[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"blog-article-correct-score-betting-explained-en":3,"mdc--rf20iq-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},"6fbfde20-15cb-49b6-8612-1ca77829f20d","correct-score-betting-explained","published","betting","guides","Evgeniy Volkov","2026-07-19","2026-07-19T06:23:14.959287+00:00",15,"\u002Fimages\u002Fblog\u002Fcorrect-score-betting-explained.webp","[]",[],"Correct Score Betting: Types, Risk and the Math (2026)","Correct score betting explained: every bet type, why the odds run so long, honest risk and how to price a scoreline. Free calculator inside.",[19,20,21,22,23,24,25,26],"correct score betting","correct score bet","what does correct score mean in betting","17 way correct score","anytime correct score","correct score other","correct score odds","correct score calculator","# Correct Score Betting: Types, Risk and the Math (2026)\n\nYou backed 2-1. The game is going exactly to plan, the home side leads 2-1 with five minutes left. Then on 89 minutes the away team equalizes. Final score 2-2, your bet is dead, even though you were a single goal away. That is why correct score betting is simultaneously the most tempting and the most treacherous market in football: it pays big, but it only forgives a perfect call.\n\nThis 2026 guide covers everything in one place: what a correct score bet actually is, every market type available, why the odds run so long, how risky this genuinely is, and how to calculate the probability of each scoreline rather than guessing. At the end we link to the [correct score calculator](\u002Fbetting\u002Fcorrect-score-calculator) so you can see exactly where a bookmaker has overpriced a line.\n\n## TL;DR: the 30-second answer\n\nA correct score bet is a prediction of the exact final scoreline (1-0, 2-1, 1-1). It wins only on a perfect match, settles on 90 minutes plus stoppage time (no extra time or penalties), and loses more often than any other mainstream market. The details are below.\n\n| What | Detail |\n|---|---|\n| What it is | A bet on the exact final scoreline (1-0, 2-1, 1-1, etc.) |\n| When it wins | Only when the score matches exactly. Close doesn't count |\n| What time period | 90 minutes plus stoppage time. No extra time, no penalties |\n| Strike rate | Typically below 9-11%. Most bets lose |\n| Top scoreline probability | Around 10-13% even for the most common result (1-0, 1-1) |\n| How to calculate | Poisson distribution: expected goals (xG) for both teams, [calculator](\u002Fbetting\u002Fcorrect-score-calculator) |\n\n### The numbers that matter\n\nThree figures define the entire market. The strike rate on any single correct score bet rarely exceeds 11%. The single most likely scoreline in a match typically carries only a 10-13% probability. The bookmaker's margin on this market usually runs 15-25%, not the 5% you see on match result. Keep those in mind: they explain both the long odds and exactly why it is so easy to torch a bankroll here.\n\n## What a correct score bet actually means\n\nA correct score bet is a prediction of a specific final scoreline. Not \"the home side wins,\" not \"over 2.5 goals,\" but precisely \"it ends 2-1.\" There are no partial payouts or halfway options: either you called the score exactly right, or the bet loses.\n\n### A blunt example: 7-0 is not 7-1\n\nTake it to the extreme. You back Man City to win 7-0. City destroy the opposition but score an eighth, final score 8-0. Your bet loses, even though City won by a landslide. Same deal with 7-1 or 6-0: none of those cover your 7-0 ticket. Correct score punishes you for a single extra goal or one goal short.\n\nThat is exactly what makes this market so difficult. On match result you have three options (win, draw, loss). On correct score there are dozens of possibilities and you are picking exactly one.\n\n### Does extra time count?\n\nThis is the detail beginners miss most often. A correct score bet settles on regulation time by default: 90 minutes plus whatever stoppage time the referee adds. Extra time and penalty shootouts in cup competitions do not count. If a match finishes 1-1 in normal time and then goes to 2-1 in extra time, the bet settles on 1-1.\n\n#### Cup knockout matches\n\nThis catches more people out in knockout football than anywhere else. A Champions League semi-final ends 1-1 in regulation, then 2-1 in extra time, and you backed 2-1 thinking you've landed it. You haven't: the bet settles on 1-1 because only regulation time counts. Exceptions exist, but the bookmaker is required to state them explicitly in the market rules. Always open the market rules on any cup knockout fixture before placing. Do not rely on memory.\n\n## Every type of correct score bet\n\nMost guides cover the basic market and stop there. In reality there are several formats, and each has its own pitfall.\n\n| Type | What it means | Key catch |\n|---|---|---|\n| Standard correct score | Exact score after 90 minutes plus stoppage time | One scoreline, one bet |\n| Other \u002F Any Other Score | Any score not listed as a standalone option by the bookmaker | If a score appears as its own line, Other does not cover it |\n| 17-way (X-way) | Grouped market: around 17 specific scores plus any other win\u002Fdraw options | The exact number of options varies by bookmaker and match |\n| Anytime correct score | The score appeared on the board at any point, not just at the final whistle | Non-standard term, check the bookmaker's rules |\n| Half-time correct score | Exact score at half-time (45 minutes plus stoppage time) | Fewer possible scores, odds slightly shorter |\n| HT\u002FFT correct score | Combo: exact score at both half-time and full-time | Double condition, very long odds |\n\n### Standard correct score\n\nThe foundation. You pick one final scoreline, place the bet, wait. Common scores like 1-0 and 1-1 carry the shortest odds in this market (roughly 7.00-9.00), while exotic lines like 4-4 can push past 100.00. Example: before a mid-table Premier League match you put \\$10 on 1-1 at 6.50. It ends 1-1 and you collect \\$65. Anything else and you lose your tenner.\n\n### Other, or Any Other Score\n\nNo bookmaker can list every conceivable scoreline individually: there are theoretically too many (think 12-9). So they list the popular ones, usually up to something like 3-2 or 4-0, and bundle everything else into an \"Other\" option, often split into \"any other home win,\" \"any other draw,\" and \"any other away win.\"\n\nThe trap here is vicious. If a score appears as its own line in the market, a bet on Other does NOT cover it, even if that score is the actual result. Back \"any other home win\" and the game ends 2-1, which was listed separately? Your bet loses. Other only captures scores that genuinely have no dedicated line, things like 4-3 or 5-2.\n\n### 17-way (grouped market)\n\nThis is the middle ground between precision and coverage. The bookmaker offers around 17 specific scorelines plus catch-all options for rare outcomes. The exact number varies by bookmaker and match. Low-probability scores (5-0, 4-4, 3-3) get bundled into general buckets so you do not have to pick a needle from a haystack. The \"17-way\" label sometimes gets confused with a 17-match accumulator or a promo for getting 17 selections right, but in the context of a single match it refers specifically to this grouped format.\n\n### Anytime correct score\n\nBe careful with the terminology. In principle, anytime correct score means the bet wins if the stated score appeared on the board at any point during the match, not just as the final result. So if it is 1-1 at some stage, a bet on anytime 1-1 already wins even if the match ends 3-1. This is a non-standard term. At some bookmakers it is simply a marketing name for an in-play market. Do not treat it as a universal standard: open the specific bookmaker's rules and check exactly how the bet settles.\n\n### Half-time correct score and HT\u002FFT\n\nHalf-time correct score covers the exact score at the break. Fewer goals are scored in 45 minutes, so the range of possible scores is smaller and the odds are slightly shorter than on the full-time result. HT\u002FFT correct score is a double: you call the score at half-time and the final score simultaneously. Two conditions at once means very long odds and a very low hit rate, but the payout when it lands is enormous.\n\n## Why Correct Score Odds Are So Long\n\nShort answer: there are too many possible outcomes, and the probability gets spread thin across all of them.\n\n### How Many Scorelines Are Actually Possible\n\nPut numbers to it rather than guessing. If you cap each team at a maximum of three goals, the grid of possible scorelines looks like this:\n\n| Goals per team | Possible scorelines up to that ceiling |\n|---|---|\n| up to 1-1 | 4 (0-0, 1-0, 0-1, 1-1) |\n| up to 2-2 | 9 |\n| up to 3-3 | 16 |\n| up to 4-4 | 25 plus Other |\n\nEven capped at 3-3, that's 16 combinations, and real matches sometimes finish 4-3 or 5-1. The entire probability mass (100%) is split across all those outcomes, so each individual scoreline gets a very small slice. Even the most likely results typically carry only 10-13% each. That's why you see odds of 7.00-9.00 on popular scores like 1-0 and 1-1, and three-figure prices on anything exotic.\n\n### Implied Probability and the Margin\n\n[Implied probability](\u002Fbetting\u002Fimplied-probability) is the chance baked into the odds. The calculation is simple: divide 1 by the decimal odds. Odds of 9.00 imply a probability of 1 \u002F 9.00 = 11.1%. The most common scores at a bookmaker usually sit at an implied probability of 8-16%, less frequent ones below 5%, and genuine exotics below 1%.\n\nThe catch: sum up the implied probabilities across every scoreline in the market and you'll get significantly more than 100%. That excess is the [bookmaker's margin](\u002Fbetting\u002Fmargin-calculator), or overround. On a match result market it typically runs around 5%. On correct score it balloons to 15-25% and beyond, because there are so many outcomes and betting volume is lower. We break down the full pricing math in a dedicated guide on [correct score odds](\u002Fblog\u002Fcorrect-score-odds-explained).\n\n## How Risky Is This, Honestly\n\nStraight talk: a correct score bet loses more often than any other mainstream football market. That's not a flaw; it's the nature of the market.\n\n### How Often Each Scoreline Comes Up\n\nApproximate frequencies for the most common scorelines across top leagues. The numbers vary by league and specific match, so treat these as a reference, not gospel:\n\n| Score | Approximate frequency |\n|---|---|\n| 1-1 | ~11-12% |\n| 1-0 | ~9-11% |\n| 2-1 | ~8-9% |\n| 0-0 | ~7-8% |\n| 2-0 | ~7-8% |\n| 3-1, 2-2, 0-1 | ~4-6% each |\n| Exotics (4-0, 4-4) | below 2% |\n\nAdd up the top five scores and you're still covering less than half of all possible outcomes. Nailing the correct score consistently is, by design, impossible.\n\n### Why Most Bets Lose\n\nHit rate on a correct score bet rarely exceeds 9-11%. In practice, roughly nine bets in ten lose. Even if you read the game perfectly, one late goal flips everything: a 2-1 turning into 2-2 at the death. This is a high-variance market where long downswings are the norm, not the exception.\n\nDoes that mean you shouldn't play it? No. It means you play it with a clear head: small stakes, only where you genuinely see [value](\u002Fbetting\u002Fvalue-bet-finder), and with a full understanding that drawdowns will be prolonged. Manage your bankroll through the [Kelly criterion](\u002Fbetting\u002Fkelly-calculator) rather than betting on feel.\n\n### Why \"Systems\" Don't Change the Math\n\nThe internet is full of correct score \"systems\": staking progressions, loss-chasing, \"unbeatable\" schemes. Remember this once: no staking progression changes the probability of a scoreline or creates an edge. A staking system only changes how your bet sizes are distributed, not the EV. The bookmaker's margin and the accuracy of your own assessment are what actually matter. Everything else is packaging. For more on lay trading and systems, see the [correct score betting strategy](\u002Fblog\u002Fcorrect-score-betting-strategy) guide.\n\n## How to Calculate Scoreline Probability (Poisson Model)\n\nEnough guessing. Goals in football are rare, near-independent events, which means they're well described by the Poisson distribution. It's the same model bookmakers use, and the same one our calculator runs on.\n\n### The Formula in Plain English\n\nEach team has an expected number of goals per match, denoted λ (lambda). The home side has one lambda, the away side another. The probability of a team scoring exactly k goals is:\n\n$$P(k) = \\frac{\\lambda^k \\cdot e^{-\\lambda}}{k!}$$\n\n#### What Those Symbols Mean\n\nPlug in the team's expected goals λ and the number of goals k (0, 1, 2, 3) and you get the probability of that exact goal count. Here e is Euler's number (approximately 2.718), and k! is the factorial: 3! = 3 × 2 × 1 = 6. The probability of a specific scoreline is then the product: probability that the home team scores X multiplied by the probability the away team scores Y.\n\n### A Worked Example\n\nTake a match where we expect an average of 1.6 goals from the home side and 1.1 from the away side. Run the Poisson formula for each goal count and multiply the probabilities together. The picture across the top scorelines looks roughly like this:\n\n| Score | Probability (example) | Fair odds |\n|---|---|---|\n| 1-1 | ~11.8% | ~8.5 |\n| 1-0 | ~10.8% | ~9.3 |\n| 2-1 | ~9.4% | ~10.6 |\n| 2-0 | ~8.6% | ~11.6 |\n| 0-0 | ~6.7% | ~14.9 |\n\nThese figures are an illustrative calculation from the formula for a specific λ pair. In a real match they depend on the expected goals for those exact teams. [Fair odds](\u002Fbetting\u002Fodds-converter) are calculated as 1 divided by the probability expressed as a decimal. If the bookmaker offers 12.0 on 2-1 and our model puts the fair price at 10.6, then 0.094 × 12.0 = 1.13, which is above 1. That's value.\n\n::chart-generic\n---\ntype: bar\ntitle: Top Score Probabilities (example with λ 1.6 and 1.1)\nlabels: [\"1-1\", \"1-0\", \"2-1\", \"2-0\", \"0-0\"]\ndata: [11.8, 10.8, 9.4, 8.6, 6.7]\nyLabel: \"Probability, %\"\n---\n::\n\n### Which Scorelines Are Most Likely\n\nThe cluster of most common football scores typically falls around 1-0, 1-1, 2-1, 0-0, and 2-0. But the order and the percentages depend on the expected goals specific to the match. In a low-scoring game between two defensive sides, 0-0, 1-0, and 1-1 lead the way. In a high-scoring shootout, 2-1, 2-2, and 3-1 start climbing. Don't estimate those percentages by eye. Let the calculator work from real xG figures instead. We walk through the step-by-step forecasting method in the [how to predict correct score](\u002Fblog\u002Fhow-to-predict-correct-score) guide.\n\n## Correct Score vs Other Markets: When to Use Which\n\nCorrect score isn't always the best way to express your view on a match. Often the same read plays better through an adjacent market with lower risk. An honest comparison:\n\n| Market | Risk | Typical Odds | When to Use |\n|---|---|---|---|\n| Correct Score | Very High | 6.00–100+ | You're confident in a specific scoreline and can handle losing runs |\n| [Match Result (1X2)](\u002Fbetting\u002Fdouble-chance-calculator) | Low | 1.50–4.00 | You're confident in the winner but not the exact score |\n| [Double Chance](\u002Fbetting\u002Fdouble-chance-calculator) | Very Low | 1.10–2.00 | You want cover against the draw |\n| [Draw No Bet](\u002Fbetting\u002Fdraw-no-bet-calculator) | Low | 1.30–2.50 | You like the favourite but fear the draw |\n| [Over\u002FUnder](\u002Fglossary\u002Fbetting\u002Fover-under) | Medium | 1.70–2.20 | You're reading goal output, not a specific score |\n| [Asian Handicap](\u002Fbetting\u002Fasian-handicap-calculator) | Medium | 1.80–2.10 | You want a handicap with partial stake return |\n\nThe rule is simple: if your conviction is about who wins, back the result or handicap. If it's about how many goals, go Over\u002FUnder. Correct score is only justified when you genuinely have an edge on a specific scoreline, and those spots are rare.\n\n## Run the Numbers: Correct Score Calculator\n\nOur tool does all the math for you: enter the expected goals (or each team's attack and defence strength) and it produces the probability of every scoreline plus fair odds to compare against the bookmaker's price.\n\n👉 Open the [correct score calculator](\u002Fbetting\u002Fcorrect-score-calculator) and run your match through it. Want to understand the forecasting method step by step? Read the guide on [how to predict the correct score](\u002Fblog\u002Fhow-to-predict-correct-score). To get your head around odds and margin, see [correct score odds explained](\u002Fblog\u002Fcorrect-score-odds-explained). For trading scorelines on an exchange, check [strategies and lay trading](\u002Fblog\u002Fcorrect-score-betting-strategy).\n\n## Tactics and Common Mistakes\n\nA few approaches that genuinely reduce the chance of burning through your bankroll, and the traps almost everyone falls into.\n\n### Coverage, Low Scores and Cash Out\n\nFocus on low-scoring results. Most matches finish within three goals, so 1-0, 1-1, and 2-1 are statistically sounder than exotic scores. Covering multiple scorelines at once ([hedging](\u002Fbetting\u002Fhedge-calculator) or a grouped market) lifts your hit rate at the cost of lower odds. [Cashing out](\u002Fbetting\u002Fcashout-calculator) in-play when the score temporarily lands in your favour lets you lock in part of the profit before the final whistle. Just remember the bookmaker's margin is baked into every cash-out price.\n\n### Where to Find Value\n\nThe only long-term reason to bet correct score is value: a situation where your probability estimate is higher than what the odds imply. Your model says 14%, the bookmaker is pricing the scoreline at 11% (odds above fair value)? That's the bet. If it's the other way around, pass. Don't fall in love with a pretty scoreline, fall in love with the edge.\n\n### Common Beginner Mistakes\n\nThree traps almost everyone stumbles into. First: backing a \"nice\" round scoreline like 3-0 because it looks dramatic, even though it's genuinely uncommon. Second: the logic of \"this team hasn't scored in five games, they're due\" is the [gambler's fallacy](\u002Fblog\u002Fsystem-bet-football-strategy) in action; past results have no bearing on the probability of the next goal. Third: chasing high odds on exotic scorelines for the big payout while ignoring how tiny the underlying probability is. Calculate, don't guess.\n\nAll betting tools are in the [betting section](\u002Fbetting).",[29,32,35,38,41,44,47,50,53,56,59,62],{"answer":30,"question":31},"You're betting on the exact final scoreline of a match, for example 2-1 or 1-1. It wins only if the score matches perfectly. Back 2-1 and the game ends 2-2, the bet loses. Settlement is based on 90 minutes plus stoppage time by default, with extra time and penalties excluded.","What does a correct score bet mean?",{"answer":33,"question":34},"No. The default is regulation time only: 90 minutes plus stoppage time. Extra time and penalty shootouts in cup games don't count unless the bookmaker explicitly states otherwise. Always check the market rules before placing.","Does extra time count for correct score bets?",{"answer":36,"question":37},"Very. Even the most likely scorelines (1-0, 1-1) typically have only a 10-13% chance of landing, so the majority of correct score bets lose. A strike rate above 9-11% on individual bets is rare. This is a high-variance market, not a reliable income stream.","How risky is correct score betting?",{"answer":39,"question":40},"It covers any scoreline the bookmaker hasn't listed individually. If the book lists scores up to 3-2 and the match ends 5-4, the Any Other Score bet wins. The trap: if a scoreline has its own listed line, the Other bet does NOT cover it, even if that score comes in.","What does Other or Any Other Score mean?",{"answer":42,"question":43},"A grouped correct score market. The bookmaker lists around 17 specific scorelines plus any other home win, any other draw, and any other away win options. The exact number of options varies by bookmaker and match. Rare scorelines like 5-0 or 4-4 get folded into the grouped options.","What is 17-way correct score?",{"answer":45,"question":46},"The bet wins if the specified score appears on the board at any point during the match, not just at full time. The term isn't standardised: some bookmakers use it as a marketing label for an in-play market. Always read the specific bookmaker's rules to understand the settlement conditions.","What does anytime correct score mean?",{"answer":48,"question":49},"Half-time correct score is the exact score at the break (45 minutes plus stoppage time). Fewer possible scorelines means the odds are slightly shorter than for the full-time market. HT\u002FFT correct score is a double condition: you need the right score at half-time and at full time. That second condition pushes the odds very long.","What is half-time correct score and HT\u002FFT?",{"answer":51,"question":52},"Because there are dozens of possible outcomes. Even capped at 3-3 that's 16 combinations plus Other. Probability is spread across all those scorelines, making each individual one unlikely and the odds high. On top of that, bookmaker margins on this market tend to run well above average.","Why are correct score odds so long?",{"answer":54,"question":55},"Compare your own probability estimate for a scoreline against the bookmaker's implied probability from the odds. The bet has value only when your probability as a decimal multiplied by the odds is greater than 1. Run a Poisson model to get the probability of each scoreline and compare it against the book's price. Our calculator does exactly that.","How do you find value in correct score betting?",{"answer":57,"question":58},"Often yes. Many bookmakers offer cash out on single correct score bets, especially in play. The cash-out price has a hidden margin baked in, so on average it's not a free option. Sometimes holding the bet is better value, sometimes closing out makes sense.","Can you cash out a correct score bet?",{"answer":60,"question":61},"Yes, it's the best available tool. Expected goals (xG) give you the average goals each team is likely to score, and the Poisson distribution converts that into a probability for every possible scoreline. It's not a guarantee, but it shows you where the bookmaker's price is inflated and where genuine value exists.","Does xG and the Poisson model help with correct score betting?",{"answer":63,"question":64},"Across top leagues, the most frequent results are 1-1, 1-0, and 2-1, each landing roughly 8-12% of the time. After that come 0-0 and 2-0. The exact order depends on the game: in a defensive matchup 0-0 and 1-0 lead, in a high-scoring one expect 2-1 and 2-2 to dominate.","What is the most common scoreline in football?",[66,67],"ru","en",{"data":69,"body":70},{},{"type":71,"children":72},"root",[73,81,87,100,106,111,222,229,234,240,245,251,256,261,267,272,279,284,290,295,430,435,440,446,451,456,462,467,472,477,483,488,494,499,505,510,584,589,595,606,626,632,637,643,648,760,765,771,776,797,803,816,822,827,833,838,1243,1249,1254,1260,1265,1376,1388,1397,1403,1415,1421,1426,1613,1618,1624,1629,1660,1666,1671,1677,1698,1704,1709,1715,1728],{"type":74,"tag":75,"props":76,"children":78},"element","h2",{"id":77},"correct-score-betting-types-risk-and-the-math-2026",[79],{"type":80,"value":16},"text",{"type":74,"tag":82,"props":83,"children":84},"p",{},[85],{"type":80,"value":86},"You backed 2-1. The game is going exactly to plan, the home side leads 2-1 with five minutes left. Then on 89 minutes the away team equalizes. Final score 2-2, your bet is dead, even though you were a single goal away. That is why correct score betting is simultaneously the most tempting and the most treacherous market in football: it pays big, but it only forgives a perfect call.",{"type":74,"tag":82,"props":88,"children":89},{},[90,92,98],{"type":80,"value":91},"This 2026 guide covers everything in one place: what a correct score bet actually is, every market type available, why the odds run so long, how risky this genuinely is, and how to calculate the probability of each scoreline rather than guessing. At the end we link to the ",{"type":74,"tag":93,"props":94,"children":96},"a",{"href":95},"\u002Fbetting\u002Fcorrect-score-calculator",[97],{"type":80,"value":26},{"type":80,"value":99}," so you can see exactly where a bookmaker has overpriced a line.",{"type":74,"tag":75,"props":101,"children":103},{"id":102},"tldr-the-30-second-answer",[104],{"type":80,"value":105},"TL;DR: the 30-second answer",{"type":74,"tag":82,"props":107,"children":108},{},[109],{"type":80,"value":110},"A correct score bet is a prediction of the exact final scoreline (1-0, 2-1, 1-1). It wins only on a perfect match, settles on 90 minutes plus stoppage time (no extra time or penalties), and loses more often than any other mainstream market. The details are below.",{"type":74,"tag":112,"props":113,"children":114},"table",{},[115,134],{"type":74,"tag":116,"props":117,"children":118},"thead",{},[119],{"type":74,"tag":120,"props":121,"children":122},"tr",{},[123,129],{"type":74,"tag":124,"props":125,"children":126},"th",{},[127],{"type":80,"value":128},"What",{"type":74,"tag":124,"props":130,"children":131},{},[132],{"type":80,"value":133},"Detail",{"type":74,"tag":135,"props":136,"children":137},"tbody",{},[138,152,165,178,191,204],{"type":74,"tag":120,"props":139,"children":140},{},[141,147],{"type":74,"tag":142,"props":143,"children":144},"td",{},[145],{"type":80,"value":146},"What it is",{"type":74,"tag":142,"props":148,"children":149},{},[150],{"type":80,"value":151},"A bet on the exact final scoreline (1-0, 2-1, 1-1, etc.)",{"type":74,"tag":120,"props":153,"children":154},{},[155,160],{"type":74,"tag":142,"props":156,"children":157},{},[158],{"type":80,"value":159},"When it wins",{"type":74,"tag":142,"props":161,"children":162},{},[163],{"type":80,"value":164},"Only when the score matches exactly. Close doesn't count",{"type":74,"tag":120,"props":166,"children":167},{},[168,173],{"type":74,"tag":142,"props":169,"children":170},{},[171],{"type":80,"value":172},"What time period",{"type":74,"tag":142,"props":174,"children":175},{},[176],{"type":80,"value":177},"90 minutes plus stoppage time. No extra time, no penalties",{"type":74,"tag":120,"props":179,"children":180},{},[181,186],{"type":74,"tag":142,"props":182,"children":183},{},[184],{"type":80,"value":185},"Strike rate",{"type":74,"tag":142,"props":187,"children":188},{},[189],{"type":80,"value":190},"Typically below 9-11%. Most bets lose",{"type":74,"tag":120,"props":192,"children":193},{},[194,199],{"type":74,"tag":142,"props":195,"children":196},{},[197],{"type":80,"value":198},"Top scoreline probability",{"type":74,"tag":142,"props":200,"children":201},{},[202],{"type":80,"value":203},"Around 10-13% even for the most common result (1-0, 1-1)",{"type":74,"tag":120,"props":205,"children":206},{},[207,212],{"type":74,"tag":142,"props":208,"children":209},{},[210],{"type":80,"value":211},"How to calculate",{"type":74,"tag":142,"props":213,"children":214},{},[215,217],{"type":80,"value":216},"Poisson distribution: expected goals (xG) for both teams, ",{"type":74,"tag":93,"props":218,"children":219},{"href":95},[220],{"type":80,"value":221},"calculator",{"type":74,"tag":223,"props":224,"children":226},"h3",{"id":225},"the-numbers-that-matter",[227],{"type":80,"value":228},"The numbers that matter",{"type":74,"tag":82,"props":230,"children":231},{},[232],{"type":80,"value":233},"Three figures define the entire market. The strike rate on any single correct score bet rarely exceeds 11%. The single most likely scoreline in a match typically carries only a 10-13% probability. The bookmaker's margin on this market usually runs 15-25%, not the 5% you see on match result. Keep those in mind: they explain both the long odds and exactly why it is so easy to torch a bankroll here.",{"type":74,"tag":75,"props":235,"children":237},{"id":236},"what-a-correct-score-bet-actually-means",[238],{"type":80,"value":239},"What a correct score bet actually means",{"type":74,"tag":82,"props":241,"children":242},{},[243],{"type":80,"value":244},"A correct score bet is a prediction of a specific final scoreline. Not \"the home side wins,\" not \"over 2.5 goals,\" but precisely \"it ends 2-1.\" There are no partial payouts or halfway options: either you called the score exactly right, or the bet loses.",{"type":74,"tag":223,"props":246,"children":248},{"id":247},"a-blunt-example-7-0-is-not-7-1",[249],{"type":80,"value":250},"A blunt example: 7-0 is not 7-1",{"type":74,"tag":82,"props":252,"children":253},{},[254],{"type":80,"value":255},"Take it to the extreme. You back Man City to win 7-0. City destroy the opposition but score an eighth, final score 8-0. Your bet loses, even though City won by a landslide. Same deal with 7-1 or 6-0: none of those cover your 7-0 ticket. Correct score punishes you for a single extra goal or one goal short.",{"type":74,"tag":82,"props":257,"children":258},{},[259],{"type":80,"value":260},"That is exactly what makes this market so difficult. On match result you have three options (win, draw, loss). On correct score there are dozens of possibilities and you are picking exactly one.",{"type":74,"tag":223,"props":262,"children":264},{"id":263},"does-extra-time-count",[265],{"type":80,"value":266},"Does extra time count?",{"type":74,"tag":82,"props":268,"children":269},{},[270],{"type":80,"value":271},"This is the detail beginners miss most often. A correct score bet settles on regulation time by default: 90 minutes plus whatever stoppage time the referee adds. Extra time and penalty shootouts in cup competitions do not count. If a match finishes 1-1 in normal time and then goes to 2-1 in extra time, the bet settles on 1-1.",{"type":74,"tag":273,"props":274,"children":276},"h4",{"id":275},"cup-knockout-matches",[277],{"type":80,"value":278},"Cup knockout matches",{"type":74,"tag":82,"props":280,"children":281},{},[282],{"type":80,"value":283},"This catches more people out in knockout football than anywhere else. A Champions League semi-final ends 1-1 in regulation, then 2-1 in extra time, and you backed 2-1 thinking you've landed it. You haven't: the bet settles on 1-1 because only regulation time counts. Exceptions exist, but the bookmaker is required to state them explicitly in the market rules. Always open the market rules on any cup knockout fixture before placing. Do not rely on memory.",{"type":74,"tag":75,"props":285,"children":287},{"id":286},"every-type-of-correct-score-bet",[288],{"type":80,"value":289},"Every type of correct score bet",{"type":74,"tag":82,"props":291,"children":292},{},[293],{"type":80,"value":294},"Most guides cover the basic market and stop there. In reality there are several formats, and each has its own pitfall.",{"type":74,"tag":112,"props":296,"children":297},{},[298,319],{"type":74,"tag":116,"props":299,"children":300},{},[301],{"type":74,"tag":120,"props":302,"children":303},{},[304,309,314],{"type":74,"tag":124,"props":305,"children":306},{},[307],{"type":80,"value":308},"Type",{"type":74,"tag":124,"props":310,"children":311},{},[312],{"type":80,"value":313},"What it means",{"type":74,"tag":124,"props":315,"children":316},{},[317],{"type":80,"value":318},"Key catch",{"type":74,"tag":135,"props":320,"children":321},{},[322,340,358,376,394,412],{"type":74,"tag":120,"props":323,"children":324},{},[325,330,335],{"type":74,"tag":142,"props":326,"children":327},{},[328],{"type":80,"value":329},"Standard correct score",{"type":74,"tag":142,"props":331,"children":332},{},[333],{"type":80,"value":334},"Exact score after 90 minutes plus stoppage time",{"type":74,"tag":142,"props":336,"children":337},{},[338],{"type":80,"value":339},"One scoreline, one bet",{"type":74,"tag":120,"props":341,"children":342},{},[343,348,353],{"type":74,"tag":142,"props":344,"children":345},{},[346],{"type":80,"value":347},"Other \u002F Any Other Score",{"type":74,"tag":142,"props":349,"children":350},{},[351],{"type":80,"value":352},"Any score not listed as a standalone option by the bookmaker",{"type":74,"tag":142,"props":354,"children":355},{},[356],{"type":80,"value":357},"If a score appears as its own line, Other does not cover it",{"type":74,"tag":120,"props":359,"children":360},{},[361,366,371],{"type":74,"tag":142,"props":362,"children":363},{},[364],{"type":80,"value":365},"17-way (X-way)",{"type":74,"tag":142,"props":367,"children":368},{},[369],{"type":80,"value":370},"Grouped market: around 17 specific scores plus any other win\u002Fdraw options",{"type":74,"tag":142,"props":372,"children":373},{},[374],{"type":80,"value":375},"The exact number of options varies by bookmaker and match",{"type":74,"tag":120,"props":377,"children":378},{},[379,384,389],{"type":74,"tag":142,"props":380,"children":381},{},[382],{"type":80,"value":383},"Anytime correct score",{"type":74,"tag":142,"props":385,"children":386},{},[387],{"type":80,"value":388},"The score appeared on the board at any point, not just at the final whistle",{"type":74,"tag":142,"props":390,"children":391},{},[392],{"type":80,"value":393},"Non-standard term, check the bookmaker's rules",{"type":74,"tag":120,"props":395,"children":396},{},[397,402,407],{"type":74,"tag":142,"props":398,"children":399},{},[400],{"type":80,"value":401},"Half-time correct score",{"type":74,"tag":142,"props":403,"children":404},{},[405],{"type":80,"value":406},"Exact score at half-time (45 minutes plus stoppage time)",{"type":74,"tag":142,"props":408,"children":409},{},[410],{"type":80,"value":411},"Fewer possible scores, odds slightly shorter",{"type":74,"tag":120,"props":413,"children":414},{},[415,420,425],{"type":74,"tag":142,"props":416,"children":417},{},[418],{"type":80,"value":419},"HT\u002FFT correct score",{"type":74,"tag":142,"props":421,"children":422},{},[423],{"type":80,"value":424},"Combo: exact score at both half-time and full-time",{"type":74,"tag":142,"props":426,"children":427},{},[428],{"type":80,"value":429},"Double condition, very long odds",{"type":74,"tag":223,"props":431,"children":433},{"id":432},"standard-correct-score",[434],{"type":80,"value":329},{"type":74,"tag":82,"props":436,"children":437},{},[438],{"type":80,"value":439},"The foundation. You pick one final scoreline, place the bet, wait. Common scores like 1-0 and 1-1 carry the shortest odds in this market (roughly 7.00-9.00), while exotic lines like 4-4 can push past 100.00. Example: before a mid-table Premier League match you put $10 on 1-1 at 6.50. It ends 1-1 and you collect $65. Anything else and you lose your tenner.",{"type":74,"tag":223,"props":441,"children":443},{"id":442},"other-or-any-other-score",[444],{"type":80,"value":445},"Other, or Any Other Score",{"type":74,"tag":82,"props":447,"children":448},{},[449],{"type":80,"value":450},"No bookmaker can list every conceivable scoreline individually: there are theoretically too many (think 12-9). So they list the popular ones, usually up to something like 3-2 or 4-0, and bundle everything else into an \"Other\" option, often split into \"any other home win,\" \"any other draw,\" and \"any other away win.\"",{"type":74,"tag":82,"props":452,"children":453},{},[454],{"type":80,"value":455},"The trap here is vicious. If a score appears as its own line in the market, a bet on Other does NOT cover it, even if that score is the actual result. Back \"any other home win\" and the game ends 2-1, which was listed separately? Your bet loses. Other only captures scores that genuinely have no dedicated line, things like 4-3 or 5-2.",{"type":74,"tag":223,"props":457,"children":459},{"id":458},"_17-way-grouped-market",[460],{"type":80,"value":461},"17-way (grouped market)",{"type":74,"tag":82,"props":463,"children":464},{},[465],{"type":80,"value":466},"This is the middle ground between precision and coverage. The bookmaker offers around 17 specific scorelines plus catch-all options for rare outcomes. The exact number varies by bookmaker and match. Low-probability scores (5-0, 4-4, 3-3) get bundled into general buckets so you do not have to pick a needle from a haystack. The \"17-way\" label sometimes gets confused with a 17-match accumulator or a promo for getting 17 selections right, but in the context of a single match it refers specifically to this grouped format.",{"type":74,"tag":223,"props":468,"children":470},{"id":469},"anytime-correct-score",[471],{"type":80,"value":383},{"type":74,"tag":82,"props":473,"children":474},{},[475],{"type":80,"value":476},"Be careful with the terminology. In principle, anytime correct score means the bet wins if the stated score appeared on the board at any point during the match, not just as the final result. So if it is 1-1 at some stage, a bet on anytime 1-1 already wins even if the match ends 3-1. This is a non-standard term. At some bookmakers it is simply a marketing name for an in-play market. Do not treat it as a universal standard: open the specific bookmaker's rules and check exactly how the bet settles.",{"type":74,"tag":223,"props":478,"children":480},{"id":479},"half-time-correct-score-and-htft",[481],{"type":80,"value":482},"Half-time correct score and HT\u002FFT",{"type":74,"tag":82,"props":484,"children":485},{},[486],{"type":80,"value":487},"Half-time correct score covers the exact score at the break. Fewer goals are scored in 45 minutes, so the range of possible scores is smaller and the odds are slightly shorter than on the full-time result. HT\u002FFT correct score is a double: you call the score at half-time and the final score simultaneously. Two conditions at once means very long odds and a very low hit rate, but the payout when it lands is enormous.",{"type":74,"tag":75,"props":489,"children":491},{"id":490},"why-correct-score-odds-are-so-long",[492],{"type":80,"value":493},"Why Correct Score Odds Are So Long",{"type":74,"tag":82,"props":495,"children":496},{},[497],{"type":80,"value":498},"Short answer: there are too many possible outcomes, and the probability gets spread thin across all of them.",{"type":74,"tag":223,"props":500,"children":502},{"id":501},"how-many-scorelines-are-actually-possible",[503],{"type":80,"value":504},"How Many Scorelines Are Actually Possible",{"type":74,"tag":82,"props":506,"children":507},{},[508],{"type":80,"value":509},"Put numbers to it rather than guessing. If you cap each team at a maximum of three goals, the grid of possible scorelines looks like this:",{"type":74,"tag":112,"props":511,"children":512},{},[513,529],{"type":74,"tag":116,"props":514,"children":515},{},[516],{"type":74,"tag":120,"props":517,"children":518},{},[519,524],{"type":74,"tag":124,"props":520,"children":521},{},[522],{"type":80,"value":523},"Goals per team",{"type":74,"tag":124,"props":525,"children":526},{},[527],{"type":80,"value":528},"Possible scorelines up to that ceiling",{"type":74,"tag":135,"props":530,"children":531},{},[532,545,558,571],{"type":74,"tag":120,"props":533,"children":534},{},[535,540],{"type":74,"tag":142,"props":536,"children":537},{},[538],{"type":80,"value":539},"up to 1-1",{"type":74,"tag":142,"props":541,"children":542},{},[543],{"type":80,"value":544},"4 (0-0, 1-0, 0-1, 1-1)",{"type":74,"tag":120,"props":546,"children":547},{},[548,553],{"type":74,"tag":142,"props":549,"children":550},{},[551],{"type":80,"value":552},"up to 2-2",{"type":74,"tag":142,"props":554,"children":555},{},[556],{"type":80,"value":557},"9",{"type":74,"tag":120,"props":559,"children":560},{},[561,566],{"type":74,"tag":142,"props":562,"children":563},{},[564],{"type":80,"value":565},"up to 3-3",{"type":74,"tag":142,"props":567,"children":568},{},[569],{"type":80,"value":570},"16",{"type":74,"tag":120,"props":572,"children":573},{},[574,579],{"type":74,"tag":142,"props":575,"children":576},{},[577],{"type":80,"value":578},"up to 4-4",{"type":74,"tag":142,"props":580,"children":581},{},[582],{"type":80,"value":583},"25 plus Other",{"type":74,"tag":82,"props":585,"children":586},{},[587],{"type":80,"value":588},"Even capped at 3-3, that's 16 combinations, and real matches sometimes finish 4-3 or 5-1. The entire probability mass (100%) is split across all those outcomes, so each individual scoreline gets a very small slice. Even the most likely results typically carry only 10-13% each. That's why you see odds of 7.00-9.00 on popular scores like 1-0 and 1-1, and three-figure prices on anything exotic.",{"type":74,"tag":223,"props":590,"children":592},{"id":591},"implied-probability-and-the-margin",[593],{"type":80,"value":594},"Implied Probability and the Margin",{"type":74,"tag":82,"props":596,"children":597},{},[598,604],{"type":74,"tag":93,"props":599,"children":601},{"href":600},"\u002Fbetting\u002Fimplied-probability",[602],{"type":80,"value":603},"Implied probability",{"type":80,"value":605}," is the chance baked into the odds. The calculation is simple: divide 1 by the decimal odds. Odds of 9.00 imply a probability of 1 \u002F 9.00 = 11.1%. The most common scores at a bookmaker usually sit at an implied probability of 8-16%, less frequent ones below 5%, and genuine exotics below 1%.",{"type":74,"tag":82,"props":607,"children":608},{},[609,611,617,619,624],{"type":80,"value":610},"The catch: sum up the implied probabilities across every scoreline in the market and you'll get significantly more than 100%. That excess is the ",{"type":74,"tag":93,"props":612,"children":614},{"href":613},"\u002Fbetting\u002Fmargin-calculator",[615],{"type":80,"value":616},"bookmaker's margin",{"type":80,"value":618},", or overround. On a match result market it typically runs around 5%. On correct score it balloons to 15-25% and beyond, because there are so many outcomes and betting volume is lower. We break down the full pricing math in a dedicated guide on ",{"type":74,"tag":93,"props":620,"children":622},{"href":621},"\u002Fblog\u002Fcorrect-score-odds-explained",[623],{"type":80,"value":25},{"type":80,"value":625},".",{"type":74,"tag":75,"props":627,"children":629},{"id":628},"how-risky-is-this-honestly",[630],{"type":80,"value":631},"How Risky Is This, Honestly",{"type":74,"tag":82,"props":633,"children":634},{},[635],{"type":80,"value":636},"Straight talk: a correct score bet loses more often than any other mainstream football market. That's not a flaw; it's the nature of the market.",{"type":74,"tag":223,"props":638,"children":640},{"id":639},"how-often-each-scoreline-comes-up",[641],{"type":80,"value":642},"How Often Each Scoreline Comes Up",{"type":74,"tag":82,"props":644,"children":645},{},[646],{"type":80,"value":647},"Approximate frequencies for the most common scorelines across top leagues. The numbers vary by league and specific match, so treat these as a reference, not gospel:",{"type":74,"tag":112,"props":649,"children":650},{},[651,667],{"type":74,"tag":116,"props":652,"children":653},{},[654],{"type":74,"tag":120,"props":655,"children":656},{},[657,662],{"type":74,"tag":124,"props":658,"children":659},{},[660],{"type":80,"value":661},"Score",{"type":74,"tag":124,"props":663,"children":664},{},[665],{"type":80,"value":666},"Approximate frequency",{"type":74,"tag":135,"props":668,"children":669},{},[670,683,696,709,722,734,747],{"type":74,"tag":120,"props":671,"children":672},{},[673,678],{"type":74,"tag":142,"props":674,"children":675},{},[676],{"type":80,"value":677},"1-1",{"type":74,"tag":142,"props":679,"children":680},{},[681],{"type":80,"value":682},"~11-12%",{"type":74,"tag":120,"props":684,"children":685},{},[686,691],{"type":74,"tag":142,"props":687,"children":688},{},[689],{"type":80,"value":690},"1-0",{"type":74,"tag":142,"props":692,"children":693},{},[694],{"type":80,"value":695},"~9-11%",{"type":74,"tag":120,"props":697,"children":698},{},[699,704],{"type":74,"tag":142,"props":700,"children":701},{},[702],{"type":80,"value":703},"2-1",{"type":74,"tag":142,"props":705,"children":706},{},[707],{"type":80,"value":708},"~8-9%",{"type":74,"tag":120,"props":710,"children":711},{},[712,717],{"type":74,"tag":142,"props":713,"children":714},{},[715],{"type":80,"value":716},"0-0",{"type":74,"tag":142,"props":718,"children":719},{},[720],{"type":80,"value":721},"~7-8%",{"type":74,"tag":120,"props":723,"children":724},{},[725,730],{"type":74,"tag":142,"props":726,"children":727},{},[728],{"type":80,"value":729},"2-0",{"type":74,"tag":142,"props":731,"children":732},{},[733],{"type":80,"value":721},{"type":74,"tag":120,"props":735,"children":736},{},[737,742],{"type":74,"tag":142,"props":738,"children":739},{},[740],{"type":80,"value":741},"3-1, 2-2, 0-1",{"type":74,"tag":142,"props":743,"children":744},{},[745],{"type":80,"value":746},"~4-6% each",{"type":74,"tag":120,"props":748,"children":749},{},[750,755],{"type":74,"tag":142,"props":751,"children":752},{},[753],{"type":80,"value":754},"Exotics (4-0, 4-4)",{"type":74,"tag":142,"props":756,"children":757},{},[758],{"type":80,"value":759},"below 2%",{"type":74,"tag":82,"props":761,"children":762},{},[763],{"type":80,"value":764},"Add up the top five scores and you're still covering less than half of all possible outcomes. Nailing the correct score consistently is, by design, impossible.",{"type":74,"tag":223,"props":766,"children":768},{"id":767},"why-most-bets-lose",[769],{"type":80,"value":770},"Why Most Bets Lose",{"type":74,"tag":82,"props":772,"children":773},{},[774],{"type":80,"value":775},"Hit rate on a correct score bet rarely exceeds 9-11%. In practice, roughly nine bets in ten lose. Even if you read the game perfectly, one late goal flips everything: a 2-1 turning into 2-2 at the death. This is a high-variance market where long downswings are the norm, not the exception.",{"type":74,"tag":82,"props":777,"children":778},{},[779,781,787,789,795],{"type":80,"value":780},"Does that mean you shouldn't play it? No. It means you play it with a clear head: small stakes, only where you genuinely see ",{"type":74,"tag":93,"props":782,"children":784},{"href":783},"\u002Fbetting\u002Fvalue-bet-finder",[785],{"type":80,"value":786},"value",{"type":80,"value":788},", and with a full understanding that drawdowns will be prolonged. Manage your bankroll through the ",{"type":74,"tag":93,"props":790,"children":792},{"href":791},"\u002Fbetting\u002Fkelly-calculator",[793],{"type":80,"value":794},"Kelly criterion",{"type":80,"value":796}," rather than betting on feel.",{"type":74,"tag":223,"props":798,"children":800},{"id":799},"why-systems-dont-change-the-math",[801],{"type":80,"value":802},"Why \"Systems\" Don't Change the Math",{"type":74,"tag":82,"props":804,"children":805},{},[806,808,814],{"type":80,"value":807},"The internet is full of correct score \"systems\": staking progressions, loss-chasing, \"unbeatable\" schemes. Remember this once: no staking progression changes the probability of a scoreline or creates an edge. A staking system only changes how your bet sizes are distributed, not the EV. The bookmaker's margin and the accuracy of your own assessment are what actually matter. Everything else is packaging. For more on lay trading and systems, see the ",{"type":74,"tag":93,"props":809,"children":811},{"href":810},"\u002Fblog\u002Fcorrect-score-betting-strategy",[812],{"type":80,"value":813},"correct score betting strategy",{"type":80,"value":815}," guide.",{"type":74,"tag":75,"props":817,"children":819},{"id":818},"how-to-calculate-scoreline-probability-poisson-model",[820],{"type":80,"value":821},"How to Calculate Scoreline Probability (Poisson Model)",{"type":74,"tag":82,"props":823,"children":824},{},[825],{"type":80,"value":826},"Enough guessing. Goals in football are rare, near-independent events, which means they're well described by the Poisson distribution. It's the same model bookmakers use, and the same one our calculator runs on.",{"type":74,"tag":223,"props":828,"children":830},{"id":829},"the-formula-in-plain-english",[831],{"type":80,"value":832},"The Formula in Plain English",{"type":74,"tag":82,"props":834,"children":835},{},[836],{"type":80,"value":837},"Each team has an expected number of goals per match, denoted λ (lambda). The home side has one lambda, the away side another. The probability of a team scoring exactly k goals is:",{"type":74,"tag":82,"props":839,"children":840},{},[841],{"type":74,"tag":842,"props":843,"children":846},"span",{"className":844},[845],"katex",[847,957],{"type":74,"tag":842,"props":848,"children":851},{"className":849},[850],"katex-mathml",[852],{"type":74,"tag":853,"props":854,"children":856},"math",{"xmlns":855},"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML",[857],{"type":74,"tag":858,"props":859,"children":860},"semantics",{},[861,950],{"type":74,"tag":862,"props":863,"children":864},"mrow",{},[865,871,878,883,888,893],{"type":74,"tag":866,"props":867,"children":868},"mi",{},[869],{"type":80,"value":870},"P",{"type":74,"tag":872,"props":873,"children":875},"mo",{"stretchy":874},"false",[876],{"type":80,"value":877},"(",{"type":74,"tag":866,"props":879,"children":880},{},[881],{"type":80,"value":882},"k",{"type":74,"tag":872,"props":884,"children":885},{"stretchy":874},[886],{"type":80,"value":887},")",{"type":74,"tag":872,"props":889,"children":890},{},[891],{"type":80,"value":892},"=",{"type":74,"tag":894,"props":895,"children":896},"mfrac",{},[897,938],{"type":74,"tag":862,"props":898,"children":899},{},[900,913,918],{"type":74,"tag":901,"props":902,"children":903},"msup",{},[904,909],{"type":74,"tag":866,"props":905,"children":906},{},[907],{"type":80,"value":908},"λ",{"type":74,"tag":866,"props":910,"children":911},{},[912],{"type":80,"value":882},{"type":74,"tag":872,"props":914,"children":915},{},[916],{"type":80,"value":917},"⋅",{"type":74,"tag":901,"props":919,"children":920},{},[921,926],{"type":74,"tag":866,"props":922,"children":923},{},[924],{"type":80,"value":925},"e",{"type":74,"tag":862,"props":927,"children":928},{},[929,934],{"type":74,"tag":872,"props":930,"children":931},{},[932],{"type":80,"value":933},"−",{"type":74,"tag":866,"props":935,"children":936},{},[937],{"type":80,"value":908},{"type":74,"tag":862,"props":939,"children":940},{},[941,945],{"type":74,"tag":866,"props":942,"children":943},{},[944],{"type":80,"value":882},{"type":74,"tag":872,"props":946,"children":947},{"stretchy":874},[948],{"type":80,"value":949},"!",{"type":74,"tag":951,"props":952,"children":954},"annotation",{"encoding":953},"application\u002Fx-tex",[955],{"type":80,"value":956},"P(k) = \\frac{\\lambda^k \\cdot e^{-\\lambda}}{k!}",{"type":74,"tag":842,"props":958,"children":962},{"className":959,"ariaHidden":961},[960],"katex-html","true",[963,1016],{"type":74,"tag":842,"props":964,"children":967},{"className":965},[966],"base",[968,974,982,988,994,1000,1006,1012],{"type":74,"tag":842,"props":969,"children":973},{"className":970,"style":972},[971],"strut","height:1em;vertical-align:-0.25em;",[],{"type":74,"tag":842,"props":975,"children":980},{"className":976,"style":979},[977,978],"mord","mathnormal","margin-right:0.1389em;",[981],{"type":80,"value":870},{"type":74,"tag":842,"props":983,"children":986},{"className":984},[985],"mopen",[987],{"type":80,"value":877},{"type":74,"tag":842,"props":989,"children":992},{"className":990,"style":991},[977,978],"margin-right:0.0315em;",[993],{"type":80,"value":882},{"type":74,"tag":842,"props":995,"children":998},{"className":996},[997],"mclose",[999],{"type":80,"value":887},{"type":74,"tag":842,"props":1001,"children":1005},{"className":1002,"style":1004},[1003],"mspace","margin-right:0.2778em;",[],{"type":74,"tag":842,"props":1007,"children":1010},{"className":1008},[1009],"mrel",[1011],{"type":80,"value":892},{"type":74,"tag":842,"props":1013,"children":1015},{"className":1014,"style":1004},[1003],[],{"type":74,"tag":842,"props":1017,"children":1019},{"className":1018},[966],[1020,1025],{"type":74,"tag":842,"props":1021,"children":1024},{"className":1022,"style":1023},[971],"height:1.3879em;vertical-align:-0.345em;",[],{"type":74,"tag":842,"props":1026,"children":1028},{"className":1027},[977],[1029,1034,1239],{"type":74,"tag":842,"props":1030,"children":1033},{"className":1031},[985,1032],"nulldelimiter",[],{"type":74,"tag":842,"props":1035,"children":1037},{"className":1036},[894],[1038],{"type":74,"tag":842,"props":1039,"children":1043},{"className":1040},[1041,1042],"vlist-t","vlist-t2",[1044,1227],{"type":74,"tag":842,"props":1045,"children":1048},{"className":1046},[1047],"vlist-r",[1049,1220],{"type":74,"tag":842,"props":1050,"children":1054},{"className":1051,"style":1053},[1052],"vlist","height:1.0429em;",[1055,1087,1101],{"type":74,"tag":842,"props":1056,"children":1058},{"style":1057},"top:-2.655em;",[1059,1065],{"type":74,"tag":842,"props":1060,"children":1064},{"className":1061,"style":1063},[1062],"pstrut","height:3em;",[],{"type":74,"tag":842,"props":1066,"children":1072},{"className":1067},[1068,1069,1070,1071],"sizing","reset-size6","size3","mtight",[1073],{"type":74,"tag":842,"props":1074,"children":1076},{"className":1075},[977,1071],[1077,1082],{"type":74,"tag":842,"props":1078,"children":1080},{"className":1079,"style":991},[977,978,1071],[1081],{"type":80,"value":882},{"type":74,"tag":842,"props":1083,"children":1085},{"className":1084},[997,1071],[1086],{"type":80,"value":949},{"type":74,"tag":842,"props":1088,"children":1090},{"style":1089},"top:-3.23em;",[1091,1095],{"type":74,"tag":842,"props":1092,"children":1094},{"className":1093,"style":1063},[1062],[],{"type":74,"tag":842,"props":1096,"children":1100},{"className":1097,"style":1099},[1098],"frac-line","border-bottom-width:0.04em;",[],{"type":74,"tag":842,"props":1102,"children":1104},{"style":1103},"top:-3.394em;",[1105,1109],{"type":74,"tag":842,"props":1106,"children":1108},{"className":1107,"style":1063},[1062],[],{"type":74,"tag":842,"props":1110,"children":1112},{"className":1111},[1068,1069,1070,1071],[1113],{"type":74,"tag":842,"props":1114,"children":1116},{"className":1115},[977,1071],[1117,1164,1170],{"type":74,"tag":842,"props":1118,"children":1120},{"className":1119},[977,1071],[1121,1126],{"type":74,"tag":842,"props":1122,"children":1124},{"className":1123},[977,978,1071],[1125],{"type":80,"value":908},{"type":74,"tag":842,"props":1127,"children":1130},{"className":1128},[1129],"msupsub",[1131],{"type":74,"tag":842,"props":1132,"children":1134},{"className":1133},[1041],[1135],{"type":74,"tag":842,"props":1136,"children":1138},{"className":1137},[1047],[1139],{"type":74,"tag":842,"props":1140,"children":1143},{"className":1141,"style":1142},[1052],"height:0.927em;",[1144],{"type":74,"tag":842,"props":1145,"children":1147},{"style":1146},"top:-2.931em;margin-right:0.0714em;",[1148,1153],{"type":74,"tag":842,"props":1149,"children":1152},{"className":1150,"style":1151},[1062],"height:2.5em;",[],{"type":74,"tag":842,"props":1154,"children":1158},{"className":1155},[1068,1156,1157,1071],"reset-size3","size1",[1159],{"type":74,"tag":842,"props":1160,"children":1162},{"className":1161,"style":991},[977,978,1071],[1163],{"type":80,"value":882},{"type":74,"tag":842,"props":1165,"children":1168},{"className":1166},[1167,1071],"mbin",[1169],{"type":80,"value":917},{"type":74,"tag":842,"props":1171,"children":1173},{"className":1172},[977,1071],[1174,1179],{"type":74,"tag":842,"props":1175,"children":1177},{"className":1176},[977,978,1071],[1178],{"type":80,"value":925},{"type":74,"tag":842,"props":1180,"children":1182},{"className":1181},[1129],[1183],{"type":74,"tag":842,"props":1184,"children":1186},{"className":1185},[1041],[1187],{"type":74,"tag":842,"props":1188,"children":1190},{"className":1189},[1047],[1191],{"type":74,"tag":842,"props":1192,"children":1194},{"className":1193,"style":1142},[1052],[1195],{"type":74,"tag":842,"props":1196,"children":1197},{"style":1146},[1198,1202],{"type":74,"tag":842,"props":1199,"children":1201},{"className":1200,"style":1151},[1062],[],{"type":74,"tag":842,"props":1203,"children":1205},{"className":1204},[1068,1156,1157,1071],[1206],{"type":74,"tag":842,"props":1207,"children":1209},{"className":1208},[977,1071],[1210,1215],{"type":74,"tag":842,"props":1211,"children":1213},{"className":1212},[977,1071],[1214],{"type":80,"value":933},{"type":74,"tag":842,"props":1216,"children":1218},{"className":1217},[977,978,1071],[1219],{"type":80,"value":908},{"type":74,"tag":842,"props":1221,"children":1224},{"className":1222},[1223],"vlist-s",[1225],{"type":80,"value":1226},"​",{"type":74,"tag":842,"props":1228,"children":1230},{"className":1229},[1047],[1231],{"type":74,"tag":842,"props":1232,"children":1235},{"className":1233,"style":1234},[1052],"height:0.345em;",[1236],{"type":74,"tag":842,"props":1237,"children":1238},{},[],{"type":74,"tag":842,"props":1240,"children":1242},{"className":1241},[997,1032],[],{"type":74,"tag":273,"props":1244,"children":1246},{"id":1245},"what-those-symbols-mean",[1247],{"type":80,"value":1248},"What Those Symbols Mean",{"type":74,"tag":82,"props":1250,"children":1251},{},[1252],{"type":80,"value":1253},"Plug in the team's expected goals λ and the number of goals k (0, 1, 2, 3) and you get the probability of that exact goal count. Here e is Euler's number (approximately 2.718), and k! is the factorial: 3! = 3 × 2 × 1 = 6. The probability of a specific scoreline is then the product: probability that the home team scores X multiplied by the probability the away team scores Y.",{"type":74,"tag":223,"props":1255,"children":1257},{"id":1256},"a-worked-example",[1258],{"type":80,"value":1259},"A Worked Example",{"type":74,"tag":82,"props":1261,"children":1262},{},[1263],{"type":80,"value":1264},"Take a match where we expect an average of 1.6 goals from the home side and 1.1 from the away side. Run the Poisson formula for each goal count and multiply the probabilities together. The picture across the top scorelines looks roughly like this:",{"type":74,"tag":112,"props":1266,"children":1267},{},[1268,1288],{"type":74,"tag":116,"props":1269,"children":1270},{},[1271],{"type":74,"tag":120,"props":1272,"children":1273},{},[1274,1278,1283],{"type":74,"tag":124,"props":1275,"children":1276},{},[1277],{"type":80,"value":661},{"type":74,"tag":124,"props":1279,"children":1280},{},[1281],{"type":80,"value":1282},"Probability (example)",{"type":74,"tag":124,"props":1284,"children":1285},{},[1286],{"type":80,"value":1287},"Fair odds",{"type":74,"tag":135,"props":1289,"children":1290},{},[1291,1308,1325,1342,1359],{"type":74,"tag":120,"props":1292,"children":1293},{},[1294,1298,1303],{"type":74,"tag":142,"props":1295,"children":1296},{},[1297],{"type":80,"value":677},{"type":74,"tag":142,"props":1299,"children":1300},{},[1301],{"type":80,"value":1302},"~11.8%",{"type":74,"tag":142,"props":1304,"children":1305},{},[1306],{"type":80,"value":1307},"~8.5",{"type":74,"tag":120,"props":1309,"children":1310},{},[1311,1315,1320],{"type":74,"tag":142,"props":1312,"children":1313},{},[1314],{"type":80,"value":690},{"type":74,"tag":142,"props":1316,"children":1317},{},[1318],{"type":80,"value":1319},"~10.8%",{"type":74,"tag":142,"props":1321,"children":1322},{},[1323],{"type":80,"value":1324},"~9.3",{"type":74,"tag":120,"props":1326,"children":1327},{},[1328,1332,1337],{"type":74,"tag":142,"props":1329,"children":1330},{},[1331],{"type":80,"value":703},{"type":74,"tag":142,"props":1333,"children":1334},{},[1335],{"type":80,"value":1336},"~9.4%",{"type":74,"tag":142,"props":1338,"children":1339},{},[1340],{"type":80,"value":1341},"~10.6",{"type":74,"tag":120,"props":1343,"children":1344},{},[1345,1349,1354],{"type":74,"tag":142,"props":1346,"children":1347},{},[1348],{"type":80,"value":729},{"type":74,"tag":142,"props":1350,"children":1351},{},[1352],{"type":80,"value":1353},"~8.6%",{"type":74,"tag":142,"props":1355,"children":1356},{},[1357],{"type":80,"value":1358},"~11.6",{"type":74,"tag":120,"props":1360,"children":1361},{},[1362,1366,1371],{"type":74,"tag":142,"props":1363,"children":1364},{},[1365],{"type":80,"value":716},{"type":74,"tag":142,"props":1367,"children":1368},{},[1369],{"type":80,"value":1370},"~6.7%",{"type":74,"tag":142,"props":1372,"children":1373},{},[1374],{"type":80,"value":1375},"~14.9",{"type":74,"tag":82,"props":1377,"children":1378},{},[1379,1381,1386],{"type":80,"value":1380},"These figures are an illustrative calculation from the formula for a specific λ pair. In a real match they depend on the expected goals for those exact teams. ",{"type":74,"tag":93,"props":1382,"children":1384},{"href":1383},"\u002Fbetting\u002Fodds-converter",[1385],{"type":80,"value":1287},{"type":80,"value":1387}," are calculated as 1 divided by the probability expressed as a decimal. If the bookmaker offers 12.0 on 2-1 and our model puts the fair price at 10.6, then 0.094 × 12.0 = 1.13, which is above 1. That's value.",{"type":74,"tag":1389,"props":1390,"children":1396},"chart-generic",{":data":1391,":labels":1392,"title":1393,"type":1394,"yLabel":1395},"[11.8,10.8,9.4,8.6,6.7]","[\"1-1\",\"1-0\",\"2-1\",\"2-0\",\"0-0\"]","Top Score Probabilities (example with λ 1.6 and 1.1)","bar","Probability, %",[],{"type":74,"tag":223,"props":1398,"children":1400},{"id":1399},"which-scorelines-are-most-likely",[1401],{"type":80,"value":1402},"Which Scorelines Are Most Likely",{"type":74,"tag":82,"props":1404,"children":1405},{},[1406,1408,1414],{"type":80,"value":1407},"The cluster of most common football scores typically falls around 1-0, 1-1, 2-1, 0-0, and 2-0. But the order and the percentages depend on the expected goals specific to the match. In a low-scoring game between two defensive sides, 0-0, 1-0, and 1-1 lead the way. In a high-scoring shootout, 2-1, 2-2, and 3-1 start climbing. Don't estimate those percentages by eye. Let the calculator work from real xG figures instead. We walk through the step-by-step forecasting method in the ",{"type":74,"tag":93,"props":1409,"children":1411},{"href":1410},"\u002Fblog\u002Fhow-to-predict-correct-score",[1412],{"type":80,"value":1413},"how to predict correct score",{"type":80,"value":815},{"type":74,"tag":75,"props":1416,"children":1418},{"id":1417},"correct-score-vs-other-markets-when-to-use-which",[1419],{"type":80,"value":1420},"Correct Score vs Other Markets: When to Use Which",{"type":74,"tag":82,"props":1422,"children":1423},{},[1424],{"type":80,"value":1425},"Correct score isn't always the best way to express your view on a match. Often the same read plays better through an adjacent market with lower risk. An honest comparison:",{"type":74,"tag":112,"props":1427,"children":1428},{},[1429,1455],{"type":74,"tag":116,"props":1430,"children":1431},{},[1432],{"type":74,"tag":120,"props":1433,"children":1434},{},[1435,1440,1445,1450],{"type":74,"tag":124,"props":1436,"children":1437},{},[1438],{"type":80,"value":1439},"Market",{"type":74,"tag":124,"props":1441,"children":1442},{},[1443],{"type":80,"value":1444},"Risk",{"type":74,"tag":124,"props":1446,"children":1447},{},[1448],{"type":80,"value":1449},"Typical Odds",{"type":74,"tag":124,"props":1451,"children":1452},{},[1453],{"type":80,"value":1454},"When to Use",{"type":74,"tag":135,"props":1456,"children":1457},{},[1458,1481,1508,1534,1560,1587],{"type":74,"tag":120,"props":1459,"children":1460},{},[1461,1466,1471,1476],{"type":74,"tag":142,"props":1462,"children":1463},{},[1464],{"type":80,"value":1465},"Correct Score",{"type":74,"tag":142,"props":1467,"children":1468},{},[1469],{"type":80,"value":1470},"Very High",{"type":74,"tag":142,"props":1472,"children":1473},{},[1474],{"type":80,"value":1475},"6.00–100+",{"type":74,"tag":142,"props":1477,"children":1478},{},[1479],{"type":80,"value":1480},"You're confident in a specific scoreline and can handle losing runs",{"type":74,"tag":120,"props":1482,"children":1483},{},[1484,1493,1498,1503],{"type":74,"tag":142,"props":1485,"children":1486},{},[1487],{"type":74,"tag":93,"props":1488,"children":1490},{"href":1489},"\u002Fbetting\u002Fdouble-chance-calculator",[1491],{"type":80,"value":1492},"Match Result (1X2)",{"type":74,"tag":142,"props":1494,"children":1495},{},[1496],{"type":80,"value":1497},"Low",{"type":74,"tag":142,"props":1499,"children":1500},{},[1501],{"type":80,"value":1502},"1.50–4.00",{"type":74,"tag":142,"props":1504,"children":1505},{},[1506],{"type":80,"value":1507},"You're confident in the winner but not the exact score",{"type":74,"tag":120,"props":1509,"children":1510},{},[1511,1519,1524,1529],{"type":74,"tag":142,"props":1512,"children":1513},{},[1514],{"type":74,"tag":93,"props":1515,"children":1516},{"href":1489},[1517],{"type":80,"value":1518},"Double Chance",{"type":74,"tag":142,"props":1520,"children":1521},{},[1522],{"type":80,"value":1523},"Very Low",{"type":74,"tag":142,"props":1525,"children":1526},{},[1527],{"type":80,"value":1528},"1.10–2.00",{"type":74,"tag":142,"props":1530,"children":1531},{},[1532],{"type":80,"value":1533},"You want cover against the draw",{"type":74,"tag":120,"props":1535,"children":1536},{},[1537,1546,1550,1555],{"type":74,"tag":142,"props":1538,"children":1539},{},[1540],{"type":74,"tag":93,"props":1541,"children":1543},{"href":1542},"\u002Fbetting\u002Fdraw-no-bet-calculator",[1544],{"type":80,"value":1545},"Draw No Bet",{"type":74,"tag":142,"props":1547,"children":1548},{},[1549],{"type":80,"value":1497},{"type":74,"tag":142,"props":1551,"children":1552},{},[1553],{"type":80,"value":1554},"1.30–2.50",{"type":74,"tag":142,"props":1556,"children":1557},{},[1558],{"type":80,"value":1559},"You like the favourite but fear the draw",{"type":74,"tag":120,"props":1561,"children":1562},{},[1563,1572,1577,1582],{"type":74,"tag":142,"props":1564,"children":1565},{},[1566],{"type":74,"tag":93,"props":1567,"children":1569},{"href":1568},"\u002Fglossary\u002Fbetting\u002Fover-under",[1570],{"type":80,"value":1571},"Over\u002FUnder",{"type":74,"tag":142,"props":1573,"children":1574},{},[1575],{"type":80,"value":1576},"Medium",{"type":74,"tag":142,"props":1578,"children":1579},{},[1580],{"type":80,"value":1581},"1.70–2.20",{"type":74,"tag":142,"props":1583,"children":1584},{},[1585],{"type":80,"value":1586},"You're reading goal output, not a specific score",{"type":74,"tag":120,"props":1588,"children":1589},{},[1590,1599,1603,1608],{"type":74,"tag":142,"props":1591,"children":1592},{},[1593],{"type":74,"tag":93,"props":1594,"children":1596},{"href":1595},"\u002Fbetting\u002Fasian-handicap-calculator",[1597],{"type":80,"value":1598},"Asian Handicap",{"type":74,"tag":142,"props":1600,"children":1601},{},[1602],{"type":80,"value":1576},{"type":74,"tag":142,"props":1604,"children":1605},{},[1606],{"type":80,"value":1607},"1.80–2.10",{"type":74,"tag":142,"props":1609,"children":1610},{},[1611],{"type":80,"value":1612},"You want a handicap with partial stake return",{"type":74,"tag":82,"props":1614,"children":1615},{},[1616],{"type":80,"value":1617},"The rule is simple: if your conviction is about who wins, back the result or handicap. If it's about how many goals, go Over\u002FUnder. Correct score is only justified when you genuinely have an edge on a specific scoreline, and those spots are rare.",{"type":74,"tag":75,"props":1619,"children":1621},{"id":1620},"run-the-numbers-correct-score-calculator",[1622],{"type":80,"value":1623},"Run the Numbers: Correct Score Calculator",{"type":74,"tag":82,"props":1625,"children":1626},{},[1627],{"type":80,"value":1628},"Our tool does all the math for you: enter the expected goals (or each team's attack and defence strength) and it produces the probability of every scoreline plus fair odds to compare against the bookmaker's price.",{"type":74,"tag":82,"props":1630,"children":1631},{},[1632,1634,1638,1640,1645,1647,1652,1654,1659],{"type":80,"value":1633},"👉 Open the ",{"type":74,"tag":93,"props":1635,"children":1636},{"href":95},[1637],{"type":80,"value":26},{"type":80,"value":1639}," and run your match through it. Want to understand the forecasting method step by step? Read the guide on ",{"type":74,"tag":93,"props":1641,"children":1642},{"href":1410},[1643],{"type":80,"value":1644},"how to predict the correct score",{"type":80,"value":1646},". To get your head around odds and margin, see ",{"type":74,"tag":93,"props":1648,"children":1649},{"href":621},[1650],{"type":80,"value":1651},"correct score odds explained",{"type":80,"value":1653},". For trading scorelines on an exchange, check ",{"type":74,"tag":93,"props":1655,"children":1656},{"href":810},[1657],{"type":80,"value":1658},"strategies and lay trading",{"type":80,"value":625},{"type":74,"tag":75,"props":1661,"children":1663},{"id":1662},"tactics-and-common-mistakes",[1664],{"type":80,"value":1665},"Tactics and Common Mistakes",{"type":74,"tag":82,"props":1667,"children":1668},{},[1669],{"type":80,"value":1670},"A few approaches that genuinely reduce the chance of burning through your bankroll, and the traps almost everyone falls into.",{"type":74,"tag":223,"props":1672,"children":1674},{"id":1673},"coverage-low-scores-and-cash-out",[1675],{"type":80,"value":1676},"Coverage, Low Scores and Cash Out",{"type":74,"tag":82,"props":1678,"children":1679},{},[1680,1682,1688,1690,1696],{"type":80,"value":1681},"Focus on low-scoring results. Most matches finish within three goals, so 1-0, 1-1, and 2-1 are statistically sounder than exotic scores. Covering multiple scorelines at once (",{"type":74,"tag":93,"props":1683,"children":1685},{"href":1684},"\u002Fbetting\u002Fhedge-calculator",[1686],{"type":80,"value":1687},"hedging",{"type":80,"value":1689}," or a grouped market) lifts your hit rate at the cost of lower odds. ",{"type":74,"tag":93,"props":1691,"children":1693},{"href":1692},"\u002Fbetting\u002Fcashout-calculator",[1694],{"type":80,"value":1695},"Cashing out",{"type":80,"value":1697}," in-play when the score temporarily lands in your favour lets you lock in part of the profit before the final whistle. Just remember the bookmaker's margin is baked into every cash-out price.",{"type":74,"tag":223,"props":1699,"children":1701},{"id":1700},"where-to-find-value",[1702],{"type":80,"value":1703},"Where to Find Value",{"type":74,"tag":82,"props":1705,"children":1706},{},[1707],{"type":80,"value":1708},"The only long-term reason to bet correct score is value: a situation where your probability estimate is higher than what the odds imply. Your model says 14%, the bookmaker is pricing the scoreline at 11% (odds above fair value)? That's the bet. If it's the other way around, pass. Don't fall in love with a pretty scoreline, fall in love with the edge.",{"type":74,"tag":223,"props":1710,"children":1712},{"id":1711},"common-beginner-mistakes",[1713],{"type":80,"value":1714},"Common Beginner Mistakes",{"type":74,"tag":82,"props":1716,"children":1717},{},[1718,1720,1726],{"type":80,"value":1719},"Three traps almost everyone stumbles into. First: backing a \"nice\" round scoreline like 3-0 because it looks dramatic, even though it's genuinely uncommon. Second: the logic of \"this team hasn't scored in five games, they're due\" is the ",{"type":74,"tag":93,"props":1721,"children":1723},{"href":1722},"\u002Fblog\u002Fsystem-bet-football-strategy",[1724],{"type":80,"value":1725},"gambler's fallacy",{"type":80,"value":1727}," in action; past results have no bearing on the probability of the next goal. Third: chasing high odds on exotic scorelines for the big payout while ignoring how tiny the underlying probability is. Calculate, don't guess.",{"type":74,"tag":82,"props":1729,"children":1730},{},[1731,1733,1739],{"type":80,"value":1732},"All betting tools are in the ",{"type":74,"tag":93,"props":1734,"children":1736},{"href":1735},"\u002Fbetting",[1737],{"type":80,"value":1738},"betting section",{"type":80,"value":625}]