[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"blog-article-how-to-calculate-parlay-odds-en":3,"mdc-qcyzal-key":81},{"id":4,"slug":5,"status":6,"section":7,"category":8,"author":9,"publish_date":10,"read_time":11,"image":12,"embedded_components":13,"related_calculators":14,"related_articles":15,"title":18,"description":19,"keywords":20,"content":29,"faq":30,"availableLocales":76},"cad484d2-a249-4203-b971-a927dffe165c","how-to-calculate-parlay-odds","published","betting","guides","Evgeniy Volkov","2026-04-13",12,"\u002Fimages\u002Fblog\u002Fhow-to-calculate-parlay-odds.webp",[],"[]",[16,17],"\u002Fblog\u002Fkelly-criterion-explained","\u002Fblog\u002Fbankroll-management-guide","How to Calculate Parlay Odds: Step-by-Step (2026)","How to calculate parlay odds step by step in 2026 — free calculator, NFL\u002FNBA examples, payout charts for 2-10 legs, and Excel formulas.",[21,22,23,24,25,26,27,28],"how to calculate parlay odds","parlay odds calculator","parlay payout chart","parlay odds formula","calculate parlay odds excel","parlay calculator","what does +700 odds mean","3 team parlay payout","# How to Calculate Parlay Odds: Step-by-Step Guide (2026)\n\nYou've got Chiefs -150, Lakers +200, and Yankees -130 on your slip. The sportsbook says your 3-leg parlay pays +787. But where does that number come from? And more importantly — is it a fair price?\n\nCalculating parlay odds isn't complicated once you understand the formula. It's just multiplication. But the details matter: how to convert American odds to decimal, how the house edge compounds across legs, and when the math says \"walk away.\" In 2026, with dozens of sportsbooks competing for your action, knowing the math behind parlays gives you a real edge when [comparing odds across books](\u002Fbetting\u002Fodds-converter).\n\nThis guide walks you through the exact calculation, step by step, with real NFL and NBA examples. We've also built a [free parlay calculator](\u002Fbetting\u002Fparlay-calculator) that does the math instantly — but understanding the formula yourself means you'll spot bad odds before you bet.\n\n## TL;DR — Parlay Odds in 30 Seconds\n\n### Key Numbers You Need\n\n| Step | What You Do | Example |\n|------|-------------|---------|\n| 1. Convert to decimal | Positive: (odds\u002F100)+1. Negative: (100\u002Fodds)+1 | -150 → 1.667 |\n| 2. Multiply all odds | Decimal₁ × Decimal₂ × Decimal₃ | 1.667 × 3.00 × 1.769 = 8.85 |\n| 3. Calculate payout | Stake × Combined Odds | $100 × 8.85 = $885 |\n| 4. Find win probability | (1\u002FOdds₁) × (1\u002FOdds₂) × ... | 60% × 33% × 56% = 11.1% |\n\n**Bottom line:** Your $100 three-leg parlay pays $885 — but you'll only win about 11% of the time. Use our [parlay calculator](\u002Fbetting\u002Fparlay-calculator) to run the numbers on your own picks.\n\n## What Is a Parlay Bet?\n\n### How Parlays Differ from Single Bets\n\nA parlay (also called an accumulator or multi) combines two or more individual bets into one. Every selection must win for the parlay to pay out. Miss one leg and the entire bet loses.\n\nThe trade-off is simple: higher risk for higher reward. Three separate $100 bets at -110 can each win independently. A 3-leg parlay needs all three to hit — but the payout is roughly 6x your stake instead of earning $91 per win.\n\nHere's the key difference most bettors miss: **the house edge compounds**. A single -110 bet has a 4.55% vig. That same vig multiplied across 3 legs becomes 13.2%. By the time you're building 6-leg parlays, the sportsbook's mathematical advantage is nearly 25%. If you want to understand how odds are set in the first place, check our guide on [who sets the odds for sports betting](\u002Fblog\u002Fwho-sets-the-odds-for-sports-betting).\n\n### The $50 Three-Team Parlay Example\n\nLet's say you bet $50 on a 3-team parlay at standard -110 odds per leg:\n\n| Metric | Value |\n|--------|-------|\n| Each leg (decimal) | 1.909 |\n| Combined odds | 1.909 × 1.909 × 1.909 = 6.96 |\n| Payout | $50 × 6.96 = **$348** |\n| Profit | $298 |\n| Win probability | 52.4% × 52.4% × 52.4% = **14.4%** |\n\nCompare that to three separate $50 bets: you'd risk $150 total but could win $45.45 per game independently. The parlay risks only $50 for a shot at $298 profit — exciting, but you need all three to hit.\n\n## How to Calculate Parlay Odds Step by Step\n\nThis is the core of parlay math. Four steps, one formula, works for any number of legs.\n\n### Step 1 — Convert American Odds to Decimal\n\nBefore you can multiply anything, every leg needs to be in decimal format. Here's the conversion:\n\n**For negative odds** (favorites): Decimal = (100 ÷ |odds|) + 1\n\n- Chiefs **-150** → (100 ÷ 150) + 1 = **1.667**\n- Yankees **-130** → (100 ÷ 130) + 1 = **1.769**\n- Packers **-110** → (100 ÷ 110) + 1 = **1.909**\n\n**For positive odds** (underdogs): Decimal = (odds ÷ 100) + 1\n\n- Lakers **+200** → (200 ÷ 100) + 1 = **3.00**\n- Bengals **+150** → (150 ÷ 100) + 1 = **2.50**\n- Rays **+130** → (130 ÷ 100) + 1 = **2.30**\n\nNeed a quick reference? Here's a conversion table for common odds:\n\n| American | Decimal | Fractional | Implied Prob |\n|----------|---------|------------|-------------|\n| -200 | 1.50 | 1\u002F2 | 66.7% |\n| -150 | 1.667 | 2\u002F3 | 60.0% |\n| -130 | 1.769 | 10\u002F13 | 56.5% |\n| -110 | 1.909 | 10\u002F11 | 52.4% |\n| +100 | 2.00 | 1\u002F1 | 50.0% |\n| +150 | 2.50 | 3\u002F2 | 40.0% |\n| +200 | 3.00 | 2\u002F1 | 33.3% |\n| +300 | 4.00 | 3\u002F1 | 25.0% |\n| +500 | 6.00 | 5\u002F1 | 16.7% |\n\nFor instant conversions, use our [odds converter tool](\u002Fbetting\u002Fodds-converter). If you're exploring the math behind probability, our [implied probability calculator](\u002Fbetting\u002Fimplied-probability) breaks it down further.\n\n### Step 2 — Multiply All Decimal Odds Together\n\nThis is the actual parlay formula. Take every leg's decimal odds and multiply them:\n\n$$Combined\\ Odds = Odds_1 \\times Odds_2 \\times Odds_3 \\times \\ldots$$\n\n**Our 3-leg example:**\n\nChiefs -150 (1.667) × Lakers +200 (3.00) × Yankees -130 (1.769) = **8.85**\n\nThat's it. The combined decimal odds are 8.85. In American odds, that's approximately **+785**.\n\nThe math scales to any number of legs — just keep multiplying. Four legs? Multiply four decimals. Ten legs? Ten decimals. Each additional leg makes the combined odds bigger, but the win probability drops fast.\n\n### Step 3 — Calculate Your Payout\n\nOnce you have combined odds, payout is simple:\n\n$$Payout = Stake \\times Combined\\ Odds$$\n\n**Our example:** $100 × 8.85 = **$885 total payout** ($785 profit + $100 stake returned)\n\nWant to figure out what stake you need for a specific payout target? Just reverse the formula: Stake = Target Payout ÷ Combined Odds. If you want $1,000 from our 8.85 odds parlay, you'd need to bet $1,000 ÷ 8.85 = **$113.**\n\n### Step 4 — Find the Win Probability\n\nThis is the step most bettors skip — and it's the most important one. Multiply the implied probability of each leg:\n\n$$Win\\ Probability = \\frac{1}{Odds_1} \\times \\frac{1}{Odds_2} \\times \\frac{1}{Odds_3} \\times 100$$\n\n**Our example:**\n\n- Chiefs -150: 1\u002F1.667 = 60.0%\n- Lakers +200: 1\u002F3.00 = 33.3%\n- Yankees -130: 1\u002F1.769 = 56.5%\n\nCombined: 0.600 × 0.333 × 0.565 = 0.1129 = **11.3%**\n\nYour 3-leg parlay has about an 11% chance of hitting. That means roughly 1 in 9 attempts — and you need to be comfortable with 8 losses for every win at these odds. Build your next parlay and verify the math with our [free parlay calculator](\u002Fbetting\u002Fparlay-calculator).\n\n## Parlay Payout Chart (2-Team to 10-Team)\n\n### Standard -110 Legs\n\nHere's what parlays pay at standard -110 odds per leg, using a $100 stake. The \"True Odds\" column shows what a fair payout would be without any vig:\n\n| Legs | Book Odds | True Odds | $100 Payout | House Edge |\n|------|-----------|-----------|-------------|------------|\n| 2 | 3.64 | 4.00 | $364 | 8.7% |\n| 3 | 6.96 | 8.00 | $696 | 13.0% |\n| 4 | 13.29 | 16.00 | $1,329 | 17.0% |\n| 5 | 25.37 | 32.00 | $2,537 | 20.7% |\n| 6 | 48.44 | 64.00 | $4,844 | 24.3% |\n| 7 | 92.48 | 128.00 | $9,248 | 27.7% |\n| 8 | 176.57 | 256.00 | $17,657 | 31.0% |\n| 9 | 337.09 | 512.00 | $33,709 | 34.2% |\n| 10 | 643.52 | 1024.00 | $64,352 | 37.2% |\n\nNotice how the house edge climbs with every leg. At 2 legs it's 8.7% — steep but manageable. By 10 legs, the sportsbook is keeping over 37% of the theoretical value. This is why [sharp bettors avoid large parlays](\u002Fblog\u002Fcan-you-make-a-living-off-sports-betting).\n\n### Mixed Odds Example\n\nReal parlays rarely have the same odds on every leg. Here's a typical mixed 4-legger:\n\n| Leg | Selection | American | Decimal |\n|-----|-----------|----------|---------|\n| 1 | Chiefs -3.5 | -110 | 1.909 |\n| 2 | Lakers ML | +150 | 2.50 |\n| 3 | Over 45.5 (NFL) | -105 | 1.952 |\n| 4 | Celtics -5 | -110 | 1.909 |\n\nCombined: 1.909 × 2.50 × 1.952 × 1.909 = **17.80** (+1680)\n\n$100 bet pays **$1,780.** Win probability: 52.4% × 40% × 51.2% × 52.4% = **5.6%.**\n\n::chart-parlay-payout-growth\n::\n\n## How to Calculate NFL Parlay Odds\n\n### NFL Spread Parlay Example\n\nNFL spreads are the most common parlay legs. Standard odds are -110 on both sides. Let's build a 3-team NFL spread parlay:\n\n| Game | Pick | Odds |\n|------|------|------|\n| Chiefs vs Bills | Chiefs -3.5 | -110 (1.909) |\n| Eagles vs Cowboys | Eagles -7 | -110 (1.909) |\n| 49ers vs Rams | 49ers -4 | -105 (1.952) |\n\nCombined: 1.909 × 1.909 × 1.952 = **7.11** (+611)\n\n$100 stake → **$711 payout.** Win probability: 52.4% × 52.4% × 51.2% = **14.1%.**\n\nNFL spreads are designed to be close to 50\u002F50, so each leg at -110 implies 52.4%. The slight edge sportsbooks take on each game adds up fast across three legs. Looking for a more structured NFL approach? Our [NFL parlay betting strategy](\u002Fblog\u002Fnfl-parlay-betting-strategy) guide covers correlated picks and the 80\u002F20 bankroll rule.\n\n### NFL Totals Parlay Example\n\nCombining totals (over\u002Funder) with spreads is popular:\n\n| Leg | Pick | Odds |\n|-----|------|------|\n| 1 | Chiefs -3.5 | -110 (1.909) |\n| 2 | Over 48.5 (KC\u002FBUF) | -110 (1.909) |\n| 3 | Under 41.5 (NYJ\u002FNE) | -115 (1.870) |\n\nCombined: 1.909 × 1.909 × 1.870 = **6.81** (+581)\n\nNote: some sportsbooks restrict correlated legs (spread + total in the same game) in standard parlays. For those, consider [same game parlays](\u002Fblog\u002Fbest-same-game-parlay) which are specifically designed for within-game correlations. You can also explore [NFL teasers](\u002Fblog\u002Fnfl-teaser-strategy) if you want to shift the numbers in your favor.\n\n## How to Calculate NBA Parlay Odds\n\n### NBA Moneyline Parlay\n\nNBA moneylines often have bigger spreads between favorites and underdogs compared to NFL:\n\n| Game | Pick | Odds |\n|------|------|------|\n| Celtics vs Hornets | Celtics ML | -350 (1.286) |\n| Nuggets vs Trail Blazers | Nuggets ML | -250 (1.40) |\n| Bucks vs Pistons | Bucks ML | -400 (1.25) |\n\nCombined: 1.286 × 1.40 × 1.25 = **2.25** (+125)\n\n$100 → **$225 payout.** Win probability: 77.7% × 71.4% × 80.0% = **44.4%.**\n\nHeavy favorites make for low-payout parlays — but the win probability is much higher than mixing underdogs. A 44% hit rate at +125 odds is actually close to break-even (the break-even is 44.4% at +125). The margin is razor-thin.\n\n### NBA Player Props Parlay\n\nPlayer props are the backbone of NBA [same game parlays](\u002Fblog\u002Fnba-same-game-parlay):\n\n| Prop | Pick | Odds |\n|------|------|------|\n| Jayson Tatum Over 27.5 pts | Over | -115 (1.870) |\n| Nikola Jokic Over 10.5 reb | Over | -130 (1.769) |\n| Giannis Over 30.5 pts | Over | +110 (2.10) |\n\nCombined: 1.870 × 1.769 × 2.10 = **6.94** (+594)\n\n$100 → **$694 payout.** Win probability: 53.5% × 56.5% × 47.6% = **14.4%.**\n\nProps add variety but also add complexity — player injury, blowout game scripts, and minute restrictions all affect outcomes. The math is the same, but the prediction accuracy matters more.\n\n::inline-parlay-step-calculator\n::\n\n## How to Calculate Parlay Odds in Excel\n\n### Basic Excel Formulas\n\nIf you're tracking your parlays in a spreadsheet, these four formulas cover everything:\n\n**Convert American to Decimal (cell A1 = American odds):**\n\n```\n=IF(A1>0, A1\u002F100+1, 100\u002FABS(A1)+1)\n```\n\n**Combined Odds (B2:B4 = decimal odds per leg):**\n\n```\n=PRODUCT(B2:B4)\n```\n\n**Total Payout (A1 = stake, B2:B4 = decimal odds):**\n\n```\n=A1*PRODUCT(B2:B4)\n```\n\n**Win Probability (B2:B4 = decimal odds):**\n\n```\n=PRODUCT(1\u002FB2,1\u002FB3,1\u002FB4)*100\n```\n\n### Building a Parlay Spreadsheet\n\n#### American to Decimal Conversion\n\nSet up column A with American odds, column B with the conversion formula:\n\n| A (American) | B (Decimal) | Formula |\n|-------------|-------------|---------|\n| -150 | 1.667 | `=IF(A2>0,A2\u002F100+1,100\u002FABS(A2)+1)` |\n| +200 | 3.000 | `=IF(A3>0,A3\u002F100+1,100\u002FABS(A3)+1)` |\n| -130 | 1.769 | `=IF(A4>0,A4\u002F100+1,100\u002FABS(A4)+1)` |\n\n#### Combined Odds Formula\n\nIn a separate cell, combine them:\n\n| Cell | Formula | Result |\n|------|---------|--------|\n| D1 | `=PRODUCT(B2:B4)` | 8.85 |\n| D2 | `=100*D1` | $885 (payout on $100) |\n| D3 | `=PRODUCT(1\u002FB2,1\u002FB3,1\u002FB4)*100` | 11.3% (probability) |\n\nOr skip the spreadsheet entirely and use our [instant parlay calculator](\u002Fbetting\u002Fparlay-calculator) — it handles all formats and shows the math in real time. You can also [build multi-leg parlays](\u002Fbetting\u002Fparlay-builder) with a drag-and-drop interface.\n\n## What Does +700 Odds Mean on a Parlay?\n\n### Understanding Large Parlay Odds\n\nWhen your sportsbook displays +700 on a parlay, it means:\n\n- **Win $700** for every $100 wagered\n- **Total payout:** $800 ($700 profit + $100 stake)\n- **Decimal equivalent:** 8.00\n- **Implied probability:** 12.5% (1 in 8 chance)\n\nThe bigger the plus number, the less likely the parlay is to hit. Here's how common parlay odds translate:\n\n| Parlay Odds | Decimal | Implied Prob | Meaning |\n|------------|---------|-------------|---------|\n| +200 | 3.00 | 33.3% | About 1 in 3 |\n| +400 | 5.00 | 20.0% | About 1 in 5 |\n| +700 | 8.00 | 12.5% | About 1 in 8 |\n| +1000 | 11.00 | 9.1% | About 1 in 11 |\n| +2500 | 26.00 | 3.8% | About 1 in 26 |\n| +5000 | 51.00 | 2.0% | About 1 in 50 |\n\n### Implied Probability at Different Odds Levels\n\nHere's the reality check: a +700 parlay (12.5% probability) means you lose about 7 out of 8 times. At $100 per bet, that's $700 in losses before one $700 win — break-even at best, and that's before the vig.\n\nThe break-even win rate for +700 odds is 12.5%. If your true probability is higher (say 14%), you have positive expected value. If it's lower, you're paying a premium for the excitement. Tools like our [arbitrage calculator](\u002Fbetting\u002Farbitrage-calculator) can help you spot when odds across sportsbooks create opportunities.\n\n\nOnce you know how parlay math and house edge work, the natural follow-up is: can you claw back some of that edge? Acca insurance is one way — a promo that refunds your stake if exactly one leg of a 5+ leg parlay loses. Our [acca insurance calculator](\u002Fbetting\u002Facca-insurance-calculator) plugs the refund into the true-odds math and shows whether the insured parlay beats the raw parlay on EV, or whether the book has simply repriced the legs to absorb the promo cost.\n\n## Parlay Odds vs True Odds: The House Edge\n\n### How Vig Compounds Across Legs\n\nThis is the most important concept in parlay betting — and the one sportsbooks hope you never learn.\n\nA standard -110 bet implies a 52.38% probability. But a fair coin flip is 50%. That gap — 2.38% — is the vig on a single bet.\n\nIn a parlay, the vig multiplies:\n\n| Legs | True Prob | Book Prob | House Edge |\n|------|-----------|-----------|------------|\n| 1 | 50.00% | 52.38% | 4.55% |\n| 2 | 25.00% | 27.44% | 8.70% |\n| 3 | 12.50% | 14.37% | 13.00% |\n| 4 | 6.25% | 7.53% | 17.00% |\n| 5 | 3.13% | 3.94% | 20.70% |\n| 6 | 1.56% | 2.07% | 24.30% |\n\nA 3-leg parlay at -110 has roughly the same house edge as a roulette spin on a double-zero wheel (13% vs 5.26%). By 6 legs, you're playing worse odds than most casino table games.\n\n### Why Sportsbooks Love Parlay Bettors\n\nSportsbooks promote parlays heavily for one simple reason: compounding vig. They earn a small margin on each leg, but because those margins multiply, a parlay with 5+ legs is one of the most profitable products they offer.\n\nThe 2024 Q4 earnings reports from major US sportsbooks showed that parlays accounted for roughly 25-30% of total handle but over 40% of revenue. That's not because bettors are unlucky — it's because the math is structurally tilted.\n\nSmart strategies to limit the damage:\n\n1. **Keep parlays small** — 2-3 legs maximum\n2. **Use correlated legs** — [same game parlays](\u002Fblog\u002Fnhl-same-game-parlay) where outcomes are linked\n3. **Shop for odds** — even small improvements reduce compounding vig\n4. **Consider round robins** — our [round robin calculator](\u002Fbetting\u002Fround-robin-calculator) shows how splitting bets reduces risk\n5. **Know when to pass** — if you can't articulate why each leg wins, don't parlay it\n\nIf you want to understand whether sports betting can be profitable long-term, we break down the full math in our guide on [making a living from sports betting](\u002Fblog\u002Fcan-you-make-a-living-off-sports-betting). And if you've ever wondered whether the system itself is fair, check our analysis on [whether sports betting is rigged](\u002Fblog\u002Fis-sports-betting-rigged).\n\n\nThe compounding house edge is why many sharp bettors avoid parlays entirely in favour of single bets. But there's a middle path worth knowing: dutching. Instead of multiplying odds across multiple legs (and compounding the vig), dutching places independent bets on several outcomes at a single book with stakes sized so that any winner produces the same profit. The vig is paid once, not compounded. Our [dutching calculator](\u002Fbetting\u002Fdutching-calculator) shows the exact stake split for any combination of outcomes.\n\n\n\nFor exotic soccer legs, the math gets interesting — an \"octopus\" (same player scores in both halves) typically pays +900 to +2500, so a single leg can swing the whole parlay odds. Our [octopus bet explainer](\u002Fblog\u002Fwhat-is-octopus-in-football) breaks down the true probability vs the posted line.\n\n\n\nParlay math gets tricky when one leg is a soccer Asian Handicap because half-win \u002F half-loss outcomes change the payout formula. Our [Asian Handicap guide](\u002Fblog\u002Fasian-handicap-guide) shows exactly how quarter-goal lines (-0.25, +0.75) settle inside a parlay.\n\nIf your slip is turning into a 4-6 leg multi, consider whether a system bet structure makes more sense than a full parlay. Our [system bet calculator](\u002Fbetting\u002Fsystem-bet-calculator) shows Yankee, Lucky 15 and Heinz returns side-by-side so you can compare partial-win outcomes against the all-or-nothing parlay path.\n\n## FAQ",[31,34,37,40,43,46,49,52,55,58,61,64,67,70,73],{"answer":32,"question":33},"Convert each leg to decimal odds, then multiply all three together. Example: -110 (1.909) × +150 (2.50) × -130 (1.769) = 8.44 combined odds. A $100 bet pays $844. Win probability: 52.4% × 40% × 56.5% = 11.8%.","How do you calculate a 3-leg parlay?",{"answer":35,"question":36},"Combined Odds = Odds₁ × Odds₂ × Odds₃ × ... (all in decimal format). Payout = Stake × Combined Odds. Win Probability = (1\u002FOdds₁) × (1\u002FOdds₂) × (1\u002FOdds₃) × 100.","What is the parlay formula?",{"answer":38,"question":39},"+700 means you win $700 for every $100 wagered, plus your original stake back ($800 total). In decimal odds, +700 equals 8.00. The implied win probability is 12.5%.","What does +700 parlay odds mean?",{"answer":41,"question":42},"It depends on the odds of each leg. At standard -110 per leg, a 3-team parlay pays about $348 ($50 × 6.96 combined odds). At mixed odds like -150\u002F+200\u002F-110, it pays $50 × 5.73 = $286.50.","How much does a $50 3-team parlay pay?",{"answer":44,"question":45},"For parlays, convert all odds to decimal format first. Positive American: (odds\u002F100) + 1. Negative American: (100\u002F|odds|) + 1. Then multiply all decimal odds together for combined parlay odds.","How do you calculate bet odds?",{"answer":47,"question":48},"Put decimal odds in cells B2:B4 and use =PRODUCT(B2:B4) for combined odds. For payout: =A1*PRODUCT(B2:B4) where A1 is your stake. To convert American odds: =IF(A1>0, A1\u002F100+1, 100\u002FABS(A1)+1).","How do you calculate parlay odds in Excel?",{"answer":50,"question":51},"NFL parlay odds are calculated the same way as any parlay. Convert each NFL line to decimal (e.g., Chiefs -150 = 1.667, Packers +130 = 2.30), then multiply. The NFL-specific consideration is that sportsbooks may adjust correlated parlays.","How do you calculate NFL parlay odds?",{"answer":53,"question":54},"Same formula as any parlay. Convert NBA moneylines or spreads to decimal odds, then multiply. For NBA player prop parlays, convert each prop's odds to decimal and multiply. Same game parlays may have adjusted odds set by the sportsbook.","How do you calculate NBA parlay odds?",{"answer":56,"question":57},"The entire parlay loses. All legs must win for a parlay to pay out. This is what makes parlays risky — one wrong pick and you lose your entire stake. Some sportsbooks offer parlay insurance for near-misses.","What happens if one leg of a parlay loses?",{"answer":59,"question":60},"Parlays are entertaining but carry negative expected value because the bookmaker's margin compounds with each leg. A 5-leg parlay at -110 per leg has roughly 20% house edge. Professional bettors typically avoid large parlays or use correlated same-game parlays to gain an edge.","Are parlays a good betting strategy?",{"answer":62,"question":63},"A round robin splits your selections into multiple smaller parlays. Three picks become three 2-team parlays. You can still profit if one pick loses, but the total stake is higher. Use our round robin calculator to compare options.","What is a round robin parlay?",{"answer":65,"question":66},"The vig (bookmaker's margin) compounds with each leg. A single -110 bet has 4.55% house edge. A 3-leg parlay at -110 compounds to about 13.2%. By 6 legs it's nearly 25%. This is why sportsbooks aggressively promote parlays.","How does the house edge work on parlays?",{"answer":68,"question":69},"Yes — the formula works with any mix of odds. Convert each leg to decimal regardless of the original format, then multiply. A parlay with -200, +150, and -110 legs works exactly the same: 1.50 × 2.50 × 1.909 = 7.16 combined odds.","Can you calculate parlay odds with different odds on each leg?",{"answer":71,"question":72},"Both combine multiple bets, but teasers let you shift the point spread in your favor (usually 6-7 points) in exchange for lower payouts. Parlays use original lines with higher payouts. Teasers are mainly for NFL and NBA point spreads.","What's the difference between a parlay and a teaser?",{"answer":74,"question":75},"For positive odds like +200: divide by 100 and add 1 = 3.00. For negative odds like -150: divide 100 by 150 and add 1 = 1.667. 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