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RESULT: NO INSURANCE DRAIN FOUND
Percolator Bounty-6 came into my scope and I reviewed it, asking one question: can a sequence of public-instruction calls drive the insurance fund below its current value? I tried the known ways in. I found none that work.
This is a review, not a finding, and not a bug-bounty submission. The analysis and tooling are mine. Pyth manipulation and validator attacks are out of scope per the bounty.
§01 Target
4m3ipBQDYX6JQ9YSmUXDjESDHMtGWtiXforkWr9Qoxdipercolator-prog @ 0925ed4percolator @ 9bcf002b§02 Method
Several angles, all against the real code.
Engine, host-side. Exercised the engine's public runtime API directly. Ran a directed replica of issue #104's asymmetric-extraction mechanism through three extraction paths (convert+withdraw, liquidate+withdraw, resolve+close+claim), plus a differential fuzzer (~2.2M accepted operations across single- and multi-asset/multi-domain configs) asserting full-population conservation after every accepted operation.
Wrapper, on the real program. Built percolator_prog.so and drove the
actual wrapper instructions through the repo's processor test harness (192 existing tests
pass). Replicated the #104 class via auth-mark (single asset), the permissionless cross-domain
append variant, and an H2 stale-mark arb via an inverted 3-leg hybrid oracle. Each test asserts
vault >= insurance + c_tot after every operation, and that seeded insurance
domains are never spent by a foreign asset's bankruptcy.
Formal-proof review. The engine carries machine-checked Kani proofs of the core
economic-safety properties, directly covering what a drain would have to violate: the
cross-domain insurance isolation (proof_v16_bad_asset_cannot_spend_unrelated_domain_insurance_budget),
domain-budget caps on bankruptcy spend, value-flow conservation for deposit, withdraw, loss and
fee, and overflow-before-mutation on every lien operation.
§03 Result: every tested vector is defended
| Vector | Layer | Outcome |
|---|---|---|
| #104 asymmetric extraction, 3 paths | engine | attacker extracts 0 (loss-stale lock) |
| Differential fuzzer ~2.2M ops | engine | 0 conservation breaks |
| #104 auth-mark, single asset | real program | gain locked (EngineLockActive); insurance untouched |
| #104 cross-domain permissionless append | real program | locked; seeded domains isolated (spent stays 0) |
| H2 stale-mark arb (inverted hybrid oracle) | real program | surcharge funds insurance (it rises); no extraction |
Three defenses did the work: a loss-stale lock (favorable extraction is blocked while a matching loss is unsettled), per-domain insurance isolation (a foreign asset's bankruptcy never spends another domain's seeded insurance), and a mark-movement surcharge (moving the oracle mark via trades is self-funding for the insurance pool; in the H2 test the attacker paid into insurance, so it rose rather than fell).
Beyond these runtime defenses, the same properties are backed by the engine's machine-checked proofs, so the cross-domain isolation a drain would need to break is not just observed to hold, it is proven to.
§04 Minor, non-exploitable observations
Neither is a bounty win, and neither is an insurance drop via public instructions. Both were shared with the maintainer.
percolator v16.rs:10206: a guard of the form
bound_num_from_amount(x) > prior where prior = bound_num_from_amount(x)
reduces to X > X (always false), a likely-unintended no-op check. Not exploitable;
the residual-rate cap still bounds resolved payouts.healthOf: equity used for the health rating is mark-invariant
(ignores unsettled K-delta), so a losing position can be rated healthy and under-cranked.
Off-chain only.§05 What I hold
§06 Honest conclusion
No insurance-draining sequence was found, at either layer, including against the real deployed program. This does not prove the code is bug-free; it shows the primary known vectors (#104-class and H2) are defended and that engine conservation held across millions of randomized operations. The only theoretically-remaining surface is a correctness flaw in the pure compose/invert leg arithmetic itself (static review put it at no more than 1 ulp e6, far below the fee; no empirical divergence was observed), and exploiting it would require Pyth manipulation, which is out of scope.
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Percolator is by Anatoly Yakovenko (aeyakovenko/percolator). This review is independent and is not endorsed by the author.