[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"blog-article-correct-score-odds-explained-en":3,"mdc-2vu8zt-key":68},{"id":4,"slug":5,"status":6,"section":7,"category":8,"author":9,"publish_date":10,"date_updated":11,"read_time":12,"image":13,"embedded_components":14,"related_calculators":14,"related_articles":15,"title":16,"description":17,"keywords":18,"content":27,"faq":28,"availableLocales":65},"57251c34-03ca-446b-a37e-34cb616dee37","correct-score-odds-explained","published","betting","strategies","Evgeniy Volkov","2026-07-19","2026-07-19T06:23:23.141387+00:00",13,"\u002Fimages\u002Fblog\u002Fcorrect-score-odds-explained.webp","[]",[],"Correct Score Odds: Probability, Margin & Value (2026)","Correct score odds explained: turn any price into probability, compute the bookmaker margin and spot value. Formulas, a sample market and calculator.",[19,20,21,22,23,24,25,26],"correct score odds","correct score probability","how to calculate odds","bookmaker margin correct score","implied probability","fair odds","overround correct score","correct score value bet","# Correct Score Odds: Probability and Value (2026)\n\nYou see 9.00 on 1-0. Good value or not? At that price, the bookmaker is saying the chance of that scoreline is around 11%. Your model says 12%. That small gap is where value lives, and it's why the bet is worth making. Read any correct score price, calculate the bookmaker's margin, and spot moments when the odds are too generous, that's what this guide covers.\n\nOne important scope note: this is about the mathematics of price, not about predicting scorelines. If you want to forecast the actual score using expected goals and Poisson distribution, that's covered in the adjacent guide on [how to predict correct score](\u002Fblog\u002Fhow-to-predict-correct-score). Here we take probability as a given and work through what the bookmaker does with it, and where you can profit from that process. A [calculator](\u002Fbetting\u002Fcorrect-score-calculator) is embedded at the end.\n\n## TL;DR: How to Read Correct Score Odds\n\nShort version: divide 1 by the odds to get the probability, divide 1 by the probability to get the fair price, and multiply your estimated probability by the bookmaker's odds to check for value. Three formulas cover everything:\n\n| What | Formula | Example |\n|---|---|---|\n| Odds to probability | 1 \u002F odds | 1 \u002F 9.00 = 11.1% |\n| Probability to fair odds | 1 \u002F probability | 1 \u002F 0.12 = 8.33 |\n| Is there value? | probability × odds > 1 | 0.12 × 9.00 = 1.08, yes |\n\n### The Core Formulas in 20 Seconds\n\nEverything rests on two inverse operations. Odds divided into 1 gives probability. Probability divided into 1 gives fair odds. To check for value, multiply your probability by the bookmaker's odds. Above 1 means value. The rest is detail, covered below.\n\n## What a Correct Score Bet Is and Why the Odds Are Long\n\nQuick refresher if you landed here directly. A correct score bet is a prediction of the exact final scoreline of a match (1-0, 2-1, 1-1). It wins only on a perfect match, settled over 90 minutes plus stoppage time. Full breakdown of bet types in the guide on [correct score betting](\u002Fblog\u002Fcorrect-score-betting-explained).\n\n### The 90-Minute Rule in Practice\n\nYou back 2-1, the match ends 2-2, the bet loses even though you nearly had it. Extra time and penalties in cup competitions don't count by default. That's the foundation the odds are built on.\n\n### Why Probability Is Spread Across 30+ Scorelines\n\nThis is the key to understanding why correct score odds are long. A match has dozens of possible scorelines: 0-0, 1-0, 0-1, 1-1, 2-1, all the way to 4-3 and beyond. The entire probability mass (100%) gets distributed across all of them. Even the most common scoreline ends up with only 10-13%, while rarer ones get fractions of a percent. Low probability means long odds.\n\n## Converting Odds to Probability\n\nFirst skill: instantly translating any price into a probability. This is what's called [implied probability](\u002Fbetting\u002Fimplied-probability), the chance the bookmaker has baked into the odds.\n\n### Decimal, Fractional, American\n\nThe formula depends on the odds format:\n\n$$P = \\frac{1}{\\text{decimal odds}}$$\n\nFor decimal odds it's straightforward: 9.00 gives 1 \u002F 9.00 = 11.1%.\n\n#### Fractional and American with Examples\n\nFor fractional odds, probability = denominator \u002F (numerator + denominator): 8\u002F1 is 1 \u002F 9 = 11.1%, the decimal equivalent being 9.00. For American positive odds: 100 \u002F (odds + 100), so +800 gives 100 \u002F 900 = 11.1%. All three formats (9.00, 8\u002F1, +800) describe exactly the same 11.1% probability, just written differently. Switching between them is easy with the [odds converter](\u002Fbetting\u002Fodds-converter).\n\n### Odds-to-Probability Reference Table\n\nKeep this handy:\n\n| Decimal Odds | Fractional | Implied Probability | Example Scoreline |\n|---|---|---|---|\n| 6.50 | 11\u002F2 | 15.4% | common (1-1, 1-0) |\n| 8.00 | 7\u002F1 | 12.5% | common |\n| 9.00 | 8\u002F1 | 11.1% | 2-1 |\n| 13.00 | 12\u002F1 | 7.7% | 2-0 \u002F 0-2 |\n| 21.00 | 20\u002F1 | 4.8% | 3-1 |\n| 41.00 | 40\u002F1 | 2.4% | 4-0 |\n| 67.00 | 66\u002F1 | 1.5% | exotic (4-4) |\n\nWant to run your own numbers? Use the interactive converter:\n\n::inline-odds-converter\n::\n\n### How to Read a Long Price\n\nA long price means low probability. Nothing more. 21.00 means 4.8%, 41.00 means 2.4%. A big number on its own is not a signal to bet on the hope it comes in. It tells you one thing: the bookmaker thinks this scoreline is unlikely. Whether the bet has value depends on comparing that price to your own estimate, not on how large the number looks.\n\n## From Probability to Fair Odds\n\nNow run it in reverse. You have a probability estimate for a scoreline (from a Poisson model or your own assessment), and you want to know what a fair price would look like.\n\n### The Fair Odds Formula\n\n$$\\text{fair odds} = \\frac{1}{P}$$\n\nYour model puts a 1-0 at 12% probability (0.12), so the [fair price](\u002Fbetting\u002Fodds-converter) = 1 \u002F 0.12 = 8.33. That's the odds with no margin baked in, a clean reflection of the probability.\n\n### Fair Price vs. Bookmaker Price\n\nIf the book is offering 9.00 on that scoreline and the fair odds are 8.33, the bookmaker's price is longer than fair. That's in your favour, there's value there. If the book were offering 7.00 (shorter than the fair 8.33), the edge would sit on their side. The whole game is finding spots where the price accidentally drifts longer than it should be.\n\n## Bookmaker Margin and Overround in Correct Score Markets\n\nWhy is the bookmaker's price usually shorter than fair? Because [margin](\u002Fbetting\u002Fmargin-calculator) (overround) is baked in. That's how they make money.\n\n### How to Calculate It: Sum of 1\u002FOdds Minus 1\n\nTake every price in the market, convert each to an implied probability (1 \u002F odds), and add them up. A fair market with no margin would sum to exactly 100%. In reality it's higher. That excess is the margin: margin = sum of (1 \u002F odds) − 1.\n\n### A Full Market Example\n\nHere's an illustrative market (not tied to any specific bookmaker) to show the arithmetic:\n\n| Score | Odds | Implied Probability |\n|---|---|---|\n| 1-0 | 8.00 | 12.5% |\n| 2-1 | 9.00 | 11.1% |\n| 1-1 | 6.50 | 15.4% |\n| 0-0 | 11.00 | 9.1% |\n| 2-0 | 12.00 | 8.3% |\n| 0-1 | 12.00 | 8.3% |\n| 1-2 | 13.00 | 7.7% |\n| Any other score | 2.40 | 41.7% |\n| **Total** | | **~114%** |\n\nThe implied probabilities sum to around 114%, putting the margin at roughly 14% on this deliberately thin set of lines. On a full correct score market with dozens of outcomes, it typically runs 15-30%. These numbers are illustrative, don't attribute them to any specific bookmaker.\n\n### Correct Score Margin vs. Other Markets\n\nFor perspective, here's how correct score margin stacks up against other typical markets:\n\n| Market | Number of Outcomes | Typical Margin |\n|---|---|---|\n| Match Result (1X2) | 3 | ~4-6% |\n| [Double Chance](\u002Fbetting\u002Fdouble-chance-calculator) | 3 | ~5-7% |\n| Over\u002FUnder | 2 | ~4-5% |\n| Correct Score | 30+ | ~15-30% |\n\nCorrect score is mathematically harder not just because there are more outcomes, but because the margin is several times higher. You're fighting the difficulty of the prediction and a much heavier overround at the same time.\n\n## Is There Value? The Probability × Odds Check\n\nThe core test everything builds toward. A bet has positive long-run expectation only when your estimated probability (as a decimal) × the odds is greater than 1.\n\n### Examples With and Without Value\n\nSeveral scorelines from the same match, your probability estimate on the left, the bookmaker's price in the middle, the verdict on the right:\n\n| Score | Your Probability | Bookmaker Odds | Probability × Odds | Verdict |\n|---|---|---|---|---|\n| 1-0 | 12% | 9.00 | 1.08 | value, bet it |\n| 1-1 | 12% | 7.00 | 0.84 | against us, skip |\n| 2-1 | 9% | 12.00 | 1.08 | value, bet it |\n| 0-0 | 8% | 9.00 | 0.72 | against us, skip |\n\nSame estimated probability for 1-0 and 1-1, opposite decisions, because price is everything. Tracking how your assessed price compares to the closing line is exactly what the [CLV calculator](\u002Fbetting\u002Fclv-calculator) is built for.\n\n#### How Much Value Do You Need to Overcome the Margin?\n\nThis is a critical nuance specific to correct score betting. A market margin of 15-30% means the average bet in that market is already losing by that amount before you start. Your edge doesn't just need to exist, it needs to be large enough to clear that headwind. A 2-3% edge on a market with 20% margin is often an illusion: you've underestimated how far the price has already been pushed against you. The practical threshold for a correct score bet is higher than for a match result. Look for situations where your probability is noticeably higher than implied, not just marginally.\n\n### Why \"Systems\" and \"Pretty Scorelines\" Don't Create Value\n\nNo staking progression and no instinct for attractive-looking scores changes the underlying mathematics. Value comes purely from the gap between your probability and the bookmaker's price, full stop. A staking system controls how much you bet, but it can't turn a losing bet into a winning one. Assess your [edge honestly](\u002Fbetting\u002Fedge-analyzer), not through faith in a scheme. For how to apply this in trading, see the guide on [correct score betting strategy](\u002Fblog\u002Fcorrect-score-betting-strategy).\n\n## Any Other Score and Correct Score 17-Way\n\nTwo terms people mix up constantly, and it costs them.\n\n### Any Other Score: How Rare Scorelines Get Bundled\n\n\"Any Other Score\" groups every unlisted result into a single selection at a combined price, usually split into any other home win, draw, and away win. Its implied probability is roughly the sum of all those rare individual scorelines. The odds are long, but shorter than betting each exotic result separately, because you're covering a lot of outcomes at once.\n\n### 17-Way: Two Different Things\n\nThe term is genuinely ambiguous. Sometimes it's a 17-leg parlay on correct scores across different matches. Sometimes it's a bookmaker promo paying out on 17 correct selections. In the context of a single match, though, it usually refers to a grouped market: the book lists around 17 scorelines plus catch-all options for the less common results. The idea is to give you real choice without an endless dropdown.\n\n## When Correct Score Odds Are Wrong\n\nBookmakers don't price perfectly. They react to betting volume, team news, and time pressure. That's exactly where value players find their edge.\n\n### Line Movement and Late Team News\n\nCorrect score odds shift before kickoff. Say the home team's top scorer is ruled out late. The fair probability of high-scoring results drops, but the book updates its line with a delay. Inside that window, the odds on low-scoring results like 0-0 or 1-0 are still inflated relative to the new reality. Whoever built that news into their model first captured the value. Tracking whether your price beat the closing line is where a [CLV calculator](\u002Fbetting\u002Fclv-calculator) earns its keep: consistently beating the closing line means you're betting with an edge.\n\n### Early Lines vs. Closing Lines\n\nEarly odds, right after a market opens, carry more margin and more mistakes, because the bookmaker hasn't absorbed enough volume yet. As the match approaches, the line sharpens. For correct scores, the fattest pricing errors tend to appear in early lines on secondary leagues, where the book has less data and sets lower limits. Those markets also carry higher margins, so weigh one against the other with the [edge analyzer](\u002Fbetting\u002Fedge-analyzer).\n\n## Where Scoreline Probabilities Come From (Poisson, Briefly)\n\nThe individual scoreline probabilities we convert into fair odds don't come from nowhere. They come from a Poisson model: the probability of home goals multiplied by the probability of away goals, with each team's expected goals derived from xG. The full step-by-step method is in the guide on [how to predict correct scores](\u002Fblog\u002Fhow-to-predict-correct-score), no need to repeat it here.\n\n## Run the Numbers: Correct Score Odds Calculator\n\nWorking through the formulas manually across an entire market takes too long. Our tool does it all at once: enter the expected goals, get each scoreline's probability and fair odds, and instantly compare against the bookmaker's price to see where value sits.\n\n👉 Open the [correct score calculator](\u002Fbetting\u002Fcorrect-score-calculator) and check the line on your next match. New to the market? Start with [correct score betting explained](\u002Fblog\u002Fcorrect-score-betting-explained), then move into [strategy and lay trading](\u002Fblog\u002Fcorrect-score-betting-strategy) when you're ready to trade on exchanges. The [Kelly calculator](\u002Fbetting\u002Fkelly-calculator) sizes your bet from your edge, the [value bet finder](\u002Fbetting\u002Fvalue-bet-finder) surfaces the value bets themselves, and the [over\u002Funder glossary](\u002Fglossary\u002Fbetting\u002Fover-under) covers market terminology. Every tool in one place at the [betting hub](\u002Fbetting).",[29,32,35,38,41,44,47,50,53,56,59,62],{"answer":30,"question":31},"You start from probability. The fair odds on any scoreline equal one divided by its probability as a decimal. If your model gives 1-0 a 12% chance (0.12), the fair price is 1 \u002F 0.12 = 8.33. The bookmaker takes those fair odds and shortens them by their margin.","How do you calculate correct score odds?",{"answer":33,"question":34},"For decimal odds, implied probability = 1 \u002F odds. A price of 9.00 implies 1 \u002F 9.00 = 11.1%. For fractional odds, it's denominator \u002F (numerator + denominator), so 8\u002F1 gives 1 \u002F 9 = 11.1%. That implied probability is simply the chance baked into the price.","How do you convert a correct score price into implied probability?",{"answer":36,"question":37},"Because there are dozens of possible scorelines and the probability is spread thin across all of them. Even the most common results like 1-0 and 1-1 each account for only 10-13% of outcomes, so their prices sit around 7.00-9.00. Rare scorelines like 4-0 go at 40.00 and beyond. The more outcomes a market has, the lower the probability of each one and the longer its price.","Why are correct score odds so high?",{"answer":39,"question":40},"Add up the implied probabilities of every scoreline listed (1 \u002F odds for each) then subtract 100%. The excess is the margin, or overround. On match result markets the margin typically runs around 5%, but on correct score it balloons to 15-30% because there are far more outcomes and betting volume on each is lower.","How is the bookmaker margin calculated on correct score markets?",{"answer":42,"question":43},"Two reasons. First, correct score markets have dozens of outcomes versus three for the match result, and margin gets layered onto each one. Second, betting volume on individual scorelines is lower, so bookmakers build in more margin to cover the risk and reduced liquidity. That's where the 15-30% figure comes from, versus roughly 5% on 1X2.","Why is the margin on correct score higher than on the match result?",{"answer":45,"question":46},"Multiply your estimated probability as a decimal by the bookmaker's decimal odds. If the result is greater than 1, there's value and the bet is profitable long-term. Example: your probability is 12% (0.12), the price is 9.00, so 0.12 × 9.00 = 1.08, which is above 1 and the value is there. Below 1 means the edge is with the bookmaker, so pass.","How do I tell whether there's value in a correct score price?",{"answer":48,"question":49},"It's a catch-all option covering any scoreline the bookmaker hasn't listed individually, usually split into Any Other Home Win, Any Other Draw, and Any Other Away Win. Its implied probability roughly equals the sum of all unlisted scorelines, so the price is long but shorter than any single exotic result.","What does Any Other Score mean?",{"answer":51,"question":52},"The term has two uses. First, it can mean a 17-leg correct score accumulator across 17 different matches. Second, some bookmakers use it as a promotional bonus for hitting 17 correct selections. In most contexts it refers to a grouped correct score market listing around 17 specific scorelines plus catch-all options for less common results.","What does correct score 17-way mean?",{"answer":54,"question":55},"Convert it to probability: 1 \u002F 21.00 = 4.8%. The bookmaker is pricing that scoreline at roughly a 5% chance. A long price always signals low implied probability. That's not a reason to bet or to avoid it. Whether it's good value comes down to how your own probability estimate compares to that 4.8%.","How do I interpret a long price like 21.00?",{"answer":57,"question":58},"The fair price reflects the true probability with no markup: 1 \u002F probability. The bookmaker's price is always shorter than that by the size of their margin, which is how they make money. The gap between the two is the margin. Finding value means catching a moment when the bookmaker's price happens to be longer than the fair price.","What's the difference between a fair price and the bookmaker's price?",{"answer":60,"question":61},"Only with a genuine edge in probability estimation and strict discipline. The high margin (15-30%) makes this one of the toughest markets to beat: your model needs to be meaningfully more accurate than the bookmaker's pricing to come out ahead. Most bettors lose precisely because of that margin. Realistic goal: picking off individual value bets, not generating a steady income.","Can you realistically beat the correct score market?",{"answer":63,"question":64},"Fractional 8\u002F1 means you win 8 units profit per 1 staked and get your stake back. Implied probability = 1 \u002F (8+1) = 11.1%, decimal equivalent 9.00. American +800 means stake 100 and win 800 profit. Implied probability = 100 \u002F (800+100) = 11.1%. All three formats describe the same probability, just written differently.","How do I read fractional and American correct score odds?",[66,67],"ru","en",{"data":69,"body":70},{},{"type":71,"children":72},"root",[73,82,88,110,116,121,208,215,220,226,239,245,250,256,261,267,279,285,290,523,528,535,547,553,558,751,756,760,766,771,777,782,788,971,983,989,994,1000,1013,1019,1024,1030,1035,1217,1222,1228,1233,1335,1340,1346,1351,1357,1362,1499,1512,1518,1523,1529,1549,1555,1560,1566,1571,1577,1582,1588,1593,1599,1610,1616,1627,1633,1645,1651,1656],{"type":74,"tag":75,"props":76,"children":78},"element","h2",{"id":77},"correct-score-odds-probability-and-value-2026",[79],{"type":80,"value":81},"text","Correct Score Odds: Probability and Value (2026)",{"type":74,"tag":83,"props":84,"children":85},"p",{},[86],{"type":80,"value":87},"You see 9.00 on 1-0. Good value or not? At that price, the bookmaker is saying the chance of that scoreline is around 11%. Your model says 12%. That small gap is where value lives, and it's why the bet is worth making. Read any correct score price, calculate the bookmaker's margin, and spot moments when the odds are too generous, that's what this guide covers.",{"type":74,"tag":83,"props":89,"children":90},{},[91,93,100,102,108],{"type":80,"value":92},"One important scope note: this is about the mathematics of price, not about predicting scorelines. If you want to forecast the actual score using expected goals and Poisson distribution, that's covered in the adjacent guide on ",{"type":74,"tag":94,"props":95,"children":97},"a",{"href":96},"\u002Fblog\u002Fhow-to-predict-correct-score",[98],{"type":80,"value":99},"how to predict correct score",{"type":80,"value":101},". Here we take probability as a given and work through what the bookmaker does with it, and where you can profit from that process. A ",{"type":74,"tag":94,"props":103,"children":105},{"href":104},"\u002Fbetting\u002Fcorrect-score-calculator",[106],{"type":80,"value":107},"calculator",{"type":80,"value":109}," is embedded at the end.",{"type":74,"tag":75,"props":111,"children":113},{"id":112},"tldr-how-to-read-correct-score-odds",[114],{"type":80,"value":115},"TL;DR: How to Read Correct Score Odds",{"type":74,"tag":83,"props":117,"children":118},{},[119],{"type":80,"value":120},"Short version: divide 1 by the odds to get the probability, divide 1 by the probability to get the fair price, and multiply your estimated probability by the bookmaker's odds to check for value. Three formulas cover everything:",{"type":74,"tag":122,"props":123,"children":124},"table",{},[125,149],{"type":74,"tag":126,"props":127,"children":128},"thead",{},[129],{"type":74,"tag":130,"props":131,"children":132},"tr",{},[133,139,144],{"type":74,"tag":134,"props":135,"children":136},"th",{},[137],{"type":80,"value":138},"What",{"type":74,"tag":134,"props":140,"children":141},{},[142],{"type":80,"value":143},"Formula",{"type":74,"tag":134,"props":145,"children":146},{},[147],{"type":80,"value":148},"Example",{"type":74,"tag":150,"props":151,"children":152},"tbody",{},[153,172,190],{"type":74,"tag":130,"props":154,"children":155},{},[156,162,167],{"type":74,"tag":157,"props":158,"children":159},"td",{},[160],{"type":80,"value":161},"Odds to probability",{"type":74,"tag":157,"props":163,"children":164},{},[165],{"type":80,"value":166},"1 \u002F odds",{"type":74,"tag":157,"props":168,"children":169},{},[170],{"type":80,"value":171},"1 \u002F 9.00 = 11.1%",{"type":74,"tag":130,"props":173,"children":174},{},[175,180,185],{"type":74,"tag":157,"props":176,"children":177},{},[178],{"type":80,"value":179},"Probability to fair odds",{"type":74,"tag":157,"props":181,"children":182},{},[183],{"type":80,"value":184},"1 \u002F probability",{"type":74,"tag":157,"props":186,"children":187},{},[188],{"type":80,"value":189},"1 \u002F 0.12 = 8.33",{"type":74,"tag":130,"props":191,"children":192},{},[193,198,203],{"type":74,"tag":157,"props":194,"children":195},{},[196],{"type":80,"value":197},"Is there value?",{"type":74,"tag":157,"props":199,"children":200},{},[201],{"type":80,"value":202},"probability × odds > 1",{"type":74,"tag":157,"props":204,"children":205},{},[206],{"type":80,"value":207},"0.12 × 9.00 = 1.08, yes",{"type":74,"tag":209,"props":210,"children":212},"h3",{"id":211},"the-core-formulas-in-20-seconds",[213],{"type":80,"value":214},"The Core Formulas in 20 Seconds",{"type":74,"tag":83,"props":216,"children":217},{},[218],{"type":80,"value":219},"Everything rests on two inverse operations. Odds divided into 1 gives probability. Probability divided into 1 gives fair odds. To check for value, multiply your probability by the bookmaker's odds. Above 1 means value. The rest is detail, covered below.",{"type":74,"tag":75,"props":221,"children":223},{"id":222},"what-a-correct-score-bet-is-and-why-the-odds-are-long",[224],{"type":80,"value":225},"What a Correct Score Bet Is and Why the Odds Are Long",{"type":74,"tag":83,"props":227,"children":228},{},[229,231,237],{"type":80,"value":230},"Quick refresher if you landed here directly. A correct score bet is a prediction of the exact final scoreline of a match (1-0, 2-1, 1-1). It wins only on a perfect match, settled over 90 minutes plus stoppage time. Full breakdown of bet types in the guide on ",{"type":74,"tag":94,"props":232,"children":234},{"href":233},"\u002Fblog\u002Fcorrect-score-betting-explained",[235],{"type":80,"value":236},"correct score betting",{"type":80,"value":238},".",{"type":74,"tag":209,"props":240,"children":242},{"id":241},"the-90-minute-rule-in-practice",[243],{"type":80,"value":244},"The 90-Minute Rule in Practice",{"type":74,"tag":83,"props":246,"children":247},{},[248],{"type":80,"value":249},"You back 2-1, the match ends 2-2, the bet loses even though you nearly had it. Extra time and penalties in cup competitions don't count by default. That's the foundation the odds are built on.",{"type":74,"tag":209,"props":251,"children":253},{"id":252},"why-probability-is-spread-across-30-scorelines",[254],{"type":80,"value":255},"Why Probability Is Spread Across 30+ Scorelines",{"type":74,"tag":83,"props":257,"children":258},{},[259],{"type":80,"value":260},"This is the key to understanding why correct score odds are long. A match has dozens of possible scorelines: 0-0, 1-0, 0-1, 1-1, 2-1, all the way to 4-3 and beyond. The entire probability mass (100%) gets distributed across all of them. Even the most common scoreline ends up with only 10-13%, while rarer ones get fractions of a percent. Low probability means long odds.",{"type":74,"tag":75,"props":262,"children":264},{"id":263},"converting-odds-to-probability",[265],{"type":80,"value":266},"Converting Odds to Probability",{"type":74,"tag":83,"props":268,"children":269},{},[270,272,277],{"type":80,"value":271},"First skill: instantly translating any price into a probability. This is what's called ",{"type":74,"tag":94,"props":273,"children":275},{"href":274},"\u002Fbetting\u002Fimplied-probability",[276],{"type":80,"value":23},{"type":80,"value":278},", the chance the bookmaker has baked into the odds.",{"type":74,"tag":209,"props":280,"children":282},{"id":281},"decimal-fractional-american",[283],{"type":80,"value":284},"Decimal, Fractional, American",{"type":74,"tag":83,"props":286,"children":287},{},[288],{"type":80,"value":289},"The formula depends on the odds 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