No-Deposit Bonuses and AI: Personalising the Player Experience Without Breaking Trust

Hold on. Here’s the thing: a no-deposit bonus can be a powerful first impression, but it’s also a trust test.
Short wins build momentum fast.
Longer-term value comes from relevance and fair treatment.
If you personalise poorly, players notice — and they leave just as quickly as they arrived.

Something’s off when operators treat no-deposit offers like one-size-fits-all freebies.
A targeted, AI-driven approach can increase retention and reduce bonus abuse simultaneously.
That matters for small operators and large brands alike: better targeting lowers marketing waste and improves KYC throughput.
Below I outline practical AI architectures, implementation steps, sample calculations and a checklist you can act on today.

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Why personalise no-deposit bonuses? Quick practical gains

Wow! Personalisation isn’t just marketing fluff.
A well-targeted no-deposit offer makes new players try games aligned with expected RTP and volatility preferences, which increases session length and conversion-to-deposit.
For example: if 1,000 new registrants get a generic 10 free spins but only 5% convert, targeted spins could lift conversion to 8–10% with the same cost base.
That 3–5% improvement might double ROI on the promotional budget.

Core AI approaches — what works for no-deposit personalization

Hold on — there are trade-offs.
You can choose from simple rule-based, collaborative filtering, content-based models, and reinforcement learning (RL).
Each has pros and cons depending on available data, compliance needs and fraud risk appetite.
Below is a compact comparison you can use to pick the right tool for your maturity level.

Approach Data needs Best use Pros Cons
Rule-based Minimal (signup fields) Quick wins; compliance-safe Fast to deploy; transparent Low personalization depth
Collaborative filtering Behavioural logs (games played) Match players with similar tastes Good recommendations for discovered preferences Cold-start problem; needs volume
Content-based Game metadata (RTP, volatility) Recommend games with matching attributes Explains why a game was suggested Limited serendipity
Reinforcement learning Large-scale interaction data Optimise long-term value (LTV) Maximises retention & revenue Complex; regulatory scrutiny

Practical architecture: Start lean, expand fast

Here’s what I usually recommend to operators in AU and similar markets.
First 90 days: implement a hybrid of rule-based + content-based recommendations.
Second 90–180 days: add collaborative signals and a supervised model for conversion prediction.
After 180 days: experiment with RL for sequencing promos while keeping a strict ethics and audit trail.

Short step-by-step:

  • Collect minimal consented data at signup: preferred denomination, play style (casual/serious), preferred game types.
  • Tag games with structured metadata: RTP, volatility, hit frequency, provider, max bet.
  • Implement a rules engine: map low-risk players to low-volatility spins; map experienced players to higher-volatility demo credits.
  • Run A/B tests for conversion and abuse metrics (KYC failures, duplicate accounts).
  • Scale by integrating behavioural embeddings from play logs into a collaborative filter.

Mini case — realistic numbers (hypothetical)

Hold on, check this out — quick numbers to show how value compounds.
Assume 10,000 new signups in a month. Baseline (generic free spins): 5% deposit conversion = 500 depositors. Average first deposit AU$75 → revenue (net margin) AU$10 per depositor (post house edge and marketing) = AU$5,000.
If personalised offers raise conversion to 8%, depositors = 800 → AU$8,000.
Cost of the personalised no-deposit program (tech + extra spins) = AU$1,500 monthly. Net uplift = AU$1,500.
Not flashy, but sustainable and scalable — and it reduces churn by delivering relevant play early on.

How to handle fraud, bonus abuse and KYC friction

Something’s up if your KYC rejection rate spikes after personalisation.
AI can help here too: include risk-scoring features that look at device fingerprint, IP stability, and deposit patterns.
But don’t over-automate aggressive blocks that harm genuine players — false positives cost lifetime value.
A pragmatic flow: soft-block suspicious actions into manual review queues; apply stricter checks for repeat high-risk signals.
Always keep an audit log for disputes and regulator queries.

Privacy, transparency and regulatory checkboxes for AU-facing offers

Hold on — Australian players are in a grey area with offshore operators.
You need clear T&Cs, consented data capture, and explicit statements about currency handling and verification.
Make it easy to find the licensing statement and how complaints are escalated.
If operating under Curaçao or similar, display that license and a link to the regulator; be upfront about dispute resolution limitations.
Also, offer opt-outs for profiling and a simple explanation of how recommendations are generated (plain language).

Where to place the AI recommendation in the player journey

Here’s what bugs me when I review sites — they bury personalised offers under generic promos.
Offer placement matters: present the personalised no-deposit in the welcome carousel, on the first-login dashboard, and inside mobile push notifications (consent first).
For an example of a clean welcome flow that balances visuals and clarity, look at promotional design used by modern instant-play casinos — a well-designed hub reduces confusion and increases uptake.
A practical example you can inspect is available here as a model for clear welcome placement and creative styling (use the layout, not the exact wording).

Technical checklist before launch

Quick Checklist

  • Consent capture for profiling and personalised marketing.
  • Game metadata taxonomy: RTP, volatility, provider, bet ranges.
  • Rules engine for initial segmentation (novice/intermediate/high-roller).
  • Basic fraud signals: device ID, IP velocity, cookie persistence.
  • KPI dashboard: conversion rate, abuse rate, KYC pass rate, LTV uplift.
  • Readable T&Cs and clearly visible 18+ responsible gambling statement.

Common Mistakes and How to Avoid Them

Common Mistakes

  1. Deploying opaque AI models that can’t be explained during disputes — avoid by logging rules and giving human-readable rationale for offers.
  2. Using aggressive frequency capping that over-rewards a tiny segment — set caps by cohort, not per-user anomalies.
  3. Failing to KYC early — get ID docs before funding the largest offers to stop multiple-account abuse.
  4. Optimising for short-term conversions only — measure 30–90 day retention and churn to avoid cherry-picking results.
  5. Ignoring currency conversion costs which silently reduce player value — display expected conversions up front.

Mini-FAQ

Q: Will AI make my bonus program more expensive?

A: Not necessarily. Initial costs (engineering + tagging) exist, but AI reduces wasted offers and increases deposit conversions. Run a 60–90 day pilot and compare cost-per-acquisition before scaling.

Q: How do I keep offers fair and compliant?

A: Keep transparent rules, retain logs for audits, show plain-language explanations of targeted promotions and let users opt-out of profiling. Also, cap maximum benefit per household to limit misuse.

Q: What metrics should I monitor?

A: Conversion rate (signup→deposit), KYC pass rate, abuse/duplicate account rate, average first deposit, 30/90-day retention, and incremental LTV attributable to the personalised no-deposit cohort.

Two small examples (realistic, anonymised)

Example A — Newbie cohort: a player registers, marks “casual” and selects “pokies.” The rule engine assigns 20 low-volatility spins on a high-RTP classic slot (max bet $0.50). Result: higher engagement, KYC completed voluntarily, first deposit AU$30 within 48 hours.

Example B — Experienced cohort: a registrant with prior history on-site (device fingerprint + cookie) but no deposit gets a small wager-free trial credit for a high-volatility Megaways slot plus a clear cap message. Result: smaller % uptake but higher average first deposit when they convert.

Operational and ethical guardrails

Hold on — this is crucial. Personalisation must not be manipulative.
Avoid nudges that create urgency where none exists (no fake timers).
Offer clear self-exclusion and deposit/session limit controls upfront.
Display 18+ and local help links (e.g., Gambling Help Online for Australian players).
Keep manual review accessible and maintain an appeals process for disputed offers or KYC rejections.

18+. Play responsibly. If gambling is causing harm, seek help: Gambling Help Online (https://www.gamblinghelponline.org.au). Verify identity early to avoid withdrawal delays. This article does not offer legal advice; operators should consult legal counsel about applicable jurisdictional laws.

Implementation timeline — a concise roadmap

  • Week 0–2: Data modelling and game taxonomy; legal review of T&Cs.
  • Week 2–6: Build rules engine, tag top 200 games, and design creative assets for offers.
  • Week 6–12: Launch A/B pilot (10% traffic personalised, 10% control); monitor KPIs closely.
  • Month 3–6: Add collaborative layer and anti-abuse scoring; refine segmentation.
  • Month 6+: Consider RL experiments with strict offline simulation and compliance oversight.

Final echo — pragmatic advice

Alright, check this out — personalisation that respects players and regulators wins.
Start small, instrument everything, and iterate.
A no-deposit bonus can be both a friendly handshake and a data point; use it to learn, not to trick.
If you get KYC right early and keep transparency high, the uplift in player trust and lifetime value will be visible within months.

Sources

  • https://www.acma.gov.au
  • https://www.gamblinghelponline.org.au
  • https://ieeexplore.ieee.org/document/8424119

About the Author

{author_name}, iGaming expert. I design player-first bonus programmes and have led personalization projects for online casinos that operate in AU-facing markets. I focus on measurable uplift, responsible gaming, and practical compliance.

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