Betting Odd Calculator

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Betting Odds Calculator

Convert, Analyze, and Understand Your Betting Odds

Convert Your Betting Odds

Enter the numerical value of the odds.
Decimal Fractional American Select the format of the odds you entered.
Enter the amount you are betting. This is optional for conversion but useful for profit calculation.

Conversion Results

N/A
Decimal: N/A
Fractional: N/A
American: N/A
Potential Profit: N/A
Potential Return: N/A
Formula Overview: Calculations are based on standard odds conversion formulas. For Decimal odds D, Fractional odds F (numerator/denominator), and American odds A: Decimal = (Numerator / Denominator) + 1 Fractional = (Decimal – 1) : 1 (converted to simplest fraction) American = ((Decimal – 1) * 100) for positive odds, or (100 / (Decimal – 1) * -1) for negative odds. Profit = (Stake * Decimal Odds) – Stake Return = Stake + Profit

Odds Analysis

Impact of Stake on Potential Profit
Stake Decimal Odds Potential Profit Implied Probability
Enter odds and click 'Calculate' to see table.

What is a Betting Odds Calculator?

A betting odds calculator is a digital tool designed to help bettors easily convert, understand, and analyze betting odds across different formats. In the world of sports betting and other forms of wagering, odds are presented in various ways – most commonly as Decimal, Fractional, and American odds. Navigating these different formats can be confusing, especially for new bettors or when comparing odds from different bookmakers. This is where a betting odds calculator becomes invaluable. It simplifies the process by allowing users to input odds in one format and instantly see their equivalent in others, along with calculating potential returns and profits based on a chosen stake. The primary function of a betting odds calculator is to demystify odds, making betting more accessible and informed.

Who should use it:

  • New bettors who are unfamiliar with different odds formats.
  • Experienced bettors who want to quickly compare odds from international bookmakers (which may use different formats).
  • Anyone looking to calculate potential profit and return on investment for a specific bet.
  • Casual bettors who want a straightforward way to understand the value of a bet.

Common misconceptions:

  • Misconception: All odds formats represent different probabilities. Truth: While displayed differently, Decimal, Fractional, and American odds represent the same underlying probability and potential payout for a given event. A betting odds calculator confirms this equivalence.
  • Misconception: American odds are always negative. Truth: American odds can be positive (e.g., +150) indicating an underdog or negative (e.g., -200) indicating a favorite. A betting odds calculator accurately converts both.
  • Misconception: The calculator tells you *what* to bet on. Truth: A betting odds calculator is purely a conversion and calculation tool; it does not offer betting tips or predict outcomes.

Betting Odds Calculator Formula and Mathematical Explanation

The core functionality of a betting odds calculator relies on a set of conversion formulas that translate odds between the three major formats: Decimal, Fractional, and American. Additionally, it uses these converted odds to calculate potential profit and total return based on a user-defined stake. Understanding these formulas is key to appreciating how a betting odds calculator works.

Decimal Odds to Other Formats:

Decimal odds are the most straightforward for calculations. If 'D' represents Decimal odds:

  • To Fractional Odds (F): F = (D – 1) : 1. This result is then simplified into its lowest terms. For example, 2.50 Decimal odds become (2.50 – 1) : 1 = 1.50 : 1, which simplifies to 3/2.
  • To American Odds (A):
    • If D > 2.00 (equivalent to positive American odds): A = (D – 1) * 100. E.g., 3.00 Decimal odds become (3.00 – 1) * 100 = +200.
    • If D < 2.00 (equivalent to negative American odds): A = (100 / (D – 1)) * -1. E.g., 1.50 Decimal odds become (100 / (1.50 – 1)) * -1 = (100 / 0.50) * -1 = -200.
    • If D = 2.00, it's Evens (or 0 in American odds, though often represented as +/-100 for simplicity in some calculators).

Fractional Odds to Other Formats:

Let 'N' be the numerator and 'D' be the denominator of Fractional odds (N/D).

  • To Decimal Odds: Decimal = (N / D) + 1. E.g., 5/2 odds become (5 / 2) + 1 = 2.5 + 1 = 3.50.
  • To American Odds: First convert to Decimal, then use the Decimal to American conversion.

American Odds to Other Formats:

Let 'A' be American odds.

  • To Decimal Odds:
    • If A > 0: Decimal = (A / 100) + 1. E.g., +200 American odds become (200 / 100) + 1 = 2 + 1 = 3.00.
    • If A < 0: Decimal = (100 / abs(A)) + 1. E.g., -150 American odds become (100 / 150) + 1 ≈ 0.67 + 1 = 1.67.
  • To Fractional Odds: First convert to Decimal, then use the Decimal to Fractional conversion.

Calculating Profit and Return:

Let 'S' be the Stake, 'D' be the Decimal Odds, 'P' be the Potential Profit, and 'R' be the Potential Return.

  • Potential Profit (P): P = (S * D) – S. This is the amount you win if your bet is successful.
  • Potential Return (R): R = S + P = S * D. This is the total amount you get back if your bet wins (stake + profit).

Implied Probability: This is the market's implied chance of an event happening, derived from the odds. It doesn't include the bookmaker's margin (overround).

  • From Decimal Odds (D): Implied Probability (%) = (1 / D) * 100.
  • From Fractional Odds (N/D): Implied Probability (%) = (D / (N + D)) * 100.
  • From American Odds (A):
    • If A > 0: Implied Probability (%) = (100 / (A + 100)) * 100.
    • If A < 0: Implied Probability (%) = (abs(A) / (abs(A) + 100)) * 100.
Key Variables in Odds Calculation
Variable Name Meaning Unit Typical Range
Odds Value The numerical representation of the betting odds. Unitless (varies by format) Positive/Negative numbers, Fractions
Odds Format The system used to express the odds (Decimal, Fractional, American). Categorical Decimal, Fractional, American
Stake (S) The amount of money wagered on a bet. Currency (e.g., $, €, £) ≥ 0 (often positive)
Decimal Odds (D) Odds expressed as a single decimal number representing the total return per unit stake. Decimal Number ≥ 1.01
Fractional Odds (N/D) Odds expressed as a ratio of numerator (N) to denominator (D). Ratio (e.g., 5/2) N:D where N≥1, D≥1
American Odds (A) Odds expressed as a positive or negative number, indicating profit for a $100 bet (positive) or stake needed to win $100 (negative). Integer Excludes 0; typically +/- 100 or higher.
Potential Profit (P) The net winnings from a successful bet. Currency ≥ 0 (for positive odds)
Potential Return (R) The total amount received back if the bet is successful (Stake + Profit). Currency ≥ Stake
Implied Probability (%) The probability of an event occurring as suggested by the odds, before bookmaker margin. Percentage 0% – 100%

Practical Examples (Real-World Use Cases)

Using a betting odds calculator brings the abstract concept of odds into tangible financial terms. Here are a couple of practical scenarios:

Example 1: Comparing International Odds

A bettor in the UK is looking at a football match. Bookmaker A offers odds of 7/4. Meanwhile, an international bookmaker using Decimal odds offers 2.80 for the same outcome. The bettor wants to know if the odds are truly different and what their potential profit would be if they bet £20.

Inputs:

  • Bookmaker A: Odds Value = 7/4, Format = Fractional, Stake = £20
  • Bookmaker B: Odds Value = 2.80, Format = Decimal, Stake = £20

Using the Betting Odds Calculator:

  • For 7/4 Fractional Odds:
    • Converted Decimal: (7 / 4) + 1 = 1.75 + 1 = 2.75
    • Converted American: (1.75 * 100) = +175
    • Potential Profit (Stake £20): (£20 * 2.75) – £20 = £55 – £20 = £35
    • Potential Return: £20 + £35 = £55
    • Implied Probability: (4 / (7 + 4)) * 100 = (4 / 11) * 100 ≈ 36.36%
  • For 2.80 Decimal Odds:
    • Converted Fractional: (2.80 – 1) : 1 = 1.80 : 1 = 18/10 = 9/5
    • Converted American: (2.80 – 1) * 100 = 1.80 * 100 = +180
    • Potential Profit (Stake £20): (£20 * 2.80) – £20 = £56 – £20 = £36
    • Potential Return: £20 + £36 = £56
    • Implied Probability: (1 / 2.80) * 100 ≈ 35.71%

Interpretation: The betting odds calculator reveals that 7/4 (2.75 Decimal) and 2.80 Decimal are different odds. The 2.80 Decimal odds (or 9/5 Fractional) offer a slightly better return: £1 more profit (£36 vs £35) on a £20 stake. The implied probabilities also differ slightly, reflecting the different odds values.

Example 2: Calculating Potential Winnings with American Odds

A bettor in the US is looking at an upcoming basketball game. They see odds of -120 for their favored team to win. They want to bet $50 and understand exactly how much they could win.

Inputs:

  • Odds Value: -120, Format: American, Stake: $50

Using the Betting Odds Calculator:

  • Converted Decimal: (100 / abs(-120)) + 1 = (100 / 120) + 1 ≈ 0.8333 + 1 = 1.8333
  • Converted Fractional: (100 / 120) : 1 = 5/6 : 1 (approx)
  • Potential Profit (Stake $50): ($50 * 1.8333) – $50 ≈ $91.67 – $50 = $41.67
  • Potential Return: $50 + $41.67 = $91.67
  • Implied Probability: (120 / (120 + 100)) * 100 = (120 / 220) * 100 ≈ 54.55%

Interpretation: The betting odds calculator shows that with -120 American odds and a $50 stake, the bettor stands to win approximately $41.67. The total return would be $91.67. The calculator also highlights that the market implies a ~54.55% chance of this team winning.

How to Use This Betting Odds Calculator

Our betting odds calculator is designed for simplicity and efficiency. Follow these steps to get instant results:

  1. Enter the Odds Value: In the "Odds Value" field, type the numerical value of the odds you have. This could be a fraction like "7/4", a decimal like "2.80", or an American format like "+150" or "-120".
  2. Select the Current Odds Format: Use the dropdown menu labeled "Current Odds Format" to choose the format that matches the odds value you just entered (Decimal, Fractional, or American). This is crucial for accurate conversion.
  3. Enter Stake (Optional): If you want to calculate potential profit and return, enter the amount you intend to bet in the "Stake" field. If you only need to convert odds formats, you can leave this blank.
  4. Click 'Calculate': Press the "Calculate" button. The calculator will process your inputs instantly.
  5. View Results: The results section will display the converted odds in all three formats (Decimal, Fractional, American), alongside the potential profit and total return if you entered a stake. The main highlighted result shows the primary conversion or profit amount.
  6. Interpret the Results:
    • Converted Odds: Use these to compare value across different bookmakers or understand international odds.
    • Potential Profit/Return: Understand the financial outcome of a successful bet. This helps in assessing the risk vs. reward.
    • Implied Probability: Gauge the market's perceived likelihood of the event happening. Note that this includes the bookmaker's margin.
  7. Use the Table and Chart: The table provides a structured breakdown of key metrics for different stakes, and the chart visually represents how profit changes with stake size.
  8. Copy Results: Click "Copy Results" to copy a summary of your findings for easy sharing or record-keeping.
  9. Reset: If you need to start over or perform a new calculation, click the "Reset" button to clear all fields.

Key Factors That Affect Betting Odds Results

While a betting odds calculator provides instant conversions and calculations, several underlying factors influence the odds themselves and the potential outcomes. Understanding these factors is vital for making informed betting decisions:

  1. Market Demand & Public Perception: Odds are significantly influenced by how much money is being bet on each outcome. If many bettors favor one side (the "public"), bookmakers may shorten those odds to limit their liability, even if statistical analysis suggests otherwise. This is a key reason why odds don't always perfectly reflect true probability.
  2. Bookmaker's Margin (Overround): Bookmakers build a profit margin into their odds. This means the sum of the implied probabilities for all outcomes of an event will exceed 100%. A betting odds calculator shows the raw implied probability, but the actual probability includes this margin, making the odds less favorable than pure probability suggests.
  3. Team/Player Form and Performance Data: Statistical analysis of recent performance, head-to-head records, player statistics (goals, assists, injuries), and team news are fundamental inputs for setting accurate odds. The calculator uses the final odds, but these factors determine those initial odds.
  4. External Factors (Venue, Weather, Injuries): The location of a match (home advantage), predicted weather conditions, and the availability of key players due to injury or suspension can drastically alter the perceived strength of competitors and thus, the odds.
  5. Risk Management by Bookmakers: Bookmakers adjust odds dynamically not just based on betting volume but also to balance their books. They aim to ensure they profit regardless of the outcome by attracting bets on all sides. A large bet on one outcome might force them to offer less attractive odds on it and more attractive odds on the alternative.
  6. Regulatory Environment and Betting Limits: Legal jurisdictions and specific betting platform rules can influence available odds and betting limits. While the calculator focuses on the odds value, the context of where and how you bet matters. Some platforms might have restrictions that affect the viability of certain bets.
  7. News and Market Sentiment: Unexpected news, like a star player's sudden illness or a coaching change, can shift market sentiment and odds rapidly. A good betting odds calculator can quickly help you see the financial impact of these shifting odds.

Frequently Asked Questions (FAQ)

What is the difference between Decimal, Fractional, and American odds?

Decimal odds (e.g., 2.50) represent the total payout per unit stake. Fractional odds (e.g., 6/4) represent the profit relative to the stake. American odds (e.g., +150 or -200) use a base of $100 to indicate either the profit on a $100 bet (positive) or the stake needed to win $100 (negative). Our betting odds calculator converts between all three.

How do I calculate potential profit with a betting odds calculator?

If you input your stake, the calculator uses the formula: Potential Profit = (Stake * Decimal Odds) – Stake. For example, with a £10 stake and 3.00 decimal odds, profit is (£10 * 3.00) – £10 = £20.

Can the calculator handle negative American odds?

Yes, our betting odds calculator is designed to correctly interpret and convert negative American odds (which represent favorites) into Decimal and Fractional formats, and calculate potential returns accurately.

What does a stake of '100' mean in American odds?

In American odds, a figure like '+100' (often referred to as 'Even Money' or 'evens') means that a $100 stake would return $100 profit (and $200 total return). A figure like '-100' would mean you need to stake $100 to win $100 profit. The betting odds calculator handles these standard representations.

Does the calculator account for the bookmaker's margin?

The calculator converts odds accurately and calculates profit based on those odds. However, the 'Implied Probability' shown does not subtract the bookmaker's margin (overround). The actual probability of the event occurring, from the bookmaker's perspective, is slightly lower than the calculated implied probability due to this margin.

Can I use this calculator for any sport or betting market?

Absolutely. Betting odds are standardized across most sports and markets (e.g., football, basketball, horse racing, politics). As long as the odds are presented in one of the three major formats, this betting odds calculator can be used.

What is the implied probability calculation based on?

The implied probability is derived directly from the odds format. For Decimal odds D, it's (1/D) * 100%. For Fractional N/D, it's (D/(N+D)) * 100%. For American A, it's (100 / (A+100)) * 100 if A>0, and (abs(A) / (abs(A)+100)) * 100 if A<0. A betting odds calculator provides this insight into market expectations.

Is it better to bet with Decimal, Fractional, or American odds?

None is inherently "better." It's a matter of preference and context. Decimal odds are generally easiest for calculation and comparison. Fractional odds are popular in the UK. American odds are standard in the US. A reliable betting odds calculator allows you to work comfortably in whichever format you prefer or encounter.
  • Arbitrage Calculator – Helps identify risk-free profit opportunities by comparing odds across different bookmakers. Useful for advanced bettors.
  • Parlay Calculator – Calculate potential payouts for multi-leg bets where all selections must win. Essential for understanding complex accumulator bets.
  • Understanding Betting Margins – A detailed guide explaining how bookmakers set odds and build in their profit margin, impacting your potential returns.
  • Fractional vs Decimal Odds Explained – An in-depth comparison of these two popular odds formats, highlighting their pros and cons for bettors.
  • Each-Way Calculator – Specifically for horse racing and similar events, calculates returns for win and place parts of an each-way bet.
  • Statistical Analysis in Sports Betting – Learn how to use data and statistical models to identify value bets beyond simple odds conversion.

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var oddsValueInput = document.getElementById("oddsValue"); var oddsFormatSelect = document.getElementById("oddsFormat"); var stakeInput = document.getElementById("stake"); var oddsValueError = document.getElementById("oddsValueError"); var oddsFormatError = document.getElementById("oddsFormatError"); var stakeError = document.getElementById("stakeError"); var decimalResultDiv = document.getElementById("decimalResult"); var fractionalResultDiv = document.getElementById("fractionalResult"); var americanResultDiv = document.getElementById("americanResult"); var potentialProfitDiv = document.getElementById("potentialProfit"); var potentialReturnDiv = document.getElementById("potentialReturn"); var mainResultDiv = document.getElementById("main-result"); var resultsTableBody = document.getElementById("resultsTableBody"); var oddsChart; var chartCtx; function updateCurrentYear() { document.getElementById('currentYear').textContent = new Date().getFullYear(); } function initializeChart() { chartCtx = document.getElementById('oddsChart').getContext('2d'); oddsChart = new Chart(chartCtx, { type: 'bar', data: { labels: [], datasets: [{ label: 'Potential Profit', data: [], backgroundColor: 'rgba(0, 74, 153, 0.6)', borderColor: 'rgba(0, 74, 153, 1)', borderWidth: 1 }, { label: 'Stake', data: [], backgroundColor: 'rgba(40, 167, 69, 0.6)', borderColor: 'rgba(40, 167, 69, 1)', borderWidth: 1 }] }, options: { responsive: true, maintainAspectRatio: false, scales: { y: { beginAtZero: true, title: { display: true, text: 'Amount (Currency)' } }, x: { title: { display: true, text: 'Stake Amount' } } }, plugins: { legend: { position: 'top', }, title: { display: true, text: 'Stake vs. Profit and Stake' } } } }); } function updateChart(stakeValue, profitValue, decimalOddsValue) { if (!oddsChart) { initializeChart(); } var profitDataset = oddsChart.data.datasets[0]; var stakeDataset = oddsChart.data.datasets[1]; var labels = oddsChart.data.labels; // Add new data point if stake exists and is valid if (stakeValue > 0 && profitValue !== null && !isNaN(profitValue)) { var dataPointIndex = labels.indexOf('$' + stakeValue.toFixed(2)); if (dataPointIndex === -1) { // Add new if not present labels.push('$' + stakeValue.toFixed(2)); profitDataset.data.push(profitValue); stakeDataset.data.push(stakeValue); } else { // Update existing if present profitDataset.data[dataPointIndex] = profitValue; stakeDataset.data[dataPointIndex] = stakeValue; } } // Limit the number of points to keep chart readable var maxPoints = 10; if (labels.length > maxPoints) { labels.splice(0, labels.length – maxPoints); profitDataset.data.splice(0, profitDataset.data.length – maxPoints); stakeDataset.data.splice(0, stakeDataset.data.length – maxPoints); } oddsChart.update(); } function calculateOdds() { resetErrors(); var oddsValueStr = oddsValueInput.value.trim(); var oddsFormat = oddsFormatSelect.value; var stakeValue = parseFloat(stakeInput.value); var isValidStake = true; // — Input Validation — if (oddsValueStr === "") { oddsValueError.textContent = "Odds value cannot be empty."; return false; } if (isNaN(stakeValue)) { stakeValue = 0; // Treat as 0 if not a valid number or empty isValidStake = false; } else if (stakeValue < 0) { stakeError.textContent = "Stake cannot be negative."; isValidStake = false; return false; } // — Parsing Odds — var decimalOdds = null; var fractionalNumerator = null; var fractionalDenominator = null; var americanOdds = null; if (oddsFormat === "decimal") { decimalOdds = parseFloat(oddsValueStr); if (isNaN(decimalOdds) || decimalOdds < 1.01) { oddsValueError.textContent = "Invalid decimal odds. Must be 1.01 or greater."; return false; } } else if (oddsFormat === "fractional") { var parts = oddsValueStr.split('/'); if (parts.length === 2) { fractionalNumerator = parseFloat(parts[0]); fractionalDenominator = parseFloat(parts[1]); if (isNaN(fractionalNumerator) || isNaN(fractionalDenominator) || fractionalDenominator === 0 || fractionalNumerator < 0 || fractionalDenominator 0) { decimalOdds = (americanOdds / 100) + 1; } else { decimalOdds = (100 / Math.abs(americanOdds)) + 1; } } else { oddsFormatError.textContent = "Please select a valid odds format."; return false; } // Recalculate fractional and american from decimal for consistent display var calculatedFractionalNum = null; var calculatedFractionalDen = null; var calculatedAmericanOdds = null; if (decimalOdds !== null) { // Convert decimal to fractional var fracPart = decimalOdds – 1; if (fracPart > 0) { var tolerance = 1e-6; // For floating point comparisons for (calculatedFractionalDen = 1; calculatedFractionalDen < 1000; calculatedFractionalDen++) { calculatedFractionalNum = Math.round(fracPart * calculatedFractionalDen); if (Math.abs(fracPart – (calculatedFractionalNum / calculatedFractionalDen)) 0) { fractionalResultDiv.textContent = "Fractional: " + calculatedFractionalNum + "/" + calculatedFractionalDen; } else { fractionalResultDiv.textContent = "Fractional: N/A"; calculatedFractionalNum = null; calculatedFractionalDen = null; } } else { // decimalOdds === 1.00 (should not happen with validation) or very close fractionalResultDiv.textContent = "Fractional: 1/1"; calculatedFractionalNum = 1; calculatedFractionalDen = 1; } // Convert decimal to american if (decimalOdds > 2) { calculatedAmericanOdds = Math.round((decimalOdds – 1) * 100); } else if (decimalOdds = 0 ? "+" : "") + calculatedAmericanOdds; } decimalResultDiv.textContent = "Decimal: " + (decimalOdds !== null ? decimalOdds.toFixed(2) : "N/A"); var profit = null; var returnAmount = null; var impliedProbability = null; if (decimalOdds !== null) { if (isValidStake && stakeValue > 0) { profit = (stakeValue * decimalOdds) – stakeValue; returnAmount = stakeValue * decimalOdds; potentialProfitDiv.textContent = "Potential Profit: " + formatCurrency(profit); potentialReturnDiv.textContent = "Potential Return: " + formatCurrency(returnAmount); mainResultDiv.textContent = formatCurrency(profit); // Default main result is profit mainResultDiv.style.color = profit > 0 ? "var(–success-color)" : "var(–white)"; // Update chart updateChart(stakeValue, profit, decimalOdds); // Update table updateResultsTable(stakeValue, decimalOdds, profit); } else { potentialProfitDiv.textContent = "Potential Profit: N/A"; potentialReturnDiv.textContent = "Potential Return: N/A"; mainResultDiv.textContent = "N/A"; mainResultDiv.style.color = "var(–white)"; updateChart(0, 0, decimalOdds); // Clear chart if stake is invalid/zero updateResultsTable(0, decimalOdds, null); // Clear table } // Calculate Implied Probability if (decimalOdds !== null && decimalOdds > 1) { impliedProbability = (1 / decimalOdds) * 100; } document.getElementById("impliedProbabilityResult").textContent = "Implied Probability: " + (impliedProbability !== null ? impliedProbability.toFixed(2) + "%" : "N/A"); } else { potentialProfitDiv.textContent = "Potential Profit: N/A"; potentialReturnDiv.textContent = "Potential Return: N/A"; mainResultDiv.textContent = "N/A"; mainResultDiv.style.color = "var(–white)"; document.getElementById("impliedProbabilityResult").textContent = "Implied Probability: N/A"; updateChart(0, 0, null); // Clear chart updateResultsTable(0, null, null); // Clear table } return true; } function formatCurrency(amount) { if (amount === null || isNaN(amount)) return "N/A"; // Assuming a default currency symbol for display, adjust if needed // For simplicity, let's use a generic '$' but avoid hardcoding specific currencies unless context demands. return "$" + amount.toFixed(2); } function resetErrors() { oddsValueError.textContent = ""; oddsFormatError.textContent = ""; stakeError.textContent = ""; } function resetCalculator() { oddsValueInput.value = ""; oddsFormatSelect.value = "decimal"; stakeInput.value = ""; decimalResultDiv.textContent = "Decimal: N/A"; fractionalResultDiv.textContent = "Fractional: N/A"; americanResultDiv.textContent = "American: N/A"; potentialProfitDiv.textContent = "Potential Profit: N/A"; potentialReturnDiv.textContent = "Potential Return: N/A"; mainResultDiv.textContent = "N/A"; mainResultDiv.style.color = "var(–white)"; resultsTableBody.innerHTML = 'Enter odds and click \'Calculate\' to see table.'; if (oddsChart) { oddsChart.data.labels = []; oddsChart.data.datasets[0].data = []; oddsChart.data.datasets[1].data = []; oddsChart.update(); } resetErrors(); } function copyResults() { var resultText = "Betting Odds Conversion:\n"; resultText += "Decimal Odds: " + decimalResultDiv.textContent.replace("Decimal: ", "") + "\n"; resultText += "Fractional Odds: " + fractionalResultDiv.textContent.replace("Fractional: ", "") + "\n"; resultText += "American Odds: " + americanResultDiv.textContent.replace("American: ", "") + "\n"; resultText += "Potential Profit: " + potentialProfitDiv.textContent.replace("Potential Profit: ", "") + "\n"; resultText += "Potential Return: " + potentialReturnDiv.textContent.replace("Potential Return: ", "") + "\n"; resultText += "——————–\n"; resultText += "Main Result (Profit): " + mainResultDiv.textContent + "\n"; var textArea = document.createElement("textarea"); textArea.value = resultText; document.body.appendChild(textArea); textArea.select(); try { document.execCommand("copy"); alert("Results copied to clipboard!"); } catch (err) { console.error("Failed to copy: ", err); alert("Failed to copy results. Please copy manually."); } document.body.removeChild(textArea); } function updateResultsTable(stake, decimalOdds, profit) { resultsTableBody.innerHTML = "; // Clear existing rows var tableRows = []; var stakesToTest = [1, 5, 10, 25, 50, 100, 250, 500]; // Example stakes if (stake > 0 && !stakesToTest.includes(stake)) { stakesToTest.push(stake); // Ensure the current stake is included if specified } stakesToTest.sort(function(a, b) { return a – b; }); // Sort stakes numerically for (var i = 0; i < stakesToTest.length; i++) { var currentStake = stakesToTest[i]; if (currentStake = 1.01) { rowProfit = (currentStake * decimalOdds) – currentStake; impliedProb = (1 / decimalOdds) * 100; } var row = document.createElement('tr'); var stakeCell = document.createElement('td'); stakeCell.textContent = formatCurrency(currentStake).replace('$', "); // Display amount without '$' row.appendChild(stakeCell); var oddsCell = document.createElement('td'); oddsCell.textContent = decimalOdds !== null ? decimalOdds.toFixed(2) : 'N/A'; row.appendChild(oddsCell); var profitCell = document.createElement('td'); profitCell.textContent = rowProfit !== null ? formatCurrency(rowProfit).replace('$', ") : 'N/A'; row.appendChild(profitCell); var probCell = document.createElement('td'); probCell.textContent = impliedProb !== null ? impliedProb.toFixed(2) + '%' : 'N/A'; row.appendChild(probCell); tableRows.push(row); } if (tableRows.length === 0) { resultsTableBody.innerHTML = 'Enter valid odds to populate the table.'; } else { tableRows.forEach(function(row) { resultsTableBody.appendChild(row); }); } } // Initialize chart and year on page load window.onload = function() { updateCurrentYear(); initializeChart(); // Initialize chart on load // Add event listeners for real-time updates oddsValueInput.addEventListener('input', calculateOdds); oddsFormatSelect.addEventListener('change', calculateOdds); stakeInput.addEventListener('input', calculateOdds); // Initial calculation if there are default values (though none are set here) calculateOdds(); }; // FAQ functionality var faqItems = document.querySelectorAll('.faq-item .faq-question'); faqItems.forEach(function(item) { item.addEventListener('click', function() { var faqContent = this.nextElementSibling; var parentItem = this.parentElement; parentItem.classList.toggle('open'); // Optional: close other open items // faqItems.forEach(function(otherItem) { // if (otherItem !== item && otherItem.parentElement.classList.contains('open')) { // otherItem.parentElement.classList.remove('open'); // } // }); }); });

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