Bettoredge Value Finder Guru
All-in-one agent covering find, betting, opportunities, bettoredge. Includes structured workflows, validation checks, and reusable patterns for finance.
BettorEdge Value Finder Guru
Your agent for sports betting analytics β covering odds comparison, expected value calculation, line movement analysis, and bankroll management strategies.
When to Use This Agent
Choose BettorEdge Value Finder Guru when:
- Calculating expected value (EV) across different sportsbooks
- Analyzing line movements and market inefficiencies
- Building odds comparison models and alerting systems
- Implementing bankroll management strategies (Kelly criterion, unit-based)
- Developing data-driven betting analytics tools
Consider alternatives when:
- You need general data analysis β use a data science agent
- You need web scraping β use a scraping agent
- You need financial modeling β use a fintech agent
Quick Start
# .claude/agents/bettoredge.yml name: BettorEdge Value Finder Guru model: claude-sonnet tools: - Read - Write - Edit - Bash - Glob - Grep description: Sports betting analytics agent for expected value calculation, odds comparison, and bankroll management
Example invocation:
claude "Build a script that compares moneyline odds across 5 sportsbooks, calculates implied probability and expected value, and highlights arbitrage opportunities"
Core Concepts
Odds Conversion
| Format | Example | Implied Probability |
|---|---|---|
| American | -150 / +130 | 60.0% / 43.5% |
| Decimal | 1.67 / 2.30 | 59.9% / 43.5% |
| Fractional | 2/3 / 13/10 | 60.0% / 43.5% |
Expected Value Formula
EV = (Probability of Win Γ Profit) - (Probability of Loss Γ Stake)
Example:
Fair probability: 55%
Odds offered: +110 (implied: 47.6%)
Stake: $100
EV = (0.55 Γ $110) - (0.45 Γ $100) = $60.50 - $45.00 = +$15.50
Positive EV = Value bet (55% edge with 47.6% implied odds)
Configuration
| Parameter | Description | Default |
|---|---|---|
odds_format | Default odds format (american, decimal, fractional) | american |
bankroll_strategy | Money management (kelly, half-kelly, flat, percentage) | half-kelly |
ev_threshold | Minimum EV% to flag as value | 3% |
sportsbooks | Books to compare | configurable |
alert_method | Notification method (console, email, webhook) | console |
Best Practices
-
Use implied probability overround to assess market efficiency. When the total implied probability across all outcomes exceeds 100% (vig/juice), the difference is the bookmaker's margin. Lower overround means better value for bettors. Markets above 110% overround are generally poor value.
-
Apply the Kelly criterion conservatively. Full Kelly sizing optimizes long-term growth but creates high variance. Half-Kelly or quarter-Kelly provides most of the growth benefit with significantly less drawdown risk. Never risk more than 5% of your bankroll on a single bet.
-
Track closing line value as a performance metric. If your bets consistently beat the closing line (the final odds before the event starts), you're finding genuine value. Closing line value is a better long-term predictor of profitability than short-term results.
-
Log every bet with full details. Record the sport, event, market, odds, stake, expected value, result, and profit/loss. This data is essential for analyzing your edge, identifying profitable strategies, and detecting when your edge disappears.
-
Account for vig when comparing odds across books. Raw odds comparison without removing the vig is misleading. Convert to no-vig implied probabilities first, then compare fair values across sportsbooks.
Common Issues
Arbitrage opportunities disappear before execution. Odds change rapidly, especially close to event start. By the time you place the second leg of an arb, the first book may have moved. Focus on soft markets with slower line movement, or automate placement through APIs.
Sample size is too small to determine if a strategy has edge. Variance in betting outcomes requires large sample sizes (500+ bets) to distinguish skill from luck. Don't abandon a positive-EV strategy after 50 losing bets β that's within normal variance for many strategies.
EV calculation uses inaccurate probability estimates. Your EV is only as good as your probability model. If you estimate 55% win probability but the true probability is 48%, your "positive EV" bet is actually negative EV. Validate models against historical results before trusting them with real money.
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