Player Psychology: Why We Love Risk in Fantasy Sports Gambling

Hold on.
If you bet on fantasy sports, you probably already know the rush of a last-minute tackle that flips your week from doom to glory.
This article gives you practical tools to understand that rush, manage it, and make smarter choices the next time you draft or place a stake.
Read the quick checklist first if you want immediate actions.
Then keep going for the psychology, small math checks, and actionable habits that reduce regret and keep the game fun.

Here’s the thing.
Risk in fantasy sports is not just a numbers game — it’s a social, emotional, and cognitive cocktail.
Understanding the mix helps you stop chasing hot streaks and start exploiting edges that actually matter.
You’ll get a short decision framework, two mini-case examples, a comparison table of common approaches, and a middle-paragraph resource recommendation to try when you want a demo account or fresh site to test ideas.

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Why risk feels good (and why that can mislead you)

Wow.
Biologically, risk activates dopamine pathways tied to reward anticipation, not just reward receipt.
That means the excitement of choosing a risky captain or a differential player in fantasy sports often rewards you before you win.
On the other hand, losses trigger stronger emotional reactions than equivalent gains — loss aversion — which explains why a single blown captaincy feels worse than a small streak of wins feels good.
Knowing this helps you design rules that counterbalance emotion with simple arithmetic.

Practical framework: Decide → Size → Review (DSR)

Hold on.
Make a single decision rule and stick to it for each contest type.
Decide: define the role of risk in the lineup (e.g., “I will pick one high-variance differential in GPPs, none in cash games”).
Size: pre-commit stake sizes using fractions of your bankroll (recommendation: 1–2% for single contests; 3–5% for low-frequency tournament plays).
Review: after each session, log outcomes for three things: decision adherence, edge validity (was your risky pick supported by news/data?), and tilt incidents.
This short loop keeps emotions in check and turns feelings into data.

Mini-case: Two quick examples from common playstyles

Hold on.
Case A — The “Chase the Upside” Manager: Drafts several boom-or-bust rookies; hits a big payday in a tournament but then experiences long cold runs.
Outcome: big variance, high emotional cost, but occasionally large EV if the player’s research is unique.
Case B — The “Steady Builder”: Chooses high-floor players across most slots, targets single-entry cash games.
Outcome: fewer emotional spikes, more predictable short-term bankroll movement, slightly lower peak upside.
Both styles are valid — pick one to match your bankroll and temperament rather than switching mid-stream.

Small math check: Expected Value and Volatility in plain terms

Here’s the thing.
Expected Value (EV) is the long-run average result; variance measures how wild short-term results will be.
If your contest entry EV is +10% but volatility is high, you still need a bankroll big enough to endure downswings.
Simple rule: required bankroll = typical buy-in × (10 to 30) depending on event volatility and frequency.
So, for weekly GPPs at $50 a week, keep $500–$1,500 as working capital to manage variance comfortably.

Comparison table: Approaches to fantasy sports risk

Approach When to use it Pros Cons Bankroll rule
High-variance GPP targeting Large prize tournaments with many entrants Huge upside, capitalises on unique research Long losing streaks, stressful 1–3% per entry; 20–30× reserve
Low-variance cash games Head-to-heads and small multiplayer cash formats Stable bankroll growth, lower stress Lower ceiling, fewer massive wins 2–5% per entry; 10–15× reserve
Hybrid approach Balanced schedule (both GPP and cash) Diversified risk, schedule flexibility Requires discipline in allocation Allocate bankroll segments per format

How and where to test adjustments

Hold on.
Before you change everything, A/B test one variable for at least 20 contests.
Try a smaller stake or one fewer risky pick per build and log the change.
If you want a place to experiment with a large catalog of games, a modern instant-play site that offers demo spins and quick deposits can be useful for testing behavior under real conditions — check a reliable demo on the site linked here if you want one practical place to trial lineup psychology and bankroll rules without long onboarding.
Do not confuse demo comfort with real-money pressure; both teach different lessons.

Quick Checklist — immediate steps to apply

  • 18+ only: confirm you’re legally allowed to play in your jurisdiction.
  • Set a weekly loss limit and a session time cap before you play.
  • Pre-commit to bankroll fractions per event type (write them down).
  • Choose one decision rule per contest type (e.g., “one differential max in GPPs”).
  • Log every contest for 30 days: stake, rule followed, emotion (tilt?), result.

Common Mistakes and How to Avoid Them

  • Chasing losses: Mistake — increasing stake after a loss. Fix — enforce a mandatory 24-hour pause and reduce stake size by 50% after two consecutive losses.
  • Confirmation bias in research: Mistake — seeing only info that supports your pick. Fix — create a 3-point checklist (form, matchup, news) and require two positives to play a risky pick.
  • Overtrading your bankroll: Mistake — too many entries across contests. Fix — cap active entries to a fixed percentage of bankroll (max 10% at any one time).
  • Ignoring tilt: Mistake — playing while angry or tired. Fix — use session timers and a simple “no-play” rule if you score <6 hours sleep or feel emotionally charged.

Mini-FAQ

Q: How much of my bankroll should I risk on a single fantasy contest?

A: For beginners, 1–2% of total bankroll is conservative and keeps you in the game through variance. For low-variance cash formats, 2–5% is reasonable. Adjust by comfort and contest type.

Q: Is it smarter to play many small contests or a few big ones?

A: It depends on your edge. If you have unique research that others don’t, fewer big GPPs can exploit that. If you prefer steady returns, many small cash games with consistent lineups work better.

Q: How do I know if I’m tilting?

A: Common signs: faster decision-making, ignoring your rules, rash staking increases. The cure is a forced break, logging the session, and returning only after reviewing the mistake list you created.

Q: Can psychology be trained?

A: Yes. Simple trainings — pre-commitment devices, checklist discipline, and small repeated exposures to controlled risk — reduce emotional reactivity over time. Treat it like a sport: skills improve with practice.

Small original exercises you can do in a weekend

Hold on.
Exercise 1: The 20-contest rule. Pick one variable (e.g., reduce risky picks by one) and run it for 20 contests. Compare ROI and emotional diary notes.
Exercise 2: The “No-Postmortem” challenge. After eight contests, review only the decisions you made — not the outcomes — to see whether process or luck drove results.
These exercises train you to value process over short-term variance and reveal biases you didn’t realise you had.

Tools and approaches — quick comparison

Tool/Approach Use case Ease of setup Behavioral benefit
Spreadsheet logging All players Easy Turns emotion into analyzable data
Third-party lineup optimisers Research assistance Medium Reduces cognitive load, but can create overreliance
Demo / play-money rooms Testing rules and risk appetite Easy Safe practice under low pressure

Here’s what bugs me: demo play can feel different than real-money pressure, so always test the same decision rules in both environments before fully switching stakes.
If you need a place to try demo interactions or a modern instant-play environment before using real funds, the example site referenced earlier offers a large game library and fast onboarding to practise your routines.

18+ only. If gambling is causing harm, get help: Gambling Help Online (phone 1800 858 858) or visit gamblinghelponline.org.au for Australian resources. Set deposit and loss limits, use self-exclusion if needed, and always treat bankrolls as entertainment budgets.

Final Echo — a different perspective on the thrill

Hold on.
To be honest, the love of risk in fantasy sports mixes social status, identity, and a desire for narrative — you’re not just chasing money; you’re proving a prediction.
That’s why wins feel like proof and losses feel like personal failure.
So change the story: reward process, not outcome. Celebrate disciplined decisions and incremental learning.
Over time you’ll get the psychological benefits of risk with fewer emotional costs — and that’s the real win.

Sources

  • https://www.jstor.org/stable/1914185
  • https://www.gamblinghelponline.org.au
  • https://aifs.gov.au/agrc

About the Author

Liam Archer, iGaming expert. Liam has ten years’ experience studying player behaviour across fantasy sports and online casino formats, combining hands-on play with academic research and product testing. He writes practical guides to help players keep gambling enjoyable and sustainable.

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