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How to verify a checkout or payment flow for logic bugs

To verify a checkout or payment flow, have your agent state the invariants it must hold (at most one coupon; the total never below zero) and let a kernel prove no reachable request sequence breaks them. RedMirror Reflection is an MCP server your coding agent drives: it returns the exact request sequence that reaches a bad state, or a bounded proof none does, on your machine.

What logic bugs hide in a checkout or payment flow?

The expensive bugs in a payment flow are almost never a bad syntax or a missing null check. They are reachable states the code never meant to allow. A coupon handler that doesn't check for an existing coupon lets a second one stack; a percentage discount computed off the current total compounds instead of adding; an add-item handler that trusts the request body lets a negative price drive the charge below zero; a confirm handler that doesn't guard against a second call can charge twice. Every one of these compiles, reads well in review, and passes the tests someone wrote for the happy path. The failing case is a specific sequence of requests nobody thought to write a test for, which is exactly why they slip through.

Why do tests and linters miss checkout bugs?

A test checks the cases you thought of; a linter matches known bad patterns and unsafe API sinks. A discount that stacks or a price that goes negative is neither, it is ordinary-looking code doing arithmetic. In a real example the coupon handler even had a Math.max(0, …) on the total, so the author was clearly thinking about totals going negative, and it still shipped a bug elsewhere. The question that catches these is not "does this line look wrong" but "is there any reachable sequence of requests that drives this into a state it should never be in". Answering that means exploring the flow's state space, not scanning its text.

How do you verify the flow instead of just testing it?

You state the properties the flow must always hold, then prove nothing can break them. With RedMirror Reflection your coding agent models the checkout as a state machine (cart, items, coupon, paid), writes down an invariant a payment flow must satisfy, and a compiled kernel searches every reachable state for a violation. What comes back is either a concrete sequence of requests that reaches a bad state, or a bounded proof that none does. The model's only job is to propose the invariant; the kernel, not the model, decides whether it can be broken, which is why an unproven guess never reaches you as a finding.

Invariant the flow must holdThe bug when it failsExample reachable violation
A cart carries at most one couponCoupon stacking (CWE-841)SAVE10 then SAVE20 compounds to 28% off, not 20%; repeat to drain further
The cart total is never below zeroNegative-price / negative-total charge (CWE-1284)add item with priceCents = -4 drives the total, and the charge, to -4
Item price and quantity are validatedMalformed input reaches pricinga negative or non-integer quantity flows straight into the total
An order is charged at most onceDouble chargein the real run this was cleared: Node serializes the two requests, so no race exists to exploit

What did this catch in a real checkout API?

We had a cheap model vibecode an Express checkout API from a plain brief (cart, add-item, apply-coupon, confirm-and-charge), then had the same class of model, with the Reflection kernel behind it, try to break it before shipping. It proved two reachable bugs. Coupon stacking (CWE-841): the handler never checks for an existing coupon and computes each percentage off the current total, so the kernel refuted "at most one coupon" with the sequence above. A negative-price charge (CWE-1284): the add-item handler took priceCents straight from the request with no validation, so a negative price drove the total below zero, and this one was reproduced against the raw kernel directly.

attack path (refuted: coupon_count ≤ 1)
  1. POST /cart                          // empty cart
  2. POST /cart/:id/item   priceCents=1000, qty=1
  3. POST /cart/:id/coupon code=SAVE10   total 1000 -> 900
  4. POST /cart/:id/coupon code=SAVE20   total 900 -> 720   // 28% off, not 20%

The agent then fixed both, a guard that rejects a second coupon and validation that rejects a negative price or quantity, and asked the kernel to check its own work. On the fixed code both invariants now hold (the kernel proves them), and the audit reported two findings grounded with nothing left open, exit code 0. The same two bugs were also found and proven by a small open model running inside DeepSeek's harness, so this is not a big-model result.

When should you use it, and when not?

Use it on the code where a reachable state is the money: pricing and discounts, coupons and gift cards, cart and order totals, charge and refund flows, quotas and rate limits, and any multi-tenant or access boundary around them. It is a strong fit for exactly the code a coding agent just generated for a checkout. It is not a secrets scanner, a dependency-CVE scanner, or a PCI-compliance checker; pair it with tools built for those. It also needs a coding agent to drive it, because the agent is what proposes the invariant the kernel then proves.

How do you set it up?

Install the binary, activate your licence, and wire it into your coding agent. From then on you ask the agent to "find the real bugs in this checkout flow and prove them", and it reports only what the kernel proves.

curl -fsSL https://dist.redmirror.io/install.sh | sh   # macOS / Linux
redmirror-reflect license activate <your-key>
redmirror-reflect init claude                          # or cursor, codex, gemini, pi, dsh, ci

On Windows, install with irm https://dist.redmirror.io/install.ps1 | iex. Any MCP-capable agent works; full per-editor setup is in the docs.

Frequently asked questions

What logic bugs hide in a checkout or payment flow?

The dangerous ones are reachable-state bugs that read as correct code: a coupon that stacks because nothing checks for an existing one, a percentage discount taken off an already-discounted total, a price or quantity taken from the request with no validation so the charge can go negative, a total driven below zero, or an order confirmed twice. Each compiles, reads well, and often passes the happy-path tests, because the failing case is a specific sequence of requests no one wrote a test for.

How do you verify a payment flow instead of just testing it?

Tests check the cases you thought of; verification checks every reachable case. You state the invariants the flow must always hold, such as a cart carries at most one coupon and the total is never below zero, and a tool searches every reachable sequence of requests for one that breaks them. With RedMirror Reflection your coding agent proposes the invariant and a compiled kernel does the exhaustive search, returning a concrete counterexample sequence or a bounded proof none exists.

Can it prove a coupon or discount bug is real?

Yes. RedMirror returns the exact sequence of requests that drives the flow into the bad state, so you can replay it instead of trusting an opinion. In a real vibecoded checkout API the kernel refuted the one-coupon invariant with a path where SAVE10 then SAVE20 compounds to 28 percent off instead of 20, and the negative-price case was reproduced against the raw kernel directly.

Does it send my payment code to the cloud?

No. Reflection runs on your machine and your source never leaves it. The verify kernel checks the code locally and uses no tokens, so there is nothing to upload and no per-scan model bill for the checking step.

What did it find in a real checkout API?

In a checkout API a cheap model vibecoded from a plain brief, RedMirror proved two reachable bugs: coupon stacking (CWE-841), where the handler never checks for an existing coupon so a second one compounds off the discounted total, and a negative-price charge (CWE-1284), where the add-item handler took the price straight from the request with no validation. Both were fixed and re-verified, and the audit reported two findings grounded with nothing left open.

Is it free?

There is a free 7-day trial, no card, then it is $4.99 per seat per month, cancellable any time.

Sources and related reading