{"id":10022,"date":"2026-08-20T01:03:44","date_gmt":"2026-08-19T16:03:44","guid":{"rendered":"https:\/\/prosper-yamagata.com\/?p=10022"},"modified":"2026-08-20T01:03:44","modified_gmt":"2026-08-19T16:03:44","slug":"sharp-money-vs-public-action-where-value-really-hides","status":"publish","type":"post","link":"https:\/\/prosper-yamagata.com\/index.php\/2026\/08\/20\/sharp-money-vs-public-action-where-value-really-hides\/","title":{"rendered":"Sharp Money vs. Public Action: Where Value Really Hides"},"content":{"rendered":"<p>Compare Today&#8217;s Best Betting Odds Across All Major Sportsbooks<br \/>\n<img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width=\"607px\" alt=\"Best betting odds\" 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\"\/><\/p>\n<p>What if you could consistently identify the most favorable returns before placing a wager? <strong>Best betting odds<\/strong> serve as a precise benchmark that compares pricing across multiple bookmakers, ensuring you secure the highest possible payout for every selection. By referencing this value, you instantly transform a standard bet into an optimized stake, as even fractional differences compound into meaningful profit over time. To leverage it effectively, simply check the displayed rate against your target market and lock in the superior number before the line shifts.<\/p>\n<div class=\"dp_toc_container pos-before_first_h allow-toggle\" role=\"navigation\" data-margin=\"30\"><p class=\"toc_title_block\"><span class=\"toc_title icon-list\">INDEX<\/span><span class=\"toc_toggle icon-up-open\" role=\"button\"><\/span><\/p><ul class=\"dp_toc_ul has_title\"><li><a href=\"#sharp-money-vs-public-action-where-value-really-hides-1\">Sharp Money vs. Public Action: Where Value Really Hides<\/a><ul><li><a href=\"#why-the-opening-number-rarely-reflects-the-true-probability-2\">Why the Opening Number Rarely Reflects the True Probability<\/a><\/li><li><a href=\"#identifying-reverse-line-movement-before-it-disappears-3\">Identifying Reverse Line Movement Before It Disappears<\/a><\/li><li><a href=\"#the-role-of-steam-moves-in-shaping-market-consensus-4\">The Role of Steam Moves in Shaping Market Consensus<\/a><\/li><\/ul><\/li><li><a href=\"#comparing-bookmaker-margins-across-major-platforms-5\">Comparing Bookmaker Margins Across Major Platforms<\/a><ul><li><a href=\"#how-vigorish-percentages-differ-between-retail-and-pinnacle-style-books-6\">How Vigorish Percentages Differ Between Retail and Pinnacle-Style Books<\/a><\/li><li><a href=\"#decimal-vs-american-odds-spotting-the-same-price-different-dress-7\">Decimal vs. American Odds: Spotting the Same Price, Different Dress<\/a><\/li><li><a href=\"#weekly-margin-audits-for-parlay-and-same-game-multiplier-products-8\">Weekly Margin Audits for Parlay and Same-Game Multiplier Products<\/a><\/li><\/ul><\/li><li><a href=\"#exploiting-closing-line-value-clv-as-a-core-metric-9\">Exploiting Closing Line Value (CLV) as a Core Metric<\/a><ul><li><a href=\"#tracking-your-wager-against-the-final-number-10\">Tracking Your Wager Against the Final Number<\/a><\/li><li><a href=\"#why-beating-the-closing-line-is-more-profitable-than-winning-often-11\">Why Beating the Closing Line Is More Profitable Than Winning Often<\/a><\/li><li><a href=\"#tools-and-spreadsheets-for-monitoring-clv-over-500-bets-12\">Tools and Spreadsheets for Monitoring CLV Over 500 Bets<\/a><\/li><\/ul><\/li><li><a href=\"#sport-specific-pricing-quirks-that-create-edges-13\">Sport-Specific Pricing Quirks That Create Edges<\/a><ul><li><a href=\"#nfl-totals-why-late-week-moves-signal-undervalued-unders-14\">NFL Totals: Why Late Week Moves Signal Undervalued Unders<\/a><\/li><li><a href=\"#tennis-live-markets-momentum-overrides-pre-match-accuracy-15\">Tennis Live Markets: Momentum Overrides Pre-Match Accuracy<\/a><\/li><li><a href=\"#basketball-quarter-lines-vs-full-game-spreads-a-liquidity-trap-16\">Basketball Quarter Lines vs. Full Game Spreads\u2014A Liquidity Trap<\/a><\/li><li><a href=\"#soccer-asian-handicaps-the-hidden-precision-in-half-goal-lines-17\">Soccer Asian Handicaps: The Hidden Precision in Half-Goal Lines<\/a><\/li><\/ul><\/li><li><a href=\"#arbitrage-and-middle-finding-in-modern-aggregator-feeds-18\">Arbitrage and Middle Finding in Modern Aggregator Feeds<\/a><ul><li><a href=\"#cross-book-discrepancies-lasting-more-than-a-minute-rare-but-real-19\">Cross-Book Discrepancies Lasting More Than a Minute\u2014Rare but Real<\/a><\/li><li><a href=\"#calculating-true-arbitrage-with-stake-allocation-formulas-20\">Calculating True Arbitrage with Stake Allocation Formulas<\/a><\/li><li><a href=\"#the-decline-of-traditional-middles-in-the-age-of-synced-pricing-21\">The Decline of Traditional Middles in the Age of Synced Pricing<\/a><\/li><\/ul><\/li><li><a href=\"#betting-exchanges-vs-fixed-odds-shops-for-maximum-payout-22\">Betting Exchanges vs. Fixed-Odds Shops for Maximum Payout<\/a><ul><li><a href=\"#when-backing-on-an-exchange-yields-lower-effective-margins-23\">When Backing on an Exchange Yields Lower Effective Margins<\/a><\/li><li><a href=\"#lay-betting-as-a-way-to-profit-from-overinflated-favorites-24\">Lay Betting as a Way to Profit from Overinflated Favorites<\/a><\/li><li><a href=\"#commission-tiers-and-premium-charges-do-they-eat-your-edge-25\">Commission Tiers and Premium Charges\u2014Do They Eat Your Edge?<\/a><\/li><\/ul><\/li><li><a href=\"#the-impact-of-betting-limits-on-long-term-return-26\">The Impact of Betting Limits on Long-Term Return<\/a><ul><li><a href=\"#soft-books-that-cap-winners-vs-sharp-books-that-welcome-them-27\">Soft Books That Cap Winners vs. Sharp Books That Welcome Them<\/a><\/li><li><a href=\"#using-lower-limits-as-a-screening-tool-for-mispriced-parlays-28\">Using Lower Limits as a Screening Tool for Mispriced Parlays<\/a><\/li><li><a href=\"#structuring-stakes-to-avoid-excessive-kyc-scrutiny-29\">Structuring Stakes to Avoid Excessive KYC Scrutiny<\/a><\/li><\/ul><\/li><li><a href=\"#live-betting-odds-how-in-play-pricing-decays-differently-30\">Live Betting Odds: How In-Play Pricing Decays Differently<\/a><ul><li><a href=\"#the-first-five-minutes-of-a-match-where-inefficiencies-peak-31\">The First Five Minutes of a Match\u2014Where Inefficiencies Peak<\/a><\/li><li><a href=\"#cash-out-offers-as-an-implicit-odds-adjustment-32\">Cash-Out Offers as an Implicit Odds Adjustment<\/a><\/li><li><a href=\"#fading-public-money-during-timeout-and-commercial-breaks-33\">Fading Public Money During Timeout and Commercial Breaks<\/a><\/li><\/ul><\/li><li><a href=\"#niche-markets-with-fat-margins-esports-politics-and-novelty-props-34\">Niche Markets with Fat Margins: Esports, Politics, and Novelty Props<\/a><ul><li><a href=\"#cs2-map-handicaps-where-bookmakers-overestimate-favorites-35\">CS2 Map Handicaps\u2014Where Bookmakers Overestimate Favorites<\/a><\/li><li><a href=\"#election-markets-and-the-hidden-correlation-between-polling-noise-and-prices-36\">Election Markets and the Hidden Correlation Between Polling Noise and Prices<\/a><\/li><li><a href=\"#award-show-and-reality-tv-betting-why-sharp-players-avoid-them-37\">Award Show and Reality TV Betting\u2014Why Sharp Players Avoid Them<\/a><\/li><\/ul><\/li><li><a href=\"#data-driven-odds-comparison-manual-checks-vs-api-automation-38\">Data-Driven Odds Comparison: Manual Checks vs. API Automation<\/a><ul><li><a href=\"#building-a-simple-spreadsheet-that-flags-divergent-payouts-39\">Building a Simple Spreadsheet That Flags Divergent Payouts<\/a><\/li><li><a href=\"#free-vs-paid-odds-feeds-what-latency-and-breadth-are-worth-40\">Free vs. Paid Odds Feeds\u2014What Latency and Breadth Are Worth<\/a><\/li><li><a href=\"#filtering-out-suspended-or-stale-lines-in-real-time-scrapes-41\">Filtering Out Suspended or Stale Lines in Real-Time Scrapes<\/a><\/li><\/ul><\/li><li><a href=\"#psychological-biases-that-distort-perceived-value-42\">Psychological Biases That Distort Perceived Value<\/a><ul><li><a href=\"#anchor-pricing-why-the-first-number-you-see-feels-like-the-best-43\">Anchor Pricing: Why the First Number You See Feels Like the Best<\/a><\/li><li><a href=\"#confirmation-bias-in-reading-market-movement-narratives-44\">Confirmation Bias in Reading Market Movement Narratives<\/a><\/li><li><a href=\"#overvaluing-recent-form-when-the-market-already-adjusted-45\">Overvaluing Recent Form When the Market Already Adjusted<\/a><\/li><\/ul><\/li><li><a href=\"#seasonal-and-timing-patterns-for-superior-payouts-46\">Seasonal and Timing Patterns for Superior Payouts<\/a><ul><li><a href=\"#early-week-moonshots-taking-unders-before-sharp-money-hits-47\">Early Week Moonshots: Taking Unders Before Sharp Money Hits<\/a><\/li><li><a href=\"#holiday-slate-compression-when-bookmakers-simplify-their-pricing-48\">Holiday Slate Compression\u2014When Bookmakers Simplify Their Pricing<\/a><\/li><li><a href=\"#monday-morning-fog-post-sunday-adjustments-that-overshoot-49\">Monday Morning Fog: Post-Sunday Adjustments That Overshoot<\/a><\/li><\/ul><\/li><li><a href=\"#localized-bookmakers-vs-global-giants-currency-and-tax-effects-50\">Localized Bookmakers vs. Global Giants\u2014Currency and Tax Effects<\/a><ul><li><a href=\"#why-offshore-books-offer-better-lines-on-regional-leagues-51\">Why Offshore Books Offer Better Lines on Regional Leagues<\/a><\/li><li><a href=\"#currency-fluctuations-subtly-changing-your-effective-stake-52\">Currency Fluctuations Subtly Changing Your Effective Stake<\/a><\/li><li><a href=\"#withholding-taxes-on-winnings-should-you-factor-them-into-comparison-53\">Withholding Taxes on Winnings\u2014Should You Factor Them Into Comparison?<\/a><\/li><\/ul><\/li><li><a href=\"#testing-your-own-price-discovery-with-synthetic-bets-54\">Testing Your Own Price Discovery with Synthetic Bets<\/a><ul><li><a href=\"#paper-trading-odds-movements-without-financial-risk-55\">Paper Trading Odds Movements Without Financial Risk<\/a><\/li><li><a href=\"#backtesting-historical-lines-to-pinpoint-consistent-overpricing-56\">Backtesting Historical Lines to Pinpoint Consistent Overpricing<\/a><\/li><li><a href=\"#creating-a-personal-odds-index-to-outperform-any-single-sportsbook-57\">Creating a Personal Odds Index to Outperform Any Single Sportsbook<\/a><\/li><\/ul><\/li><li><a href=\"#how-to-spot-the-most-competitive-odds-before-you-place-a-bet-58\">How to Spot the Most Competitive Odds Before You Place a Bet<\/a><ul><li><a href=\"#what-makes-a-betting-line-truly-best-vs-just-average-59\">What Makes a Betting Line Truly \u201cBest\u201d vs. Just Average<\/a><\/li><li><a href=\"#the-simple-math-behind-comparing-payouts-across-different-bookmakers-60\">The Simple Math Behind Comparing Payouts Across Different Bookmakers<\/a><\/li><li><a href=\"#why-decimal-odds-are-easier-to-compare-than-fractions-or-american-lines-61\">Why Decimal Odds Are Easier to Compare Than Fractions or American Lines<\/a><\/li><\/ul><\/li><li><a href=\"#practical-ways-to-lock-in-higher-payouts-on-every-wager-you-make-62\">Practical Ways to Lock in Higher Payouts on Every Wager You Make<\/a><ul><li><a href=\"#using-odds-comparison-tools-to-find-the-highest-return-in-seconds-63\">Using Odds Comparison Tools to Find the Highest Return in Seconds<\/a><\/li><li><a href=\"#how-small-differences-in-odds-add-up-to-significant-long-term-profit-64\">How Small Differences in Odds Add Up to Significant Long-Term Profit<\/a><\/li><li><a href=\"#timing-your-bets-to-catch-early-lines-or-late-market-shifts-65\">Timing Your Bets to Catch Early Lines or Late-Market Shifts<\/a><\/li><\/ul><\/li><li><a href=\"#choosing-the-right-bookmaker-platform-to-get-the-best-value-66\">Choosing the Right Bookmaker Platform to Get the Best Value<\/a><ul><li><a href=\"#key-features-to-look-for-live-pricing-low-margins-and-instant-payouts-67\">Key Features to Look for: Live Pricing, Low Margins, and Instant Payouts<\/a><\/li><li><a href=\"#how-to-test-a-platforms-odds-quality-without-depositing-real-money-68\">How to Test a Platform\u2019s Odds Quality Without Depositing Real Money<\/a><\/li><li><a href=\"#understanding-overround-and-how-it-affects-your-potential-winnings-69\">Understanding Overround and How It Affects Your Potential Winnings<\/a><\/li><\/ul><\/li><li><a href=\"#smart-strategies-for-maximizing-value-on-specific-bet-types-70\">Smart Strategies for Maximizing Value on Specific Bet Types<\/a><ul><li><a href=\"#when-to-take-the-best-odds-on-moneyline-bets-vs-point-spreads-71\">When to Take the Best Odds on Moneyline Bets vs. Point Spreads<\/a><\/li><li><a href=\"#getting-the-most-out-of-over-under-and-prop-bet-pricing-72\">Getting the Most Out of Over\/Under and Prop Bet Pricing<\/a><\/li><li><a href=\"#how-to-leverage-boosted-odds-and-special-offers-without-getting-trapped-73\">How to Leverage Boosted Odds and Special Offers Without Getting Trapped<\/a><\/li><\/ul><\/li><li><a href=\"#common-mistakes-that-lower-your-effective-odds-and-how-to-avoid-them-74\">Common Mistakes That Lower Your Effective Odds and How to Avoid Them<\/a><ul><li><a href=\"#why-always-betting-at-the-first-bookmaker-you-see-costs-you-money-75\">Why Always Betting at the First Bookmaker You See Costs You Money<\/a><\/li><li><a href=\"#ignoring-draws-or-alternate-lines-and-missing-out-on-higher-returns-76\">Ignoring Draws or Alternate Lines and Missing Out on Higher Returns<\/a><\/li><li><a href=\"#how-to-quickly-calculate-whether-a-promo-code-actually-improves-your-price-77\">How to Quickly Calculate Whether a Promo Code Actually Improves Your Price<\/a><\/li><\/ul><\/div><h2 id=\"sharp-money-vs-public-action-where-value-really-hides-1\">Sharp Money vs. Public Action: Where Value Really Hides<\/h2>\n<p>Sharp money and public action diverge most visibly in the best betting odds\u2019 closing line movement. Sharp bettors target inflated prices early, forcing bookmakers to adjust numbers before the public floods in. The value hides in the <strong>opposite direction of the public\u2019s sentimental wagers<\/strong>, especially on overhyped favorites or overs. When best betting odds drift upward despite heavy public money, that signals sharp liability, not casual cash. <strong>Follow reverse line movement<\/strong> on mainstream games, as sharp action often pins a number that the public later pushes further, creating a short-lived window. The true edge lies in identifying when the market\u2019s opening number was already efficient, then acting before the public distorts it. <em>Public action reveals sentiment, but sharp action reveals the price\u2019s actual floor and ceiling.<\/em> Compare multiple books\u2019 odds shifts, not just the final number, to spot where sharp money first landed.<\/p>\n<h3 id=\"why-the-opening-number-rarely-reflects-the-true-probability-2\">Why the Opening Number Rarely Reflects the True Probability<\/h3>\n<p>The opening number is a <strong>soft market price<\/strong>, not a probability survey. Bookmakers set it to balance early liability and provoke sharp action, not to reflect true outcome chances. Sharp syndicates wait for this number because it is deliberately inflated or deflated to draw public money, then they hammer it once they identify the mispricing. The true probability only emerges after the first significant sharp bet moves the line; before that, the price is a starting auction, not a verdict. This is why blindly betting the open yields poor value\u2014you are wagering against a number designed for negotiation, not accuracy.<\/p>\n<ul>\n<li>Openers are set using early power ratings, often stale or generic per matchup.<\/li>\n<li>They include a built-in margin to split public action evenly, distorting true odds.<\/li>\n<li>Sharp bettors only reveal their probability models after the open, making it inherently incomplete.<\/li>\n<\/ul>\n<h3 id=\"identifying-reverse-line-movement-before-it-disappears-3\">Identifying Reverse Line Movement Before It Disappears<\/h3>\n<p>To catch <strong>reverse line movement before it disappears<\/strong>, monitor closing lines rather than opening ones\u2014sharp money often arrives late to avoid inflating odds. When a public team\u2019s percentage of bets rises but the odds drift against them, that\u2019s your signal; the book is adjusting to a heavy sharp wager on the opposite side. Act within minutes of this shift, because once the market recalibrates, the value gap narrows. Cross-check live odds against betting percentages from multiple sportsbooks; if one breaks rank while others hold steady, the anomaly is the sharp\u2019s footprint. <em>Patience until an hour before tipoff yields the clearest signal, but hesitation costs you the price.<\/em> Bookmakers rarely let such inefficiency persist past the final betting window. <\/p>\n<h3 id=\"the-role-of-steam-moves-in-shaping-market-consensus-4\">The Role of Steam Moves in Shaping Market Consensus<\/h3>\n<p>Steam moves\u2014rapid, synchronized odds shifts across multiple books\u2014are the market\u2019s loudest signal that <strong>sharp money is forcing a consensus<\/strong>. When a line moves 20 cents in minutes without public betting volume, it\u2019s not noise; it\u2019s informed capital establishing a price floor. For odds shoppers, recognizing a steam move means acting before the bookmaker re-balances, locking in the pre-shift price. You don\u2019t chase the move; you anticipate its endpoint by watching which side triggers the first break. <em>A steam move that holds at a new number confirms the sharp\u2019s edge, while a reversal signals the market overcorrected.<\/em> The value window exists only between the initial trigger and the final consensus, so your timing defines your profitability.<\/p>\n<ul>\n<li>Steam moves reveal the true direction of heavy, informed money before public bettors catch on.<\/li>\n<li>Check multiple books for simultaneous line shifts\u2014a single-book move is often a trap, not a steam signal.<\/li>\n<li>Act on the first 10\u201315 cent break, then let the consensus form; the best odds vanish within seconds.<\/li>\n<li>Track the opening number against the steam target to gauge how much value remains.<\/li>\n<\/ul>\n<h2 id=\"comparing-bookmaker-margins-across-major-platforms-5\">Comparing Bookmaker Margins Across Major Platforms<\/h2>\n<p>When you chase the best betting odds, comparing bookmaker margins across major platforms is the quiet engine of long-term profit. A margin of 5% versus 3% on a Premier League match might feel negligible per bet, but over a season, that 2% gap silently erodes your bankroll. I\u2019ve seen bettors stick with a familiar site out of habit, only to realize their odds are consistently 0.15 decimal points lower than a rival\u2019s. The trick is to check the same market\u2014say, a 1X2 or over\/under\u2014across three or four platforms right before placing a wager. <strong>That five-minute scan often reveals a 4% margin on one site and a stubborn 7% on another.<\/strong> Q: How do you spot the sharpest book quickly? A: Compare the odds for a heavily favored outcome\u2014the lower the margin, the closer the price to the true probability, and that\u2019s your best bet.<\/p>\n<h3 id=\"how-vigorish-percentages-differ-between-retail-and-pinnacle-style-books-6\">How Vigorish Percentages Differ Between Retail and Pinnacle-Style Books<\/h3>\n<p>Retail books\u2014think brick-and-mortar casinos or standard online shops\u2014typically bake a hefty <strong>vigorish percentage difference<\/strong> of 4% to 10% into two-way markets, punishing casual bettors with inflated prices. Pinnacle-style books, by contrast, operate on razor-thin margins, often hovering near 2% on major leagues, because they welcome sharp money and profit on volume rather than per-bet penalties. That gap transforms your odds: a -110 retail line implies 4.76% vig, while a Pinnacle -104 line slashes it to roughly 1.92%. Over a season, this means retail bettors lose significantly more to the house on every wager, whereas Pinnacle-style platforms let skilled players preserve bankrolls and chase true value without fighting a stacked deck.<\/p>\n<h3 id=\"decimal-vs-american-odds-spotting-the-same-price-different-dress-7\">Decimal vs. American Odds: Spotting the Same Price, Different Dress<\/h3>\n<p>Decimal and American odds present identical probabilities in different arithmetic clothing\u2014a +150 underdog in US format is simply 2.50 decimal, while -200 translates to 1.50. To <strong>spot the same price across formats<\/strong>, convert mentally: for positive American odds, divide by 100 and add 1; for negative, divide 100 by the number (ignoring the minus) and add 1. A <mark>breakeven point<\/mark> of 2.00 decimal equals +100 American, meaning any decimal below that requires a negative American line. When comparing bookmaker margins, always normalize to one format first\u2014otherwise, a 1.91 decimal (\u2011110) and a 2.10 decimal (+110) look closer than they are. Quick reference:<\/p>\n<table>\n<thead>\n<tr>\n<th>Decimal<\/th>\n<th>American<\/th>\n<th>Implied Probability<\/th>\n<\/tr>\n<\/thead>\n<tbody>\n<tr>\n<td>1.50<\/td>\n<td>\u2011200<\/td>\n<td>66.7%<\/td>\n<\/tr>\n<tr>\n<td>2.00<\/td>\n<td>+100<\/td>\n<td>50%<\/td>\n<\/tr>\n<tr>\n<td>3.00<\/td>\n<td>+200<\/td>\n<td>33.3%<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p>Master this conversion to avoid overpaying for the same odds dressed differently across platforms.<\/p>\n<h3 id=\"weekly-margin-audits-for-parlay-and-same-game-multiplier-products-8\">Weekly Margin Audits for Parlay and Same-Game Multiplier Products<\/h3>\n<p>For bettors comparing best betting odds, <strong>weekly margin audits for parlay and same-game multiplier products<\/strong> are essential because these markets conceal far larger built-in edges than straight wagers. Each leg added multiplies the bookmaker\u2019s theoretical take, so a single weekly check reveals whether a platform\u2019s combined margin stays under 15% or balloons past 25%. Track the exact multiplier applied to your combined odds, then strip out the boost to calculate the true baseline margin. If the audit shows that a platform\u2019s parlay margin drifts upward without a corresponding payout change, switch to a competitor with flatter, leg-consistent pricing. Performing this audit every seven days catches silent repricing before it erodes your long-term returns.<\/p>\n<h2 id=\"exploiting-closing-line-value-clv-as-a-core-metric-9\">Exploiting Closing Line Value (CLV) as a Core Metric<\/h2>\n<p>To truly bank long-term profits, you must pivot from chasing winners to <strong>exploiting Closing Line Value (CLV) as a core metric<\/strong>. The closing line is the sharpest consensus of true probability, so if you consistently grab better odds than the final number, you\u2019ve beaten the market before the event even starts. For the sharpest <strong>best betting odds<\/strong>, your edge isn\u2019t the result\u2014it\u2019s the price discrepancy. Track every wager\u2019s opening line against its closing counterpart; a positive differential means you are extracting value that bookmakers mispriced. This discipline separates recreational bettors from professionals. When you see your average CLV above 2%, your staking plan is validated, and variance becomes irrelevant. Stop evaluating your picks by wins and losses\u2014evaluate them by the gap you created. That gap is your only true, measurable edge.<\/p>\n<h3 id=\"tracking-your-wager-against-the-final-number-10\">Tracking Your Wager Against the Final Number<\/h3>\n<p>To truly exploit closing line value, you must log your pick alongside the <strong>final pre-game number<\/strong>, not the opening odds. After the market settles, compare your recorded wager to that closing line. If your bet landed at +140 and the final number is +120, your edge is confirmed\u2014you beat the sharpest consensus. Record this delta for every wager, separating by sport and bet type, to isolate where your predictive model genuinely outperforms the market. A consistent positive CLV means you are pricing efficiently; a negative CLV, despite winning bets, signals long-term fragility. Maintain this ledger manually or via a spreadsheet, updating each result within minutes of the market lock.<\/p>\n<blockquote><p>Tracking your wager against the final number is the only objective audit of whether your odds beat the market\u2019s sharpest verdict.<\/p><\/blockquote>\n<h3 id=\"why-beating-the-closing-line-is-more-profitable-than-winning-often-11\">Why Beating the Closing Line Is More Profitable Than Winning Often<\/h3>\n<p>Chasing a high win rate is a trap; the sharpest profit edge lies in <strong>beating the closing line value<\/strong>. A bettor who wins 45% of bets at odds consistently above the final market price outearns a gambler winning 60% at value-less, inflated numbers. The closing line reflects the aggregated wisdom of all sharp money\u2014if you secure better odds before that shift, you bank mathematical overlay, not variance. Winning often feels good, but it masks poor pricing. Conversely, losing a few CLV-positive bets still builds long-term ROI because your average payout exceeds true probability. The market is the benchmark; outperform it, and frequency becomes irrelevant. Profit follows price, not scoreboard luck.<\/p>\n<p><strong>Q: Why is beating the closing line more profitable than winning often?<\/strong><br \/>\nA: Because closing odds represent the most efficient probability estimate. If your accepted odds are consistently higher than that final number, every bet carries positive expected value\u2014even when you lose. Frequent winners at bad prices slowly bleed bankroll, while rare winners at sharp prices compound wealth.<\/p>\n<h3 id=\"tools-and-spreadsheets-for-monitoring-clv-over-500-bets-12\">Tools and Spreadsheets for Monitoring CLV Over 500 Bets<\/h3>\n<p>To truly judge whether you\u2019re beating the closing line, you need a tracking system that survives the long haul\u2014not just a few lucky days. A simple Google Sheet works, but the real power comes from logging your <strong>stake, starting odds, and the final closing odds<\/strong> for every single bet, then calculating your average CLV percentage per event. After 500 bets, that average becomes statistically meaningful, so set up a column that automatically flags any day where your CLV dips below a threshold you set. Better yet, use a dedicated tool like Bet Angel or a custom Excel macro to pull historical odds directly from exchanges, cutting out manual entry errors. The key is consistency: log every bet, no exceptions, and review your rolling 100-bet window monthly to spot trends. <mark>Spreadsheet formulas<\/mark> can auto-generate a simple win\/loss and CLV correlation chart, which tells you if your edge is real or just variance. <\/p>\n<blockquote><p>After 500 logged bets, your spreadsheet\u2019s average CLV is the single clearest signal of whether your odds-shopping strategy actually beats the market\u2014so build it to auto-calculate daily and review weekly.<\/p><\/blockquote>\n<h2 id=\"sport-specific-pricing-quirks-that-create-edges-13\">Sport-Specific Pricing Quirks That Create Edges<\/h2>\n<p>In low-scoring sports like soccer or hockey, the <strong>draw price<\/strong> is where sharp bettors often find edges, because books routinely round 3-way odds to clean numbers, leaving the true probability slightly off. Tennis presents a quirk with <strong>set handicaps<\/strong>: a server\u2019s dominance in tiebreaks can make the -1.5 sets line overpriced, while the +1.5 becomes value on underdogs who win long games. In basketball, <strong>alternate spreads<\/strong> (like +7.5 vs +8) carry inconsistent vig across books\u2014one site may juice the half-point by 10 cents, another by 20, so you can shop for the cheapest path. Similarly, baseball\u2019s <strong>run line<\/strong> often has a fixed -1.5\/+1.5 price, but the gap between aces and mediocre starters creates mispriced favorites when the total is low. <mark>Always compare the same prop across three books before settling<\/mark>, because these quirks are sport-specific and rarely corrected in real time.<\/p>\n<h3 id=\"nfl-totals-why-late-week-moves-signal-undervalued-unders-14\">NFL Totals: Why Late Week Moves Signal Undervalued Unders<\/h3>\n<p>Late-week totals that drop sharply often scream <strong>undervalued unders<\/strong> in NFL betting. When sharp money pushes a line from 47.5 down to 45.5 by Sunday morning, it\u2019s usually weather, injuries, or coaching leaks\u2014not public panic. You can grab the under at a better number before the market fully adjusts. The key is timing: monitor Tuesday openers, then check again Saturday night. If the total moves two full points without headline news, trust the move and bet the under early.<\/p>\n<ul>\n<li>Track line movement from Tuesday to Sunday\u2014late drops signal sharp action.<\/li>\n<li>Compare the closing total to the opener; a two-point slide favors unders.<\/li>\n<li>Bet before kickoff when the lower number still exists.<\/li>\n<\/ul>\n<h3 id=\"tennis-live-markets-momentum-overrides-pre-match-accuracy-15\">Tennis Live Markets: Momentum Overrides Pre-Match Accuracy<\/h3>\n<p>In tennis live markets, the pre-match price is a ghost once the first serve lands. Sharp bettors know that <strong>momentum overrides pre-match accuracy<\/strong>, because a player\u2019s current physical state and shot rhythm matter more than any opening number. When a heavy favorite drops a set but is crushing winners, live odds often lag the true shift in control. Conversely, if an underdog\u2019s energy visibly flags after a long tiebreak, the live market may still cling to their early form. Exploit these delays by watching body language and serve percentages, not the original line. You\u2019re pricing the next game\u2019s flow, not last hour\u2019s projection.<\/p>\n<h3 id=\"basketball-quarter-lines-vs-full-game-spreads-a-liquidity-trap-16\">Basketball Quarter Lines vs. Full Game Spreads\u2014A Liquidity Trap<\/h3>\n<p>Quarter lines in basketball are a classic <strong>liquidity trap<\/strong> because sharp money concentrates on full-game spreads, leaving quarter markets with stale, wider numbers. Bookmakers shade full-game lines aggressively, but quarter lines often lag, creating exploitable gaps\u2014especially in the 2nd and 4th quarters when pace diverges from the first 12 minutes. The trap: you win the quarter by 1.5, yet lose the game spread by 6, so your edge relies on timing the market\u2019s mispricing of momentum swings, not final margins. <em>Professional bettors rarely touch quarter lines unless the full-game line moved more than 2 points, signaling a stale quarter number.<\/em> Quarter lines also carry lower limits, so your stake size must stay small to avoid moving the price against yourself.<\/p>\n<p><strong>Q: Why are quarter lines a liquidity trap when comparing them to full-game spreads?<\/strong><br \/>A: Because the low volume in quarter markets means bookmakers don\u2019t adjust them as fast as full-game spreads, so you\u2019re betting against a more predictable closing line, but you\u2019re also stuck with thinner liquidity that caps your profit and risks sharp counter-moves.<\/p>\n<h3 id=\"soccer-asian-handicaps-the-hidden-precision-in-half-goal-lines-17\">Soccer Asian Handicaps: The Hidden Precision in Half-Goal Lines<\/h3>\n<p>In soccer, Asian Handicaps transform <strong>half-goal lines<\/strong> into precision tools that eliminate draw outcomes, forcing bettors to price the true gap between sides rather than relying on three-way markets. A +0.5 line on an underdog isn\u2019t a safety net\u2014it\u2019s a binary threshold where a single goal flips the entire stake, demanding sharper probability estimates than a standard moneyline. Bookmakers often shade these lines by a quarter-goal (e.g., +0.75), splitting your stake across two adjacent half-lines, which exposes subtle value in matches where late substitutions or defensive tactics alter expected goal flow. *The hidden edge lies in identifying when the market\u2019s half-goal increment misprices a team\u2019s clean-sheet likelihood versus its outright win chance.*<\/p>\n<p><strong>Q: Why does a half-goal line create more pricing precision than a whole-goal handicap?<\/strong><br \/>A: Because it removes the push\u2014your bet wins or loses outright, so the odds must fully encode the exact margin probability, forcing you to compare your calculated win-by-one, win-by-two, and draw odds against the bookmaker\u2019s implied split, exposing mispriced boundaries.<\/p>\n<h2 id=\"arbitrage-and-middle-finding-in-modern-aggregator-feeds-18\">Arbitrage and Middle Finding in Modern Aggregator Feeds<\/h2>\n<p>Modern aggregator feeds turn arbitrage and middle-finding into a race against milliseconds, parsing live odds from dozens of books into a unified matrix. For arbitrage, you scan for <strong>divergent implied probabilities<\/strong> that sum below 100%, locking in a risk-free return by backing every outcome at the best available price. Middle-finding hinges on line movement\u2014the feed flags when two books offer different spreads or totals, letting you bet both sides at opposing numbers to win if the final score lands exactly between them. The practical edge: filters auto-hide stale quotes and highlight variance spikes, so you catch shifts before sharp bettors.<br \/>\nQ: How do feeds speed up middle-finding? A: By auto-sorting every book\u2019s line for the same event side-by-side, instantly revealing 0.5-point gaps on totals or 1-point spreads\u2014no manual tab switching.<br \/>\nMaster these tools, and the aggregator becomes your sniper scope for pinpointing price inefficiencies across the betting landscape.<\/p>\n<h3 id=\"cross-book-discrepancies-lasting-more-than-a-minute-rare-but-real-19\">Cross-Book Discrepancies Lasting More Than a Minute\u2014Rare but Real<\/h3>\n<p>Most cross-book price gaps vanish within seconds, but <strong>discrepancies persisting beyond sixty seconds<\/strong> signal structural inefficiency rather than latency. These rare windows occur when one book\u2019s risk team freezes a market mid-swing, or when a sharp limit-order book hasn\u2019t repriced a stale line. For the bettor, a minute-plus gap allows manual rechecking of both stake limits and available liquidity across books\u2014unlike flash mismatches, you have time to size in fully. Always verify the deeper book\u2019s true max stake before committing; a wide <mark>stale line<\/mark> with a \u20ac10 cap is worthless. Qualified arbitrage here demands simultaneous confirmation of both books\u2019 live prices, as a single refresh can kill the edge.<\/p>\n<h3 id=\"calculating-true-arbitrage-with-stake-allocation-formulas-20\">Calculating True Arbitrage with Stake Allocation Formulas<\/h3>\n<p>To lock in a risk-free return from divergent odds, you cannot simply split your bankroll evenly; you must solve for stake proportions that equalize the net payout across every outcome. The true arbitrage percentage is calculated by summing the reciprocals of each decimal odd; if this sum is below 1.00, a profit exists. The stake for each leg is then derived by dividing the total intended wager by the individual odd, then multiplying by the arbitrage percentage. This precise allocation ensures your guaranteed profit equals the total stake multiplied by the inverse of the arb percentage minus one. <strong>True arbitrage with stake allocation formulas<\/strong> eliminates variance and maximizes yield on every opportunity.<\/p>\n<ul>\n<li>Use the formula: Stake = (Total Bankroll \u00d7 (1 \/ Decimal Odd)) \u00f7 Arbitrage Percentage.<\/li>\n<li>Always recalculate the arbitrage percentage immediately before placing bets, as odds shift fast.<\/li>\n<li>Allocate the largest stake to the shortest odd to equalize returns, not to match bet sizes.<\/li>\n<li>Round stakes down to the cent to avoid exceeding your bankroll and creating uncovered exposure.<\/li>\n<\/ul>\n<h3 id=\"the-decline-of-traditional-middles-in-the-age-of-synced-pricing-21\">The Decline of Traditional Middles in the Age of Synced Pricing<\/h3>\n<p>Traditional middles\u2014arbitrage positions where both sides of a bet win when the total lands on the middle number\u2014are vanishing because aggregator feeds now sync odds in near real-time across books. <strong>The decline of traditional middles in the age of synced pricing<\/strong> stems from the fact that a middle requires a temporary price discrepancy between two books; when feeds update simultaneously, that window shrinks from minutes to mere seconds. <em>Books also use automated repricing algorithms that detect the exact moment a middle becomes available and adjust one side instantly, killing the profit before you can place both legs.<\/em> Even a standard 0.5-point middle\u2014which used to offer a 2\u20134% edge\u2014now appears only during slow-moving markets, where the margin is too thin to justify the capital lock-up.<\/p>\n<p><strong>Q: Why did synced pricing kill the traditional middle?<\/strong><br \/>A: Because the second leg\u2019s odds now adjust automatically the moment the first leg is accepted, eliminating the inventory lag that once allowed bettors to lock both sides at stale prices.<\/p>\n<h2 id=\"betting-exchanges-vs-fixed-odds-shops-for-maximum-payout-22\">Betting Exchanges vs. Fixed-Odds Shops for Maximum Payout<\/h2>\n<p>When chasing the <strong>best betting odds<\/strong>, the exchange often wins for maximum payout because you can take a back position and trade out mid-event, locking profit before the final whistle. In a fixed-odds shop, the price is frozen the moment you strike the bet, which protects you if the line crashes but caps your ceiling when odds drift in your favor. I once backed a horse at 8.0 on an exchange, layed it at 5.5 during the stretch, and banked a guaranteed margin\u2014something a shop ticket could never deliver. For sharp punters, the exchange\u2019s raw market dynamics consistently beat shop margins, especially on high-liquidity events. But for casual singles, the shop\u2019s simplicity avoids exchange commission fees, which quietly eat into your net <strong>maximum payout<\/strong>. The real edge? Using exchange odds as a benchmark, then deciding if the shop\u2019s fixed price is worth the convenience tax.<\/p>\n<h3 id=\"when-backing-on-an-exchange-yields-lower-effective-margins-23\">When Backing on an Exchange Yields Lower Effective Margins<\/h3>\n<p>When backing on an exchange, the displayed odds often hide a commission on net winnings, which can raise the effective margin. This typically occurs on high-liquidity markets where the back price is close to the true probability, leaving little room for the 2\u20135% fee. To determine if the margin is actually lower, compare the exchange\u2019s back odds after subtracting commission against the fixed-odds shop\u2019s margin. <strong>Effective margin calculation on exchange back bets<\/strong> requires checking the commission tier and stake size. If the back odds are only marginally better than a bookmaker\u2019s, the fee can erase the advantage. <\/p>\n<ol>\n<li>Calculate implied probability from back odds.<\/li>\n<li>Subtract commission percentage from net profit.<\/li>\n<li>Compare to the bookmaker\u2019s implied margin to see which is truly lower.<\/li>\n<\/ol>\n<p> Usually, exchange backing yields lower margins only on larger stakes or lower commission tiers, not on small, short-priced bets.<\/p>\n<h3 id=\"lay-betting-as-a-way-to-profit-from-overinflated-favorites-24\">Lay Betting as a Way to Profit from Overinflated Favorites<\/h3>\n<p>On betting exchanges, <strong>laying overinflated favorites<\/strong> directly exploits odds that exceed their true probability. Instead of backing a short-priced runner at 1.50, you act as the bookmaker, accepting liability to profit from the favorite losing. This works best when public money inflates a popular team or horse beyond rational value. Your profit equals the backer\u2019s stake, minus a small commission, while your risk is the stake multiplied by (odds minus one). For maximum payout, target favorites drifting in price\u2014often due to injury news or heavy early support\u2014then lay early, then back later at shorter odds to lock in a risk-free middle, or let the position run for full payout if the favorite falls.<\/p>\n<blockquote><p>Lay betting converts inflated public sentiment into consistent profit by selling overvalued favorites, not by predicting winners.<\/p><\/blockquote>\n<h3 id=\"commission-tiers-and-premium-charges-do-they-eat-your-edge-25\">Commission Tiers and Premium Charges\u2014Do They Eat Your Edge?<\/h3>\n<p>Your edge on a betting exchange isn\u2019t just about finding the best odds\u2014it\u2019s about what happens *after* you win. <strong>Premium charges can silently erode even the sharpest punter\u2019s profits<\/strong>, kicking in when your lifetime winnings exceed a threshold, often adding a 20\u201340% levy on top of the standard 2\u20135% commission. Compare tiers carefully: high-volume traders might unlock lower base rates, but those discounts vanish if you trigger the premium bracket. Fixed-odds shops, meanwhile, build their juice directly into the price\u2014no hidden clawback. If you\u2019re a consistent winner, ask whether a <mark>commission cap<\/mark> protects you, or if the exchange\u2019s slick interface is just dressing for a brutal margin squeeze.<\/p>\n<h2 id=\"the-impact-of-betting-limits-on-long-term-return-26\">The Impact of Betting Limits on Long-Term Return<\/h2>\n<p>You hunt for the best betting odds like a miner panning for gold, but the real stake is how quickly the house clips your wings. Betting limits are the silent censor on your long-term return: even a razor-thin edge at top-tier odds evaporates if your stake gets slashed after a few sharp wins. Chasing inflated prices on obscure markets often triggers the sharpest reductions, so your projected ROI crumbles before you can compound it. <em>The paradox is that the more successful you are at exploiting the best odds, the faster those odds become inaccessible to you.<\/em> A profitable week can permanently cap your future wagers, turning a theoretical 5% yield into dust. <strong>Your lifetime profit hinges not on the single best price, but on how many bets you land before the limit tightens.<\/strong> <strong>Smart bettors diversify across bookmakers and stake sizes, accepting slightly worse odds to preserve the volume that actually builds wealth.<\/strong> Ultimately, the best odds are worthless if you can only bet a fraction of your bankroll on them\u2014so plan for the ceiling, not the peak.<\/p>\n<h3 id=\"soft-books-that-cap-winners-vs-sharp-books-that-welcome-them-27\">Soft Books That Cap Winners vs. Sharp Books That Welcome Them<\/h3>\n<p>Soft books advertise competitive lines to attract casual bettors, but their algorithms quietly slash maximum stakes once a player consistently wins, forcing sharp bettors to find value elsewhere. Sharp books, by contrast, welcome winners with open limits, understanding that their lower margins and higher ceilings attract sophisticated action. This distinction directly shapes long-term return: a soft book\u2019s deceptively good odds become worthless if you cannot bet enough to matter, while a sharp book\u2019s slightly worse prices still yield profit because your full stake rides every wager. Ultimately, <strong>sustainable betting success depends on limit tolerance<\/strong>, not just posted odds, since a capped winner earns less than an uncapped one on marginally inferior lines.<\/p>\n<h3 id=\"using-lower-limits-as-a-screening-tool-for-mispriced-parlays-28\">Using Lower Limits as a Screening Tool for Mispriced Parlays<\/h3>\n<p>When sharp operators restrict your stake on a parlay, they are often flagging a <strong>mispriced parlay edge<\/strong> hidden within the leg combinations. Use lower limits as a direct signal: if a book caps you at $10 while accepting $500 singles elsewhere, the correlation or alternate lines in your parlay are likely undervalued. Compare the maximum accepted stake across books for the same multi-leg bet; a drastically reduced cap indicates the book\u2019s internal model fears your specific mix. Prioritize betting those capped parlays at smaller stakes, since the limit itself confirms your positive expected value. This screening works because books lower limits only when they detect an edge, not randomly.<\/p>\n<ul>\n<li>Track max stake per parlay across three books to spot outliers.<\/li>\n<li>Focus on parlays where your limit is 50%+ lower than the site\u2019s standard maximum.<\/li>\n<li>Re-test the same parlay structure weekly; if caps shrink, your edge is growing.<\/li>\n<\/ul>\n<h3 id=\"structuring-stakes-to-avoid-excessive-kyc-scrutiny-29\">Structuring Stakes to Avoid Excessive KYC Scrutiny<\/h3>\n<p>To protect your long-term return when chasing the best betting odds, you must manage stake sizes as a single, coherent strategy rather than a series of erratic spikes. Frequent, unpredictable jumps in your wagering pattern trigger automated account reviews, which often lead to mandatory identification checks and document submissions. Instead, adopt a <strong>graduated stake progression<\/strong>, where you increase your bet amounts slowly and consistently over several weeks, keeping each increment under ten percent of your previous average. This method mirrors organic bankroll growth, which financial algorithms typically flag as low-risk. By structuring your stakes to remain within a predictable band, you bypass unnecessary withdrawals of your funds and preserve your ability to exploit sharp odds without interruption.<\/p>\n<h2 id=\"live-betting-odds-how-in-play-pricing-decays-differently-30\">Live Betting Odds: How In-Play Pricing Decays Differently<\/h2>\n<p>In live betting, **odds decay differently** than pre-match lines because the market reprices every second based on game state, not just time. For finding **best betting odds**, you must track how probability shifts after key events\u2014a red card crushes a team\u2019s price instantly, while a corner in the 80th minute barely moves the spread. Unlike pre-match, in-play pricing decays faster for short-priced favorites (as time runs out) but slower for underdogs, who gain value as variance spikes. The sharpest bookmakers shrink their margins in the final 15 minutes, so you should hunt for stale lines at the 60\u201370 minute mark, where pricing decays unevenly. Locking in **live betting odds** before the next major event\u2014not after\u2014is the only way to exploit this decay curve.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"604px\" alt=\"Best betting odds\" 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\"\/><\/p>\n<h3 id=\"the-first-five-minutes-of-a-match-where-inefficiencies-peak-31\">The First Five Minutes of a Match\u2014Where Inefficiencies Peak<\/h3>\n<p>The opening five minutes of a match are a unique window where live betting odds are at their most volatile, yet paradoxically, their least accurate. Punters and algorithms alike overreact to the first attack, corner, or shot, causing in-play pricing to swing violently before any real pattern emerges. This creates a temporary mispricing bubble, where the true <a href=\"https:\/\/africancitiesreader.org.za\/\">sportybet<\/a> probability of an outcome hasn&#8217;t shifted, but the odds have. For sharp bettors, this is the prime moment to find value on the pre-match favorite, whose odds often inflate artificially after a slow start. The key is to wait for the initial flurry to settle, then strike before the market corrects itself. <strong>Exploiting early-match odds drift<\/strong> requires patience, not impulse.<\/p>\n<p><strong>Q: Why do inefficiencies peak in the first five minutes?<\/strong><br \/>A: Because sample size is nearly zero, so bookmakers rely on historical baselines, while casual bettors panic-bet on early momentum, pushing prices away from true probability.<\/p>\n<h3 id=\"cash-out-offers-as-an-implicit-odds-adjustment-32\">Cash-Out Offers as an Implicit Odds Adjustment<\/h3>\n<p>In live betting, a cash-out offer is effectively an implicit odds adjustment, repricing your active wager based on the current in-play probabilities rather than its original stake. As the match evolves, the sportsbook calculates a payout that reflects your position\u2019s real-time value, meaning the offered amount decays faster than the raw scoreline suggests because it embeds the bookmaker\u2019s margin and the <mark>probability shift<\/mark> since kickoff. For example, if you back a favorite and they concede early, the cash-out figure drops proportionally more than the new odds imply, locking in a loss that mirrors the market\u2019s repricing. To use this as <strong>a strategic odds hedge<\/strong>, compare the cash-out value against the implied probability of the remaining outcome\u2014if the offer is lower than your calculated fair value, letting the bet run maintains more edge; if higher, accept the adjustment. The sequence is: 1) monitor live odds decay, 2) compute your position\u2019s current expected value, 3) accept only when the cash-out exceeds that value.<\/p>\n<h3 id=\"fading-public-money-during-timeout-and-commercial-breaks-33\">Fading Public Money During Timeout and Commercial Breaks<\/h3>\n<p>During timeouts and commercial breaks, sharp bettors exploit a predictable lag: public money floods in on popular teams, inflating odds before the market recalibrates. This is the prime window to **fade public money during timeouts**, as the sharpest lines move late. For example, a heavily-backed favorite\u2019s price shortens artificially, presenting value on the underdog once play resumes. The key is to wait for the final 30\u201360 seconds of a break, when stale public bets are still settling, and place counter-bets at the distorted prices. By acting before the algorithmic correction, you secure better effective odds on the opposition, directly converting crowd bias into profit.<\/p>\n<h2 id=\"niche-markets-with-fat-margins-esports-politics-and-novelty-props-34\">Niche Markets with Fat Margins: Esports, Politics, and Novelty Props<\/h2>\n<p>You\u2019ll find the <strong>best betting odds<\/strong> hiding where bookmakers are least comfortable\u2014esports, politics, and novelty props. In esports, sharp odds on map winners or first-blood markets often lag behind a player\u2019s actual form, especially in lesser-known leagues, so you can strike before the line adjusts. Politics rewards contrarian thinking: <strong>long-shot odds<\/strong> on niche primary candidates or specific vote-count outcomes beat the heavily juiced favorites, where the margin is razor-thin. Novelty props\u2014like the exact length of a halftime show or a celebrity\u2019s award speech\u2014are pure inefficiency, since bookies set these lines with <mark>very low liquidity<\/mark>, meaning a small stake can move the number and still leave value. The fat margin is your edge: you\u2019re not fighting sharp money, you\u2019re picking through lazy pricing in corners the market barely watches.<\/p>\n<h3 id=\"cs2-map-handicaps-where-bookmakers-overestimate-favorites-35\">CS2 Map Handicaps\u2014Where Bookmakers Overestimate Favorites<\/h3>\n<p>CS2 map handicaps are a goldmine because bookies often peg favorites too highly on specific maps like Mirage or Inferno, where a team\u2019s historical win rate doesn\u2019t match their current form. You\u2019ll spot inflated lines when a top-five side faces a mid-tier squad on a map the underdog actually scrims heavily\u2014think a -5.5 round handicap that should be -3.5. Instead of betting the moneyline, grab the underdog\u2019s plus handicap and let the map\u2019s pace (slow, utility-heavy) turn close rounds into covers. <strong>CS2 map handicap value<\/strong> appears when you cross-check recent head-to-heads on that exact map, not overall rankings. This is where sharp bettors consistently beat the closing line.<\/p>\n<blockquote><p>Bookmakers overestimate favorites on CS2 map handicaps, so always compare per-map stats\u2014underdogs covering +4.5 on their best map is often the smartest angle for better odds.<\/p><\/blockquote>\n<h3 id=\"election-markets-and-the-hidden-correlation-between-polling-noise-and-prices-36\">Election Markets and the Hidden Correlation Between Polling Noise and Prices<\/h3>\n<p>In election markets, sharp odds movement often traces directly to <strong>polling noise masking genuine price discovery<\/strong>. A single outlier survey can trigger a 5\u201310 cent swing on a candidate\u2019s contract, yet the underlying probability may remain unchanged. Smart bettors watch for *volume spikes that fail to align with the poll\u2019s margin of error*\u2014that gap reveals mispriced odds worth exploiting. To profit:\n<\/p>\n<ol>\n<li>Compare the poll\u2019s sample size against the price shift\u2019s magnitude.<\/li>\n<li>Check whether the movement persists beyond 24 hours or reverts.<\/li>\n<li>Enter only when the noise-driven price diverges from the aggregation of all recent polls.<\/li>\n<\/ol>\n<p>Fade the reaction, not the pollster\u2019s data\u2014the hidden correlation is that noise creates temporary liquidity gaps, and those gaps are where the best betting odds hide.<\/p>\n<h3 id=\"award-show-and-reality-tv-betting-why-sharp-players-avoid-them-37\">Award Show and Reality TV Betting\u2014Why Sharp Players Avoid Them<\/h3>\n<p>Award show and reality TV betting appear attractive, but <strong>sharp players avoid them due to skewed odds<\/strong> that rarely reflect true probability. The markets are driven by public sentiment and narrative buzz, not actionable data, leaving little margin for skill. Winner odds on shows like *The Oscars* or *Survivor* often move on leaked edits or insider gossip, which casual bettors chase too late. Books also cap these props at tiny limits, making it impossible to stake enough for meaningful profit. Even if you correctly predict an upset, the vig eats most of the edge. For sharp bettors, the risk-reward ratio is simply broken.<\/p>\n<h2 id=\"data-driven-odds-comparison-manual-checks-vs-api-automation-38\">Data-Driven Odds Comparison: Manual Checks vs. API Automation<\/h2>\n<p>For snagging the best betting odds, manual checks mean refreshing multiple bookie tabs, which burns time and risks missing a sudden price shift. API automation, on the other hand, pulls live odds from dozens of sources into one dashboard, instantly flagging discrepancies\u2014like a 4.50 vs. 4.20 on the same match. That split-second difference is your edge. Manual work suits casual punters with a couple of bookies, but if you\u2019re chasing value across many markets, automated comparisons are non-negotiable. The real question is: *Is the setup cost of an API worth the extra profit long-term?* Yes, if you bet regularly, because consistent tiny margins compound fast. Stick to manual only when you\u2019re low-volume and patient.<\/p>\n<h3 id=\"building-a-simple-spreadsheet-that-flags-divergent-payouts-39\">Building a Simple Spreadsheet That Flags Divergent Payouts<\/h3>\n<p>To build a simple spreadsheet that flags divergent payouts, populate columns for each bookmaker\u2019s odds on the same market, then calculate the implied probability and the theoretical payout for a fixed stake. Use a conditional formatting rule that highlights any payout exceeding the average by more than two percent, since that signals a potential arbitrage or mispriced line. Sort flagged rows by the highest deviation to prioritize value bets. A static VLOOKUP table helps map event IDs to payout formulas, but avoid overcomplicating it with macros\u2014manual entry and a single formula per row suffice for most users. <strong>Divergent payout detection<\/strong> works best when you update odds at a consistent time daily, as stale data creates false positives.<\/p>\n<h3 id=\"free-vs-paid-odds-feeds-what-latency-and-breadth-are-worth-40\">Free vs. Paid Odds Feeds\u2014What Latency and Breadth Are Worth<\/h3>\n<p>Free odds feeds are fine for a casual glance, but they usually lag behind the bookmaker\u2019s actual price by several seconds\u2014enough time for a sharp line to vanish. Paid feeds, meanwhile, offer <strong>real-time odds comparison for serious bettors<\/strong>, pushing updates in under a second. Breadth matters just as much: free tiers often cap you to a handful of leagues, while paid feeds cover niche markets like lower-division football or live in-play props. If you only bet weekends on top leagues, free might suffice. But for arbitrage or live betting, latency is your edge. Weigh it simply: <\/p>\n<ol>\n<li>Check your betting frequency\u2014daily or weekly.<\/li>\n<li>Decide if missing a 0.05 odds shift hurts your profit.<\/li>\n<li>Then pay only for the coverage and speed you\u2019ll actually use.<\/li>\n<\/ol>\n<h3 id=\"filtering-out-suspended-or-stale-lines-in-real-time-scrapes-41\">Filtering Out Suspended or Stale Lines in Real-Time Scrapes<\/h3>\n<p>When you\u2019re juggling live odds from multiple books, <strong>filtering out suspended or stale lines in real-time scrapes<\/strong> is what keeps your comparison honest. A suspended market\u2014like a pitcher change or an injury\u2014can linger in your feed for seconds, and if you don&#8217;t drop it, you&#8217;ll be quoting a price nobody can actually take. The trick is to timestamp every scrape and compare it against the bookmaker\u2019s own \u201clive\u201d flag; if the API says closed, or the timestamp is over two seconds old, kill it immediately. Also, watch for odd static values\u2014a line that hasn\u2019t moved in five refresh cycles is probably frozen, not stable.<\/p>\n<ul>\n<li>Check for explicit status codes like \u201csuspended\u201d or \u201cclosed\u201d in each payload before displaying odds.<\/li>\n<li>Compare timestamps across refreshes; any line older than your set threshold gets discarded.<\/li>\n<li>Flag lines that remain identical across 4+ consecutive polls\u2014they\u2019re likely stale, not steady.<\/li>\n<li>Always have a fallback filter that hides any price whose underlying event shows a red-card or injury alert.<\/li>\n<\/ul>\n<h2 id=\"psychological-biases-that-distort-perceived-value-42\">Psychological Biases That Distort Perceived Value<\/h2>\n<p>Your perception of the \u201cbest betting odds\u201d is routinely hijacked by psychological biases, not actual probability. The <strong>anchoring effect<\/strong> makes you overvalue a bookmaker\u2019s displayed price as the baseline truth, even when sharper comparative odds exist elsewhere. Similarly, the availability heuristic distorts value by making you fixate on a recent winner, inflating the worth of a short-priced favorite while ignoring its true implied risk. Loss aversion then convinces you to accept worse odds to \u201cprotect\u201d a potential payout, mistaking comfort for value. To counter this, always convert odds to implied probabilities and compare across three sites before committing. Q: Why do I feel a 1.50 odds is \u201csafe\u201d? A: Because your brain equates lower risk with higher value, but that 1.50 often carries a hidden margin that destroys long-term profit. Recalibrate your reference point to the market\u2019s best price, not your emotional baseline.<\/p>\n<h3 id=\"anchor-pricing-why-the-first-number-you-see-feels-like-the-best-43\">Anchor Pricing: Why the First Number You See Feels Like the Best<\/h3>\n<p>When comparing best betting odds, anchor pricing exploits your brain\u2019s reliance on the initial figure displayed, making that first number feel inherently superior. A bookmaker showing 2.10 before you view 2.05 on another site sets a mental baseline; your subsequent evaluation of alternatives becomes a subtraction from that anchor, not an objective calculation. This means you might accept 2.08 as a \u201cgood deal\u201d purely because it sits close to the original 2.10, even when 2.15 exists elsewhere. To counter this distortion, always <strong>recalculate value independently<\/strong> of the first odds shown, forcing yourself to compare multiple markets before locking any wager.<\/p>\n<h3 id=\"confirmation-bias-in-reading-market-movement-narratives-44\">Confirmation Bias in Reading Market Movement Narratives<\/h3>\n<p>When scanning odds movement, you instinctively weave a story: a sharp price drop \u201cmeans\u201d sharp money, a slight drift \u201cmeans\u201d the public is heavy. Confirmation bias in reading market movement narratives occurs when you latch onto the price tick that validates your pre-existing pick, while ignoring the opposing signals embedded in the same line shift. For example, a favorite\u2019s odds lengthening from 1.80 to 2.10 might be spun as \u201cbookmaker fear,\u201d yet you overlook that the closing line\u2019s true probability matches your own model\u2019s weak edge. <strong>Your narrative becomes the filter through which all price data passes.<\/strong> <em>That 5-cent move only tells you what you already decided to hear.<\/em> To counter this, track the <em>direction of the move relative to your initial stake size<\/em>, not the story behind it.\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"Best betting odds\" 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\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\"\/><\/p>\n<ul>\n<li>Record the timestamp of every odds change before you check your bet slip, not after.<\/li>\n<li>Compare the opening line to the current line; if your pick is now worse value, the narrative is likely self-serving.<\/li>\n<li>Ask whether the same move would look bullish if you had backed the opposite side.<\/li>\n<\/ul>\n<h3 id=\"overvaluing-recent-form-when-the-market-already-adjusted-45\">Overvaluing Recent Form When the Market Already Adjusted<\/h3>\n<p>When you chase a team\u2019s hot streak, you\u2019re often paying for yesterday\u2019s goals. The market has already shortened those odds, so your perceived edge evaporates before you place a bet. <strong>Recency bias inflates your confidence<\/strong> precisely after the adjustment, turning a fair price into a trap. Ask yourself: if this form run never happened, would the line still move? The value lies in fading the hype, not joining it. Betting late on a surging side means accepting a price built on public excitement, not underlying probability. The shift is the signal; your job is to spot when odds have overcorrected, then look elsewhere.<\/p>\n<p><strong>Q: How do you avoid overvaluing recent form when the odds already moved?<\/strong><br \/>A: Compare the current line to a 10-match baseline, not just the last five. If the price dropped but underlying stats haven\u2019t improved proportionally, skip the bet or back the opponent.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"Best betting odds\" 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\"\/><\/p>\n<h2 id=\"seasonal-and-timing-patterns-for-superior-payouts-46\">Seasonal and Timing Patterns for Superior Payouts<\/h2>\n<p>The savvy bettor knows that the **best betting odds** aren\u2019t static\u2014they breathe with the calendar. As the Premier League\u2019s winter fixture pile-up arrives, bookmakers shorten odds on fatigued squads, but a sharp eye spots value on mid-table teams with deep benches two days before kickoff. Similarly, during the Grand National\u2019s March surge, casual money floods in, inflating favorites; that\u2019s your window to back an each-way longshot at bloated prices. Timing is everything: odds drift overnight as sharp money lands, so placing a bet at 7 AM, before the public wakes, often locks in a higher payout than the same wager at noon. Crucially, <mark>Tuesday and Wednesday matches consistently offer softer lines than weekend blockbusters<\/mark>, because bookies adjust for public attention, not just team form. Align your stake with these rhythms, and the payout gap between a hurried bet and a patient one becomes your edge.<\/p>\n<h3 id=\"early-week-moonshots-taking-unders-before-sharp-money-hits-47\">Early Week Moonshots: Taking Unders Before Sharp Money Hits<\/h3>\n<p>To secure <strong>best betting odds on early week unders<\/strong>, strike before the market sharpens. Monday and Tuesday lines are typically inflated on totals, as recreational money pushes Overs after weekend scoring binges. By Wednesday, sharp syndicates begin dissecting pace and injury reports, dragging totals down and eroding your margin. Commit to Unders in the first 24\u201348 hours post-release, when bookmaker hold is softest. This window rewards you for identifying sluggish offensive spots\u2014back-to-backs, travel fatigue, or elite defenses\u2014before algorithms adjust. The payout edge vanishes by Thursday; act fast or lose the number.<\/p>\n<ul>\n<li>Target Unders before Tuesday\u2019s market correction for maximum value.<\/li>\n<li>Use season-long pace data to spot inflated totals early.<\/li>\n<li>Monitor line movement; a drop after your bet confirms sharp alignment.<\/li>\n<\/ul>\n<h3 id=\"holiday-slate-compression-when-bookmakers-simplify-their-pricing-48\">Holiday Slate Compression\u2014When Bookmakers Simplify Their Pricing<\/h3>\n<p>During major holidays, bookmakers often compress their entire slate into a simplified pricing model, trading granular, sport-specific margins for a blanket approach across dozens of events. This <strong>holiday slate compression<\/strong> creates hidden value for bettors because sharp lines on marquee games get flattened, while off-peak matches receive less attention. When operators streamline odds to speed up wagering, they frequently leave inflated prices on niche markets like player props or alternate spreads. To exploit this, compare the compressed board against your pre-holiday notes; any mismatch is a temporary inefficiency. Act fast, since the simplified pricing only lasts until the next major kickoff triggers a re-evaluation.<\/p>\n<ul>\n<li>Target secondary matches where simplified pricing ignores team-specific injuries.<\/li>\n<li>Bet early on holiday mornings before bookmakers re-expand their markets.<\/li>\n<li>Focus on totals\u2014compressed slates often copy-paste similar over\/under lines across games.<\/li>\n<li>Cross-check live odds versus pre-game; compression usually vanishes once the event starts.<\/li>\n<\/ul>\n<h3 id=\"monday-morning-fog-post-sunday-adjustments-that-overshoot-49\">Monday Morning Fog: Post-Sunday Adjustments That Overshoot<\/h3>\n<p>Monday Morning Fog describes bookmakers\u2019 tendency to overcorrect Sunday\u2019s closing lines after weekend betting volume subsides. Oddsmakers often adjust payouts too aggressively on Monday, assuming sharp money patterns will persist, yet early-week liquidity is thin, causing prices to overshoot true probabilities. For bettors, this creates a brief window where favorites drift and underdogs offer inflated value. <strong>Post-Sunday adjustments that overshoot<\/strong> typically normalize by Tuesday afternoon, so placing wagers before midday Monday can lock in mispriced odds. However, not every market shifts equally\u2014player props and totals react slower than money lines.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"609px\" alt=\"Best betting odds\" 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\"\/><\/p>\n<ul>\n<li>Compare Monday\u2019s opening odds to Sunday\u2019s closing numbers to spot the largest gaps.<\/li>\n<li>Target markets with low overnight volume, like second-half lines, where overshoots linger.<\/li>\n<li>Set alerts for 8\u201310 AM local time, when stale Sunday algorithms still drive pricing.<\/li>\n<\/ul>\n<p><em>The safest play is backing the pre-Sunday consensus side once Monday\u2019s drift exceeds two percent.<\/em><\/p>\n<h2 id=\"localized-bookmakers-vs-global-giants-currency-and-tax-effects-50\">Localized Bookmakers vs. Global Giants\u2014Currency and Tax Effects<\/h2>\n<p><strong>Localized bookmakers often deliver superior best betting odds<\/strong> because they price events in your native currency, eliminating the hidden exchange-rate margin that global giants embed when converting deposits and withdrawals. This direct conversion means your stake\u2019s real value remains stable, so a quoted odd of 2.00 truly returns double your local cash. Global platforms, by contrast, may show attractive odds in USD or EUR, but their currency conversion fee\u2014typically 3\u20135%\u2014shrinks your effective payout. Additionally, localized operators factor your domestic tax obligations directly into displayed odds, so you see your net return upfront, whereas global giants list pre-tax figures, leaving you to calculate local withholding after a win. <\/p>\n<blockquote><p>The sharpest betting odds are only genuine after currency spread and local tax are stripped away\u2014localized books make that transparent, global giants obscure it.<\/p><\/blockquote>\n<p> For consistent value, always compare the final local-currency payout, not the nominal decimal, before placing a bet.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"601px\" alt=\"Best betting odds\" 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\"\/><\/p>\n<h3 id=\"why-offshore-books-offer-better-lines-on-regional-leagues-51\">Why Offshore Books Offer Better Lines on Regional Leagues<\/h3>\n<p>Offshore books consistently post sharper odds on regional leagues because their global risk pools absorb uneven local action, whereas localized giants must balance domestic liabilities against currency exposure. When a regional market floods one side\u2014often due to homer bias\u2014offshore operators adjust lines using cross-market algorithms, not local sentiment, yielding <strong>value on less-tracked fixtures<\/strong>. Their multi-currency settlement also avoids the costly conversion margins that force local books to shade prices. For bettors, this means <mark>marginal leagues<\/mark> like the Bulgarian Second League or Chilean Primera B often carry 3\u20136% better implied probability offshore. The trade-off is slower payouts, but the line quality dwarfs that friction.<\/p>\n<h3 id=\"currency-fluctuations-subtly-changing-your-effective-stake-52\">Currency Fluctuations Subtly Changing Your Effective Stake<\/h3>\n<p>When you bet with a global bookmaker in a foreign currency, the odds you see aren\u2019t the whole story\u2014currency swings can subtly change your effective stake. If the exchange rate shifts between deposit and settlement, your real wager might be worth more or less than you planned, and that quietly alters your true odds. A 2% currency move can erase a tight margin on a short-priced favorite, turning a decent value bet into a break-even headache. Meanwhile, localized bookmakers keep everything in your home currency, so your stake stays rock-solid. <strong>Your effective betting stake shifts with every currency fluctuation<\/strong>, which means the same odds can pay differently depending on when you convert.<\/p>\n<ul>\n<li>Deposit in your local currency to avoid hidden conversion fees that shrink your stake upfront.<\/li>\n<li>Check the bookmaker\u2019s exchange rate policy\u2014some lock rates for 24 hours, others apply live mid-market.<\/li>\n<li>Withdraw winnings quickly if the foreign currency is weakening against yours.<\/li>\n<\/ul>\n<h3 id=\"withholding-taxes-on-winnings-should-you-factor-them-into-comparison-53\">Withholding Taxes on Winnings\u2014Should You Factor Them Into Comparison?<\/h3>\n<p>Withholding taxes on winnings can silently dismantle the value of a supposedly superior price. When comparing <strong>best betting odds<\/strong>, a 6% tax on net profit in one jurisdiction effectively shrinks a 2.00 decimal odd to 1.94, making a \u201cworse\u201d 1.96 offer from a tax-free platform the actual winner. You must calculate post-tax returns, not just the displayed number, before placing a bet. <em>Even a small withholding rate flips the ranking of odds once you project your average stake and win frequency.<\/em> Ignoring this means you are betting on illusion, not value.<\/p>\n<div style=\"text-align:center\">\n<iframe loading=\"lazy\" width=\"560\" height=\"319\" src=\"https:\/\/www.youtube.com\/embed\/mPBvI7mmA8E\" frameborder=\"0\" alt=\"Best betting odds\" allowfullscreen><\/iframe>\n<\/div>\n<ul>\n<li>Compare net payout using the formula: odds minus (profit \u00d7 tax rate).<\/li>\n<li>Check if the tax applies per bet or on cumulative monthly winnings\u2014this changes your break-even point.<\/li>\n<li>Factor in whether the bookmaker refunds the tax if you cash out early, as that alters the true edge.<\/li>\n<li>Test with a $100 wager at 3.00 odds: a 10% tax drops your return to $180, equal to a 2.80 odd elsewhere.<\/li>\n<\/ul>\n<h2 id=\"testing-your-own-price-discovery-with-synthetic-bets-54\">Testing Your Own Price Discovery with Synthetic Bets<\/h2>\n<p>Testing your own price discovery with synthetic bets is the most rigorous way to validate whether you are actually beating the best betting odds. By constructing a hypothetical portfolio of wagers\u2014simulating stakes, outcomes, and odds, but without risking capital\u2014you isolate your edge from variance. Track your closing line value against the sharpest published odds; if your synthetic underdog selections consistently outperform the closing market numbers, your internal pricing model is genuinely sharp. <strong>Treat synthetic bets as a calibration tool, not a shortcut<\/strong>\u2014you must log every hypothetical fill at the exact odds you would have accepted, including the fractional spreads and any limit breaks, to avoid fooling yourself with cherry-picked mid-market quotes. <\/p>\n<blockquote><p>The moment your synthetic ROI turns positive across 500+ simulated events, that is your permission slip to scale real stakes.<\/p><\/blockquote>\n<p> Re-run the test monthly, because the best odds shift with liquidity, and your synthetic lag will expose whether your price discovery has gone stale.<\/p>\n<h3 id=\"paper-trading-odds-movements-without-financial-risk-55\">Paper Trading Odds Movements Without Financial Risk<\/h3>\n<p>To refine your synthetic betting model, <strong>paper trading odds movements without financial risk<\/strong> allows you to simulate stake placement against live or historical odds feeds, tracking how your price-discovery hypotheses would perform under real market liquidity constraints. You log hypothetical entries and exits, measuring slippage and fill probability against actual odds shifts, then backtest your adjustments. This isolates whether your edge stems from odds mispricing or mere variance, without capital exposure. <\/p>\n<ul>\n<li>Use a demo account that mirrors live odds updates to test reaction times to line movements.<\/li>\n<li>Record timestamped odds at decision points to compare your synthetic fill versus the actual closing price.<\/li>\n<li>Apply a fixed virtual bankroll to enforce discipline on stake sizing relative to odds drift.<\/li>\n<\/ul>\n<h3 id=\"backtesting-historical-lines-to-pinpoint-consistent-overpricing-56\">Backtesting Historical Lines to Pinpoint Consistent Overpricing<\/h3>\n<p>To pinpoint consistent overpricing, backtest historical closing lines against your recorded synthetic bets, isolating spots where the market\u2019s final price deviated sharply from your assessed true probability. Focus on recurring patterns\u2014like specific sports, time-of-day, or betting markets\u2014where the margin repeatedly exceeded the vig. Track the average difference between your synthetic price and the closing line over hundreds of samples; if the gap stays positive, you\u2019ve found a <strong>durable edge in stale or slow-moving lines<\/strong>. Use rolling windows to ensure the anomaly isn\u2019t a short-term fluke, and filter out lines affected by late injury news.<\/p>\n<ul>\n<li>Compare your synthetic price to closing lines for at least 200 matched events.<\/li>\n<li>Group by league or market type to see where overpricing clusters.<\/li>\n<li>Re-run quarterly to confirm the edge hasn\u2019t evaporated as books adjust.<\/li>\n<li>Exclude events with late roster shifts that explain the line movement.<\/li>\n<\/ul>\n<h3 id=\"creating-a-personal-odds-index-to-outperform-any-single-sportsbook-57\">Creating a Personal Odds Index to Outperform Any Single Sportsbook<\/h3>\n<p>A personal odds index outperforms any single sportsbook by aggregating your own closing line values across multiple books into a weighted benchmark. Log every price you see for a market, then calculate the harmonic mean\u2014this filters out outlier sharp moves while prioritizing the most efficient book\u2019s number. Compare your synthetic price against each sportsbook\u2019s current offering; when your index implies a probability gap of 2% or more, that edge is your bet. <em>The key is updating the index in real time, because stale averages drift from true market value faster than any single book\u2019s line.<\/em> <strong>Creating a personal odds index to beat single sportsbooks<\/strong> requires tracking at least five books for major leagues and three for niche sports, then weighting by liquidity\u2014not by the number of quotes. A comparison table helps: your index versus Book A\u2019s price versus Book B\u2019s price, with the margin column showing where to fire.<\/p>\n<h2 id=\"how-to-spot-the-most-competitive-odds-before-you-place-a-bet-58\">How to Spot the Most Competitive Odds Before You Place a Bet<\/h2>\n<h3 id=\"what-makes-a-betting-line-truly-best-vs-just-average-59\">What Makes a Betting Line Truly \u201cBest\u201d vs. Just Average<\/h3>\n<h3 id=\"the-simple-math-behind-comparing-payouts-across-different-bookmakers-60\">The Simple Math Behind Comparing Payouts Across Different Bookmakers<\/h3>\n<h3 id=\"why-decimal-odds-are-easier-to-compare-than-fractions-or-american-lines-61\">Why Decimal Odds Are Easier to Compare Than Fractions or American Lines<\/h3>\n<h2 id=\"practical-ways-to-lock-in-higher-payouts-on-every-wager-you-make-62\">Practical Ways to Lock in Higher Payouts on Every Wager You Make<\/h2>\n<h3 id=\"using-odds-comparison-tools-to-find-the-highest-return-in-seconds-63\">Using Odds Comparison Tools to Find the Highest Return in Seconds<\/h3>\n<h3 id=\"how-small-differences-in-odds-add-up-to-significant-long-term-profit-64\">How Small Differences in Odds Add Up to Significant Long-Term Profit<\/h3>\n<h3 id=\"timing-your-bets-to-catch-early-lines-or-late-market-shifts-65\">Timing Your Bets to Catch Early Lines or Late-Market Shifts<\/h3>\n<h2 id=\"choosing-the-right-bookmaker-platform-to-get-the-best-value-66\">Choosing the Right Bookmaker Platform to Get the Best Value<\/h2>\n<h3 id=\"key-features-to-look-for-live-pricing-low-margins-and-instant-payouts-67\">Key Features to Look for: Live Pricing, Low Margins, and Instant Payouts<\/h3>\n<h3 id=\"how-to-test-a-platforms-odds-quality-without-depositing-real-money-68\">How to Test a Platform\u2019s Odds Quality Without Depositing Real Money<\/h3>\n<h3 id=\"understanding-overround-and-how-it-affects-your-potential-winnings-69\">Understanding Overround and How It Affects Your Potential Winnings<\/h3>\n<h2 id=\"smart-strategies-for-maximizing-value-on-specific-bet-types-70\">Smart Strategies for Maximizing Value on Specific Bet Types<\/h2>\n<h3 id=\"when-to-take-the-best-odds-on-moneyline-bets-vs-point-spreads-71\">When to Take the Best Odds on Moneyline Bets vs. Point Spreads<\/h3>\n<h3 id=\"getting-the-most-out-of-over-under-and-prop-bet-pricing-72\">Getting the Most Out of Over\/Under and Prop Bet Pricing<\/h3>\n<h3 id=\"how-to-leverage-boosted-odds-and-special-offers-without-getting-trapped-73\">How to Leverage Boosted Odds and Special Offers Without Getting Trapped<\/h3>\n<h2 id=\"common-mistakes-that-lower-your-effective-odds-and-how-to-avoid-them-74\">Common Mistakes That Lower Your Effective Odds and How to Avoid Them<\/h2>\n<h3 id=\"why-always-betting-at-the-first-bookmaker-you-see-costs-you-money-75\">Why Always Betting at the First Bookmaker You See Costs You Money<\/h3>\n<h3 id=\"ignoring-draws-or-alternate-lines-and-missing-out-on-higher-returns-76\">Ignoring Draws or Alternate Lines and Missing Out on Higher Returns<\/h3>\n<h3 id=\"how-to-quickly-calculate-whether-a-promo-code-actually-improves-your-price-77\">How to Quickly Calculate Whether a Promo Code Actually Improves Your Price<\/h3>\n","protected":false},"excerpt":{"rendered":"Compare Today&#8217;s Best Betting Odds Across All Major Sportsbooks What if you could consistently identify the most favorable returns before placing a wager? Best betting odds serve as a precise benchmark that compares pricing across multiple bookmakers, ensuring you secure the highest possible payout for every selection. &hellip;","protected":false},"author":27,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":{"0":"post-10022","1":"post","2":"type-post","3":"status-publish","4":"format-standard","6":"category-uncategorized"},"_links":{"self":[{"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/posts\/10022","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/users\/27"}],"replies":[{"embeddable":true,"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/comments?post=10022"}],"version-history":[{"count":1,"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/posts\/10022\/revisions"}],"predecessor-version":[{"id":10023,"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/posts\/10022\/revisions\/10023"}],"wp:attachment":[{"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/media?parent=10022"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/categories?post=10022"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/prosper-yamagata.com\/index.php\/wp-json\/wp\/v2\/tags?post=10022"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}