X-axis distribution on b (R-reels on candidate betweens/outcomes)
• τ = margin from reel-level uncertainty (entropy of R pulls on b, E↔R conflict, volatility, novelty, layer penalty)

Bind (states-only)

Bind iff ND[a] ≥ PD[b] + τ
For Vision: ND[org] ≥ PD[web presence] + τ

Scripting rule (next anchor?)

Let S = ND[a] − PD[b] − τ

• S ≥ θ_script ⇒ commit-bind and promote b → a′ (web presence becomes next anchor downstream)
• 0 ≤ S < θ_script ⇒ probe-bind (export b as OP; no promotion)
• S < 0 ⇒ no bind

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Space (prime lens, same plane)

Space: [Y(a) → X(b)] = [Infinite(void) → Finite(between)]

• a = void, b = between
• ND[a] from Y/E-reels (Infinite family) on void
• PD[b] from X/R-reels (Finite family) on specific “between” candidates
• Bind: ND[void] ≥ PD[between] + τ (τ from distribution on R pulls, conflict, volatility)

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Compact schematic

• Row: [a → b]
• Axes: Y ↔ E-reels, X ↔ R-reels
• Compute: ND[a] from Y; PD[b] from X; τ from reel uncertainty
• Decide: bind & possibly script via ND[a] ≥ PD[b] + τ and surplus S.

One-liner:
“The org’s anchor coherence must beat the doomscroll pressure on the web presence by at least the margin: ND[a] ≥ PD[b] + τ.”