Hold on. If your affiliate program is bleeding revenue from payment reversals (chargebacks, disputes, bank recalls), you need a triage plan that works faster than a support ticket queue. This article gives you that plan—checklists, two mini-case examples, an operational comparison table, and a tactical sequence you can implement in the next 30 days.
Here’s the quick win: prioritise (1) detection, (2) documentation, (3) mitigation, and (4) economics (reserves & modelling). Do those four and you’ll stop reactive firefighting and start controlling the cost-per-reversal. Read on for the exact checks and templates you can apply whether you run direct CPA offers, revenue share links, or hybrid deals.
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Why reversals matter to casino affiliates (and why most guides miss this)
Hold on. Reversals aren’t just an accounting nuisance. They erode your net revenue, distort lifetime value (LTV) calculations, and—worse—can trigger partner delisting if your reversal ratio spikes. Affiliates who report gross revenue without subtracting reversals are lying to themselves about campaign profitability.
Most high-level affiliate guides skip the operational detail: what to log, how to dispute a chargeback, and how to agree on reversal windows with the operator. This article fills that gap with operational checklists, a dispute timeline you can follow, and sample metrics to track.
Key definitions (short & useful)
- Payment reversal: any transaction that is refunded or clawed back after being settled (chargeback, dispute, bank recall).
- Reversal window: the period post-deposit during which the operator can reverse a commission for that player.
- Net Conversion: deposit minus reversals attributable to that player within the agreed window.
- Reversal Rate: reversals divided by conversions (target < 2–3% for healthy affiliate streams).
30-Day Operational Playbook (what to do first)
Here’s the thing. Start with detection. Without early warning you’ll be chasing ghosts.
- Enable real-time transaction feeds where possible (API/webhook). If your operator provides only daily reports, insist on transactional webhooks for deposits and chargebacks.
- Log every deposit event with these fields: timestamp, player ID, payment method, IP, UA string, affiliate ID, deposit amount, currency, KYC state, geo-match flag.
- Flag high-risk patterns automatically: same card used across countries, rapid multi-deposits, VPN usage, mismatched billing/shipping country.
- Create a reversal dashboard that shows reversal rate by payment method, geo, and traffic source daily. Target early anomalies (>1.5× daily baseline) and investigate within 24 hours.
- Negotiate an explicit Reversal SLA with operators: standard windows (e.g., 60 days for card, 180 for bank transfers) and a clear dispute process with evidence requirements.
Mini-case A — “The sudden spike” (hypothetical, but common)
Hold on. A site sent 120 new players in 7 days. CPA was $80. Within 14 days the operator reversed 24 deposits citing suspected fraud. Now the affiliate owes reversals on 20% of the conversions. Here’s how they fixed it:
- Immediate: Paused creative for the suspicious traffic source and stopped forwarding players from that campaign.
- Evidence gathering: Pulled session replays, deposit timestamps, payment descriptors, and IP geolocation logs for each reversed player.
- Dispute: Submitted packets to the operator for 12 borderline cases; operator reinstated 6 after KYC checks.
- Prevention: Updated campaign filters to block anonymisers and added card BIN screening for risky BIN ranges.
Result: reversal ratio dropped from 20% to 3% over the next 30 days; net revenue recovered and partner relationship stabilised.
Mini-case B — “The legacy reserve problem” (numbers you can use)
Here’s the thing. An affiliate with a 90-day reporting cycle realised they had €50k in gross commissions but €12k in late reversals scheduled to hit the following month. They did two things:
- Modeled expected reversals using a 90-day decay: R(t) = R0 * e^(-kt), where R0 is the first-week reversal rate. They set k so the model matched historical 90-day tail behaviour (k ≈ 0.02/day in their dataset).
- Negotiated a rolling reserve agreement: 8% rolling reserve for 60 days on new verticals; it cut cashflow pressure while keeping the operator protected.
Practical number: by reserving 8% on new traffic and adjusting after 60 days, they reduced liquidity shortfalls from €12k to below €3k in subsequent months.
Comparison: Approaches to handle reversals
| Approach |
Pros |
Cons |
Best for |
| Manual disputes + operator escalation |
High recovery potential; builds partner trust |
Labour intensive; slow (days–weeks) |
Small-mid affiliates with quality traffic |
| Automated fraud filters & pre-authorisations |
Prevents reversals; scales |
Initial tuning required; risk of false positives |
High-volume affiliates |
| Rolling reserves / indemnity clauses |
Protects operator; predictable cashflow |
Reduces immediate payout; requires negotiation |
All affiliates during onboarding |
| Third-party chargeback management tools |
Expert dispute handling; analytics |
Costly; shared revenue model |
Large-scale networks |
Where to place madnixx.com in your partner mix (practical guidance)
Hold on. If you need a partner that combines fast payouts, clear bonus mechanics, and transparent T&Cs so you can forecast reversals, include madnixx.com on your shortlist. When evaluating partners like this, check: payout windows, KYC policy clarity, reversal windows, and whether they publish the RTP versions they use—all factors that materially affect reversal risk and modelling.
Checklist: What to capture for every disputed reversal
- Player identifiers: affiliate ID, player email (hashed if needed), player ID at operator.
- Payment evidence: last 4 digits, BIN, payment method, acquirer transaction ID, timestamp.
- Behavioural logs: session start/end, IP addresses (first and deposit), device fingerprint, UA string.
- KYC snapshot: time of KYC requested, documents submitted, verification result.
- Communication log: chat transcripts with player, email timestamps, CS decisions.
- Campaign data: source, creative, click ID, landing page variant.
Common Mistakes and How to Avoid Them
- Claiming gross conversion without reversals: always report net conversions with a note about reversal window used.
- Not negotiating clear reversal windows: get written SLAs (e.g., 60 days for card; 120 for bank). Verbal agreements mean nothing.
- Poor logging practices: if you don’t store click IDs and server logs for 180+ days you can’t defend disputes.
- Over-relying on a single payment method: diversify; card-heavy portfolios can attract higher chargeback rates.
- Ignoring KYC timing: if operator delays KYC and then reverses, you still need the evidence timeline to dispute.
Operational templates (short snippets you can reuse)
Dispute opening email (subject): “Dispute request — Reversal ID [XXXX] — Evidence enclosed.” Attach the checklist items above. Keep it tight: reference player ID, deposit ID, timestamp, and include hashed email. Operators respond faster to packets that follow their evidence schema.
Metrics to track weekly and monthly
- Daily reversal rate by payment method (target < 2–3%).
- Time-to-detection (hours) for reversal events (target < 24h).
- Dispute success rate (reinstated commissions / disputes filed).
- Reserve utilisation vs projected reserves (%).
- Net revenue per 1,000 clicks (after reversals).
Mini-FAQ
Q: How long should I keep logs to contest reversals?
A: Hold at least 180 days of complete transactional logs as standard; extend to 365 days for markets with longer banking dispute windows. Keep click IDs, payment tokens, IP history, and chat logs. If you can’t prove the session and payment linkage, you lose disputes.
Q: Can affiliates be charged back directly by the operator?
A: Yes. Contracts often include clawback clauses for fraud, bonus abuse, or AML violations. Negotiate caps (e.g., clawbacks limited to 6 months of commissions) and require operators to provide dispute packets before taking funds back.
Q: Which payment methods cause the most reversals?
A: Historically, credit/debit cards carry the highest immediate chargeback risk; bank transfers carry delayed reversal risk. Prepaid vouchers (e.g., Neosurf) and e-wallets have lower chargeback rates but still require KYC alignment.
Q: Should I use third-party chargeback services?
A: For high-volume streams (>1k deposits/month), yes. They increase recovery and give you analytics. For small affiliates, investing in better pre-filtering and stricter campaign sourcing is often a better first step.
Legal & regulatory points for Australian-facing affiliates
Hold on. If you market to Australia, remember the legal landscape: the Interactive Gambling Act targets operators but leaves players and affiliates in a grey zone. That means you should prioritise contractual protections—explicit reversal windows, AML/KYC evidence obligations, dispute timelines—and be aware that enforcement may occur under offshore jurisdictions.
Also, include responsible gaming language in your landing pages and affiliate creatives, and link to Australian support resources like Gambling Help Online. These practices reduce reputational risk and reflect best practice when operators audit marketing content.
Putting numbers to policy: a simple reversal cost model
Here’s a straightforward formula you can use in spreadsheets: Net CPA = Gross CPA – (Reversal Rate × Gross CPA) – Dispute Cost.
Example: Gross CPA = $80; Reversal Rate = 5%; Dispute Cost (time/resources) per reversal = $12.
Net CPA = 80 – (0.05×80) – (0.05×12×#conversions). For 100 conversions:
Net CPA per conversion = 80 – 4 – (12×0.05) = 80 – 4 – 0.6 = $75.40
That math shows how even small reversal rates and dispute costs quickly erode margins. Build this into your campaign dashboards.
Vendor & tooling options (short list)
- Transaction webhooks / real-time feeds — ask operators for granular webhooks.
- Fraud filters — IP reputation, BIN checks, velocity rules (e.g., 3 deposits/hour).
- Session recording & analytics — use to prove behaviour in disputes.
- Chargeback management platforms — suitable for high-volume affiliates/networks.
Quick Checklist (printable)
- Obtain written reversal SLA from operator.
- Ensure API/webhook access to deposit and reversal events.
- Log and retain click IDs + session logs for 180–365 days.
- Implement BIN & geo filters on onboarding.
- Negotiate rolling reserves or clawback caps where possible.
- Measure daily reversal rate and time-to-detection.
18+. Play responsibly. If you or someone you know has a gambling problem, contact Gambling Help Online (https://www.gamblinghelponline.org.au/) or a local support service.
Sources
- https://www.acma.gov.au
- https://www.curacao-egaming.com/
- https://www.ecogra.org/
- https://www.gamblinghelponline.org.au/
About the Author: Alex Harper, iGaming expert. Alex has 8+ years working across affiliate networks and operator partnerships focused on compliance, payments, and fraud reduction. He consults to affiliates and operators on operationalising reversal risk.