The seven-lane protocol

The Fiscal Capture threshold φ is derived from a Laffont-Tirole principal-agent model (a regulation model in which a regulator designs a contract for a firm that privately knows its own costs). The regulator's revenue dependence is embedded into the model, so that φ emerges as a function of the firm's cost structure, the probabilities of efficiency type, and effort disutility. Conflictoring, here meaning the joint preference for under-disclosure, is derived as an equilibrium property of the same model rather than added as a separate assumption. The derivation yields three propositions with comparative statics and falsification conditions. The central result is that the Hollow Win is a structural property of regulatory systems with fiscal dependence, not a behavioral accident that better regulator training or ethics rules would correct.

The George Stigler objection to the Conflictoring framework holds that any regulator empowered to police a harmful industry will itself be captured by that industry. Three formal propositions show the objection fails. First, Stiglerian capture and fiscal capture are substitutes: the presence of one eliminates the marginal benefit of the other. Second, within the fiscal-capture model above the stated threshold, additional lobbying capture has zero marginal benefit because the regulator already shares the industry's payoff function. Third, the Stigler objection commits a category error by treating a structural equilibrium as a behavioral outcome. The practical implication is that standard indicators of Stiglerian capture should be absent where fiscal capture is present: regulators in fiscally dependent jurisdictions should not exhibit the lobbying-driven behavior that Stiglerian theory predicts.

The Conflictoring mechanism models capture resistance as a foreclosure problem with convex suppression costs. The incumbent's lobbying budget does not control all capture technologies equally. Employees or whistleblowers, CEOs and boards, plaintiff litigators, shareholders, regulators, policymakers, and communities and the affected public face different suppression costs. The protocol routes around the single capturable node by activating lanes whose capture technologies are heterogeneous. Because the paper endogenizes concealment and detection in the same adversarial budget, the incumbent must allocate resources across several fronts at once, and convex costs mean that suppressing more lanes becomes disproportionately expensive — which makes full suppression prohibitively costly.

The Conflictoring mechanism does not rely on shareholder benevolence. Shareholder alignment comes from disclosure and restoration repricing. When system welfare costs are disclosed, the market reprices assets to reflect restoration liabilities. That repricing creates a private incentive for shareholders to support disclosure and reform, because the alternative is holding overvalued assets that will be written down once the costs become visible. The mechanism makes reform privately profitable for shareholders who move early, rather than requiring collective action or altruism.

The framework states explicit falsification conditions. First, if a revenue-dependent regulator can commit to welfare-maximizing contracts above φ*, the mechanism fails. Second, if a jurisdiction with fiscal dependency above the critical threshold exhibits enforcement that reduces industry revenue, the theory is falsified. Third, if standard indicators of Stiglerian capture are present where fiscal capture is present, the substitution hypothesis fails. These conditions make the framework testable and distinguish it from unfalsifiable claims about regulatory capture.

Conflictoring does not replace Pigou, Coase, or Ostrom — those are the classic tools for pulling a system cost into a private decision. It is how you deploy them when a single one falls short, and at system scale each does, for a structural reason. Coase falls short because transaction costs are not the binding constraint: even with zero transaction costs, bilateral negotiation cannot detect C=0, because W is not a function of the parties' payoffs and the system has no seat at the table. Pigou falls short because a corrective tax requires knowing the externality's value — and for a Private-Systemic Tension domain that value is the system-welfare loss, which cannot be computed from inside the game; a planner cannot tax what the game does not measure, and a captured regulator will not tax it even when it can. Ostrom falls short because its design principles need locally observable resource conditions and a manageable community — and system-scale, diffuse, or intergenerational harms are neither. The common thread is capture, and it is worth spelling out. Each classic tool runs through a single gatekeeper: Pigou through the regulator who must set and collect the tax, Coase through a negotiating table the affected party has to sit at, Ostrom through a community that has to organize itself. If that one gatekeeper is captured — bought off, lobbied, or dependent on the very industry's revenue — the fix is dead, because the tool has no second route. That single point of failure is what a captured Hollow Win exploits. Conflictoring routes around it by using several independent channels at once. It assigns them to seven actors who can wield them — regulators and policymakers carry Pigou, plaintiff attorneys carry tort and liability, communities carry Ostrom, and shareholders, boards, and whistleblowers add independent pressure. Two claims sit on top. First, k^∗: because a captured system can neutralize any single channel, the change requires the minimum number of independent lanes moving together — that is how many. Second, a Calabresi overlay: across those lanes, ask Calabresi's cheapest-cost-avoider question — which actor can most cheaply prevent, reduce, expose, insure, regulate, litigate, or reprice the harm — and rank the seven lanes cheapest first — that is which ones. k^∗ says how many lanes; Calabresi says which ones; together they pick the minimum-cost coalition that can force the change. The classic tools run through one gatekeeper; Conflictoring is the theory of what to do when that gatekeeper is captured.

LIBOR was a private convention with public consequences. The benchmark was built from rates that a panel of banks submitted each day, and it was then used to price financial contracts across the world; parties far beyond the submitting banks relied on its integrity. The case is used illustratively here, to introduce the mechanism, and no factual claim about the real events is asserted. The incentive structure is worth reading closely. A trading desk could gain from a submission that favored its own positions, and a bank could gain from appearing able to borrow cheaply. The benchmark's integrity absorbed the residual. That is a description of the structure, not a verdict on any individual's intent or legal liability. A single supervisor was one possible reader of that structure. Employees, boards, cross-border authorities, counterparties, litigators, shareholders, and the affected market were others. This chapter asks which combination of them can expose the harm and make redesign cheaper than continued manipulation — the operational question that follows once a curriculum has named the missing system-welfare coordinate and learned to measure it.

The standard cure routes the whole repair through one gatekeeper — a regulator to set the tax, a bargaining table for the parties, a community to organize itself. Capture that one node and the fix dies, because it has no second route (see the fiscal-capture chapter for why fiscal dependence makes the single regulator the softest node of all). Conflictoring replaces the one node with seven lanes — seven actors who can each observe the system harm, impose a cost on the Hollow Win, and keep their enforcement channel independent. The lanes do not need to coordinate or share a motive; each can act from ordinary self-interest. | # | Lane | Distinct capability | Capture technology it faces | Why suppression can become harder | | 1 | Employees / whistleblowers | Break the information asymmetry from inside | Retaliation, legal liability | Many potential reporters; silencing all is prohibitively costly | | 2 | CEOs and boards | Change strategy, budgets, controls, product design | Pay tied to the Hollow Win; board entrenchment | Fiduciary/liability exposure, activists, board turnover open gaps | | 3 | Regulators | Examine, supervise, enforce rules | Fiscal dependence, expertise capture | A second jurisdiction or authority can create an independent route | | 4 | Policymakers | Change statutes, standards, filing paths | Campaign finance, lobbying, revolving door | Many constituencies; full capture needs every relevant committee | | 5 | Shareholders | Reprice capital; vote; sue | Portfolio concentration, short-termism | Disclosure + restoration repricing reward the early mover | | 6 | Plaintiff litigators (lawful access) | Convert concealed harm into liability | Litigation cost, standing | Class aggregation + contingency fees fund suits from many directions | | 7 | Communities / affected public | Govern a shared commons directly; boycott; divest | Collective-action cost; diffuse, unorganized harm | Bounded groups can organize through channels different from institutional capture | The seventh lane is the harmed party acting on its own behalf through commons governance, boycott, divestment, or civil-society organization. Its capture channel differs from institutional capture, but it is not automatically strong. Diffuse harm, free riding, unequal resources, retaliation, and information barriers can prevent organization. The lane works best when an affected group is bounded enough to coordinate and has lawful access to the relevant record.

Naming the seven lanes is only the setup; the real task is allocating the repair across them, and two questions do that work. How many? — k^∗. Define k^∗ as the minimum number of independent lanes needed, under the case's stated assumptions, to make the old outcome more expensive than reform. k^∗ is a design target, not a universal constant. It may be one when a single lane has adequate authority and independence; it may be larger when each candidate lane is weak or captured. Which ones? — the cheapest-cost-avoider overlay. Borrow Calabresi's tort question and ask it upstream, before the harm hardens: across the seven lanes, which actor can most cheaply prevent, reduce, expose, insure, regulate, litigate, or reprice the harm? Rank the lanes by that cost, cheapest first, and the minimum-cost coalition of size k^∗ is the one to activate. k^∗ says how many lanes; Calabresi says which ones; together they pick the coalition that can force the change. This is not the same as "add more enforcers," and the reason is a foreclosure argument. The incumbent's budget must be spread across every lane it wants to suppress; the lanes face heterogeneous capture technologies, so money that silences a regulator does nothing to a whistleblower's award or a litigator's damages claim; and suppression costs are convex, each additional lane held shut costing more than the last. Under those assumptions full suppression becomes prohibitively expensive. The heterogeneity of the lanes is what carries that argument. A two-lane numerical illustration (hypothetical). Suppose a platform can suppress one regulator with $2 million of lobbying and one employee channel with $3 million of retaliation and legal pressure. If the repair design requires both lanes (k^∗ = 2), the platform faces at least $5 million in the stated suppression costs, subject to the assumptions and the independence of the channels. The example illustrates the allocation logic; it is not an estimate of any real case.

Worked — LIBOR, walked through all eight steps as a retrospective teaching reconstruction. The protocol has two halves: steps 1–5 diagnose, steps 6–8 resolve. 1. Identify the Hollow Win. Submitting and trading interests can gain while benchmark integrity degrades. Outcome (0,1,1). This is a structural classification, not a finding about intent. 2. Document the system-welfare impact. File a decision record completing Field 17 SYSTEM WELFARE (one of the seventeen — see the Decision Accounting chapter): the manipulation risk accepted, the volume of contracts exposed, the controls monitoring submissions. 3. Assess the capture technology. The protected reconstruction poses the single-regulator lane as a candidate soft node and asks the learner to test supervision, proximity to the priced industry, information ownership, and jurisdiction. No fact about supervision or intent is asserted here. 4. Identify the privately motivated mover. Treat whistleblowers, counterparties, litigators, boards, and cross-border authorities as candidate lanes. For each, record the source and the private return that could exceed the cost of silence. The protocol never requires collective benevolence, and this exercise does not establish that a named actor acted for any stated motive. 5. Calculate the expected sanction. Estimate exposure probability, legal or commercial loss²³, and the cost of truthful documentation. The reporting condition is recalled from the multi-audience chapter; this step applies it to lane selection without re-deriving it. 6. File the claim through the lawful authority or process offering the strongest incentive and lowest total filing cost. The learner must supply the authority, date, and source locator before turning a proposed pathway into a historical claim. 7. Trigger the multi-audience review. Regulatory, political, shareholder, and litigation review made the benchmark problem visible to audiences with different powers. This is a retrospective protocol map, not a claim that the historical events followed the eight steps by design. 8. Collect the return — and the repair. The protected teaching path uses the LIBOR-to-RFR transition as a repair question: specify how a redesigned reference could become more transaction-grounded, what coverage it loses, and what fallback rule governs the gap. The historical mechanism, dates, jurisdictions, and effects remain pending case admission until a primary-source packet is attached; FX fixing is the unresolved comparison. Faded — FX benchmark fixing (hypothetical exercise premise; admission pending). Same structure, unfinished. The exercise asks whether transaction volumes and incentives cluster in narrow daily "fixing" windows; that empirical premise requires a source and date before it can be stated as a case fact. You are given the lanes and the eight steps. Fill in: which lane is the cheapest-cost-avoider here — the litigators, the venue's own controls-owning board, or the regulators? What is k^∗ if the regulator lane is fiscally close to the trading venues? (The repair here is therefore an open problem, not a solved one.) Independent — your transfer task. Take a Hollow Win of your own (a domain you know, or one from the catalog). (a) Confirm (0,1,1). (b) Rank all seven lanes cheapest-cost-avoider first for this harm. (c) Select a lane combination of size k^∗ and justify it: name the capture technology each chosen lane faces, and say why those lanes together make the old outcome more expensive than reform while a captured single regulator would not. (This selection and justification is the chapter's graded output.) <details><summary>Complete answer key for the faded and independent work</summary> Faded FX-fixing answer. A strong answer usually ranks the venue or benchmark administrator's controls-owning board highly because it can redesign order handling and surveillance at the point of operation. Regulators add compulsory authority; litigators may add exposure after loss. The learner must state assumptions before assigning k^∗: if the venue board and regulator share incentives or information, they are not independent lanes. A defensible answer may therefore select two or three lanes, while acknowledging that the protected source calls FX fixing unresolved. Independent answer standard. Full credit requires all seven lanes to be considered; each chosen lane must have a distinct capability, capture technology, lawful action, and cost. The proposed k^∗ must follow from stated independence and sanction assumptions. The answer must include a failure condition: evidence that the selected lanes are controlled through the same channel, lack authority, or cannot make reform privately preferable. </details>

The capture-allocation claim is not open-ended; it can be proven wrong. Falsification: if a single incumbent's lobbying budget could be shown to suppress all seven lanes at comparable cost — that is, if the lanes turned out not to face heterogeneous capture technologies — then the foreclosure argument collapses and capture-allocation buys nothing over a single regulator. The whole mechanism rests on the lanes being expensive to suppress in different ways; show they are cheap to suppress in the same way, and it fails. (Program-level falsification of the wider framework is the game-change chapter's; the fiscal-threshold φ falsification is the fiscal-capture chapter's. This card is the one that belongs to the lanes themselves.)*

> The protected reconstruction frames the episode as manipulation under a light-touch supervisor. > Is the lesson "appoint one tougher, > more independent regulator"? *(a) Yes — a stronger, better-funded, more independent regulator > would have caught it · (b) No — one node, however strong, is still a single point of capture; the > repair came from several independent lanes at once.* > > (b). If you picked (a), you're reaching for the switch the classical-remedies chapter already showed stalls. A > single regulator — even an excellent one — is one node, and the fiscal-capture chapter shows why fiscal > dependence makes exactly that node bendable. The protocol interpretation here tests whether > heterogeneity across US and UK enforcers, counterparty litigators, internal evidence, shareholders, > and parliamentary scrutiny supplied a stronger repair portfolio. It is not an admitted causal > account of what moved LIBOR. > "A better regulator" is a single-node design and must be tested against the other lanes.

With the seven lanes and the two allocation questions in hand, a reader can now identify the coalition that forces a game to carry its missing coordinate. But a coalition that succeeds once is not yet a rule: LIBOR was repaired, and FX fixing was not. The game-change chapter takes up the next question — when a repair generalizes, what test distinguishes a real game-change from a cosmetic one, and how the whole program would be proven wrong.

| Depth card | Tier | Minutes | Prerequisite | Learning objective | Claim status | Evidence card | Return link | | Capture resistance as a foreclosure problem | formal depth | 30 | the Conflictoring chapter core | Test whether lane independence and heterogeneous suppression costs hold in a case | proposed model | M09-E1 | the Conflictoring chapter falsification card | | Lane allocation and cheapest-cost avoidance | formal/application depth | 30 | the Conflictoring chapter core | Rank lanes and justify k^∗ from authority, independence, and cost | design proposal | M09-E2 | the Conflictoring chapter independent task | | LIBOR-to-reference-rate transition | evidence depth | 30 | the Conflictoring chapter core | Separate documented transition evidence from the retrospective protocol interpretation | case evidence | M09-E3 | the Conflictoring chapter worked protocol | | Fiscal-capture derivation | formal depth | 25 | the fiscal-capture chapter | Apply the the fiscal-capture chapter result to a lane choice without deriving φ* again | proposed model; owned by the fiscal-capture chapter | M05-E2 | the Conflictoring chapter regulator lane | | Governed multi-audience review | implementation depth | 25 | the multi-audience chapter | Specify lawful reader roles during steps 6–8 | design proposal; owned by the multi-audience chapter | M08-E3 | the Conflictoring chapter step 7 |