{"id":113411,"date":"2025-11-27T11:35:23","date_gmt":"2025-11-27T11:35:23","guid":{"rendered":"https:\/\/newnanotech.uk\/?p=113411"},"modified":"2025-11-27T11:54:30","modified_gmt":"2025-11-27T11:54:30","slug":"calculate-your-take-home-pay-after-multiple","status":"publish","type":"post","link":"https:\/\/newnanotech.uk\/index.php\/2025\/11\/27\/calculate-your-take-home-pay-after-multiple\/","title":{"rendered":"Calculate Your Take Home Pay After Multiple Layoffs"},"content":{"rendered":"<p>Need to multiply a series of numbers quickly? A multiple lay calculator is your go-to tool for fast, accurate results. It&#8217;s the <strong>simplest way<\/strong> to handle chained multiplication, saving you time and effort on complex calculations.<\/p>\n<h2>Understanding the Basics of Accumulator Bets<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"multiple lay calculator\" 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\"\/><\/p>\n<p>An accumulator bet, often called a &#8216;parlay&#8217; or &#8216;acca&#8217;, is a single wager that combines two or more individual selections. The catch is that all of your chosen selections must win for the bet to pay out. The main appeal is the potential for a huge return from a small stake, as the odds for each selection are multiplied together. This also means the risk is higher, as one losing pick causes the entire bet to lose. Understanding <strong>accumulator bet basics<\/strong> is key before diving in, as it&#8217;s a high-risk, high-reward strategy popular in sports like football and horse racing.<\/p>\n<p><strong>Q: What happens if one leg of my accumulator is void?<\/strong><br \/>A: Typically, that selection is just removed from the bet, and the accumulator continues with the remaining selections, with recalculated odds.<\/p>\n<h3>How a Parlay Bet Differs from a Single Wager<\/h3>\n<p>An accumulator bet, often called a parlay, is a single wager that combines two or more individual selections. The fundamental appeal of this popular betting strategy is the potential for a <a href=\"https:\/\/sharkbetting.com\/betting-calculators\/sequential-lay\/\">lay sequential calculator<\/a> significantly larger payout compared to placing separate bets, as the odds for each selection are multiplied together. However, the inherent risk is also greater; if just one of your selections loses, the entire accumulator bet is lost. This high-risk, high-reward structure makes bankroll management absolutely essential for long-term betting success. Mastering these multiple-selection wagers can unlock substantial returns from a relatively small stake.<\/p>\n<h3>The Role of Odds Multiplication in Your Potential Payout<\/h3>\n<p>An accumulator bet, often called a parlay, is a <strong>single wager<\/strong> linking two or more individual selections. The fundamental principle is that all your chosen selections must win for the bet to pay out; if just one leg loses, the entire bet is lost. This high-risk approach is counterbalanced by the potential for substantial returns, as the odds for each selection are multiplied together. This type of sports betting strategy appeals to those chasing larger payouts from a small stake. Successfully navigating <strong>profitable betting strategies<\/strong> requires careful selection and a disciplined approach to risk management, as the difficulty increases with each added leg.<\/p>\n<h3>Why Each Selection Must Win for the Bet to Succeed<\/h3>\n<p>An accumulator bet, often called a parlay, is a dynamic wager that combines multiple individual selections into a single, high-stakes ticket. The fundamental principle is that all your chosen selections must win for the bet to pay out. This high-risk, high-reward approach is the core of <strong>sports betting strategy<\/strong>, as a single incorrect prediction causes the entire bet to fail. However, the potential returns are significantly magnified because the odds of each selection are multiplied together, turning small stakes into substantial wins and making every match moment incredibly thrilling.<\/p>\n<h2>Key Features of a Reliable Betting Calculator<\/h2>\n<div style=\"text-align:center\">\n<iframe loading=\"lazy\" width=\"565\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/i88Vtcrf_T8\" frameborder=\"0\" alt=\"multiple lay calculator\" allowfullscreen><\/iframe>\n<\/div>\n<p>Imagine you&#8217;ve just placed a complex accumulator bet; a reliable betting calculator becomes your trusted co-pilot. Its core feature is an intuitive interface that allows you to input various bet types, from singles to each-way patents, with ease. It must perform real-time calculations, instantly showing your potential returns and profit by seamlessly handling <strong>odds formats<\/strong> and stake adjustments. Crucially, it incorporates rule-specific logic for dead heats or void legs, ensuring complete accuracy. This tool transforms guesswork into a clear financial picture, empowering your strategy with precise data.<\/p>\n<p><strong>Q: Why is speed so important in a betting calculator?<\/strong><\/p>\n<p>A: In fast-moving live betting markets, a delay of a few seconds can mean missing a crucial price change. Instant calculations allow for quick, informed decisions.<\/p>\n<h3>Inputting Your Stake and Individual Odds<\/h3>\n<p>A reliable betting calculator is an indispensable tool for any serious bettor, transforming complex wagering scenarios into clear, actionable data. Its core strength lies in dynamic, real-time calculations that instantly project potential payouts and profits for singles, accumulators, and each-way bets. Crucially, it must feature a built-in odds converter, seamlessly switching between fractional, decimal, and American formats. This powerful sports betting tool empowers you to make informed decisions by modeling outcomes before you commit, ensuring you always understand the exact risk and reward. Mastering these features is fundamental to developing a sharp, profitable betting strategy.<\/p>\n<h3>Calculating Your Total Return and Overall Profit<\/h3>\n<p>A reliable betting calculator is an indispensable tool for any serious bettor, providing clarity and precision in bankroll management. Its core features include the ability to handle various bet types like singles, accumulators, and each-way wagers, while delivering instant calculations of potential payouts, profit, and implied probability. Crucially, it must incorporate a <strong>vigorish (or juice) calculator<\/strong> to accurately reveal the true margin bookmakers hold. <\/p>\n<blockquote><p>This transparent breakdown of risk versus reward is fundamental for making informed, data-driven wagering decisions.<\/p><\/blockquote>\n<p> The most effective<br \/>\n<strong>sports betting calculator tools<\/strong><br \/>\n offer a clean, intuitive interface, ensuring quick data entry and immediate, error-free results for strategic planning.<br \/>\n<img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"609px\" alt=\"multiple lay calculator\" 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\"\/><\/p>\n<h3>Adjusting for Different Odds Formats (Decimal, Fractional, American)<\/h3>\n<p>A reliable betting calculator is indispensable for serious bettors, providing precise profit and payout projections for singles, accumulators, and complex system bets. Its core feature is an intuitive interface that delivers instant, error-free calculations, eliminating manual guesswork. Crucially, it must support various odds formats\u2014decimal, fractional, and American\u2014allowing for seamless global market analysis. This tool is fundamental for implementing effective <strong>sports betting bankroll management<\/strong>, enabling users to make data-driven decisions. The inclusion of a <mark>hedging calculator<\/mark> further elevates its utility, offering strategic insights to lock in profits or minimize potential losses, making it an essential component of a professional betting toolkit.<\/p>\n<h2>Strategic Uses for Your Parlay Calculations<\/h2>\n<p>Mastering your parlay calculations transforms them from simple math into a powerful strategic tool for maximizing profits and managing risk. By accurately computing potential returns, you can make informed decisions on bet sizing and identify which high-reward combinations offer the best value for your bankroll. This precise approach is fundamental to <strong>advanced bankroll management<\/strong>, allowing you to confidently structure wagers that align with your risk tolerance. Ultimately, these calculations are the key to unlocking a more disciplined and profitable betting strategy, giving you a significant edge in pursuing <strong>sustainable sports betting success<\/strong>.<\/p>\n<h3>Assessing Risk Versus Reward Before You Place a Bet<\/h3>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"606px\" alt=\"multiple lay calculator\" 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\"\/><\/p>\n<p>Mastering your parlay calculations is fundamental to effective bankroll management. It allows you to move beyond simple bets and strategically allocate capital. By accurately computing potential payouts against the true implied probability, you can identify overlays where the sportsbook&#8217;s odds offer positive expected value. This disciplined approach enables you to determine optimal bet sizing, ensuring you never risk more than your predetermined stake on a high-risk, high-reward wager. Precise parlay calculations are a cornerstone of a sophisticated sports betting strategy, transforming a hopeful gamble into a calculated investment.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"multiple lay calculator\" 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\"\/><\/p>\n<h3>Planning for Each-Way Accumulator Scenarios<\/h3>\n<p>Your parlay calculations are more than just a final payout number; they are a powerful tool for <strong>strategic sports betting<\/strong>. By breaking down the true odds and implied probability of your combined picks, you can identify which legs are actually adding value versus simply increasing risk. This analysis helps you decide whether to cash out early, add insurance on a shaky leg, or even pivot a pick into a safer single bet. It transforms a hopeful gamble into a calculated decision. <\/p>\n<blockquote><p>Understanding the math behind your potential win is the first step toward making smarter, more profitable wagers.<\/p><\/blockquote>\n<p> This disciplined approach allows you to manage your bankroll effectively and build a portfolio of bets designed for long-term success.<\/p>\n<h3>How to Manage Your Bankroll with Complex Bets<\/h3>\n<p>Strategic uses for your parlay calculations extend far beyond simple payout estimation. These calculations are essential for <strong>effective bankroll management<\/strong>, allowing you to determine the precise stake required to align a bet&#8217;s potential reward with your overall risk tolerance. By analyzing the combined probability of all legs, you can identify which multi-leg wagers offer positive expected value versus those that are merely long-shot lottery tickets. This analytical approach transforms parlays from impulsive gambles into calculated strategic decisions, helping you to optimize your long-term betting portfolio and avoid overexposure on high-risk combinations.<\/p>\n<h2>Exploring Different Types of Multi-Leg Wagers<\/h2>\n<p>Exploring different types of multi-leg wagers reveals a complex betting landscape beyond simple singles. These wagers, such as parlays, teasers, and round robins, require all selections, or &#8220;legs,&#8221; to win for the bettor to receive a payout. While the potential returns are significantly higher than placing individual bets due to the <strong>increased risk<\/strong>, the difficulty of achieving a perfect ticket also rises exponentially. Bettors often utilize these for hedging or to capitalize on strong convictions across multiple events. Understanding the specific rules and <strong>odds calculation<\/strong> for each multi-leg type is crucial for strategic implementation and managing bankroll effectively in a disciplined betting approach.<\/p>\n<h3>From Doubles and Trebles to Larger Accumulators<\/h3>\n<p>Exploring different types of multi-leg wagers is essential for bettors seeking to amplify potential returns. Beyond the standard parlay, savvy bettors utilize variations like round robins, teasers, and pleasers to manage risk and capitalize on specific game scenarios. A round robin, for instance, groups several parlays together from a larger selection of picks, providing a safety net if one leg fails. <em>Understanding the inherent risk-to-reward ratio of each structure is paramount before placing your stake.<\/em> This strategic approach to <strong>sports betting strategies<\/strong> allows for more nuanced and controlled investment in your predictions, moving beyond simple accumulator bets.\n<\/p>\n<h3>Understanding Trixies, Yankees, and Other Full Cover Bets<\/h3>\n<p>Exploring different types of multi-leg wagers reveals a complex betting strategy beyond simple singles. These wagers, like parlays, teasers, and round robins, require all individual selections, or &#8220;legs,&#8221; to win for the bettor to receive a payout. While the potential returns are significantly higher than placing separate bets, the risk also increases exponentially with each added leg. Bettors often use these for <mark>hedging strategies<\/mark> or to capitalize on correlated outcomes. Understanding the various multi-leg bet types is essential for <strong>sports betting bankroll management<\/strong>, as they can quickly deplete funds or provide substantial rewards.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"multiple lay calculator\" 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\"\/><\/p>\n<h3>The Specifics of a Lucky 15 or Lucky 31 Calculator<\/h3>\n<p>Venturing beyond simple bets, I discovered the intricate world of multi-leg wagers, where foresight is your greatest asset. This journey into <strong>advanced sports betting strategies<\/strong> transformed my approach, turning single-game hunches into a symphony of coordinated predictions. The thrill no longer came from one outcome, but from meticulously connecting several, where a single correct parlay could yield a monumental return. It was a lesson in patience and precision, a high-stakes puzzle where every leg was a crucial piece of the final, rewarding picture.<\/p>\n<h2>Common Mistakes to Avoid with Accumulator Bets<\/h2>\n<p>Imagine the thrill as your first few selections click into place, the potential windfall growing with each victory. This intoxicating feeling often leads to the most common pitfall: overestimating probability. Bettors frequently stack too many legs, lured by the high odds, without respecting how quickly cumulative risk escalates. Another critical error is a lack of value hunting; simply combining favorites is a recipe for long-term loss. You must also <strong>implement strict bankroll management<\/strong>, treating each accumulator as a fun, high-risk lottery ticket rather than a reliable investment. Finally, chasing losses by impulsively creating new, larger bets to recover a previous failure is a sure path to a depleted balance, a story as old as betting itself.<\/p>\n<h3>Overestimating the Probability of Long-Odds Parlays<\/h3>\n<p>A common mistake with accumulator bets is the <mark>overestimation of probability<\/mark>, where bettors pile on too many selections, drastically reducing their chances of success. Chasing massive, improbable payouts often leads to poor bankroll management and emotional betting. A disciplined sports betting strategy requires recognizing that each additional leg multiplies the risk. Avoid including low-confidence picks simply to boost odds; quality over quantity is paramount. This fundamental error in accumulator betting strategy erodes funds faster than almost any other. Sticking to a well-researched, smaller number of selections is far more sustainable and profitable long-term.<\/p>\n<h3>The Pitfall of Adding Too Many Selections<\/h3>\n<p>He watched his six-leg accumulator crumble on the final match, a familiar sting of disappointment. The allure of massive accumulator bet payouts often blinds bettors to the inherent risk. A common pitfall is overcomplicating the slip by adding too many selections from unfamiliar leagues, each leg multiplying the overall probability of failure. Another critical error is chasing losses by immediately placing a larger, even more complex bet to recoup funds. <\/p>\n<blockquote><p>Never bet with your heart; sentimental picks for your favorite team are a recipe for disaster.<\/p><\/blockquote>\n<p> Successful betting requires a disciplined bankroll management strategy, treating each selection with cold, hard logic rather than hopeful emotion.<\/p>\n<h3>Forgetting to Factor in Bookmaker Margins<\/h3>\n<p>A common mistake with accumulator bets is the failure to manage bankroll effectively. Many bettors are tempted by high potential returns and overstake, combining too many selections into a single bet. This significantly increases risk, as the failure of just one leg causes the entire wager to lose. A crucial sports betting strategy is to treat accumulators as high-risk supplements to a broader portfolio, never risking more than a small, predetermined percentage of your total funds on any one combo bet.<\/p>\n<h2>Advanced Scenarios and Conditional Outcomes<\/h2>\n<p>When we dive into advanced scenarios, we&#8217;re really planning for the &#8220;what ifs.&#8221; It&#8217;s like having a map for multiple possible futures instead of just one. This kind of strategic thinking helps us model <strong>conditional outcomes<\/strong>, where a single initial decision can branch off into several very different results. <\/p>\n<blockquote><p>This foresight is invaluable because it allows teams to build flexible strategies that can adapt to unexpected market shifts or new competitor actions.<\/p><\/blockquote>\n<p> By exploring these complex pathways, we move beyond simple predictions and start preparing for a range of possibilities, making our entire plan more<br \/>\n<strong>resilient and data-driven<\/strong><br \/>\n.<\/p>\n<h3>How Rule 4 Deductions Impact Your Calculated Winnings<\/h3>\n<p>Advanced scenarios in strategic planning involve modeling complex, multi-variable situations where outcomes are not guaranteed. These frameworks analyze conditional outcomes, which are results directly dependent on specific actions or external events occurring. By exploring various &#8220;if-then&#8221; pathways, organizations can better anticipate risks and opportunities, moving beyond linear forecasting. This practice is crucial for robust decision-making processes, allowing entities to prepare for multiple futures rather than relying on a single projection. Understanding these dynamics is essential for effective risk mitigation strategies in volatile markets.<\/p>\n<h3>Calculating Payouts for Bets with Dead Heat Rules<\/h3>\n<p>Advanced scenarios in strategic planning involve modeling complex, multi-variable situations to anticipate a range of conditional outcomes. These frameworks move beyond simple predictions, incorporating dynamic factors like market volatility, regulatory shifts, and competitor actions. By analyzing these potential futures, organizations can develop robust contingency plans. This process of <strong>strategic foresight and risk management<\/strong> is crucial for building resilience. It enables proactive decision-making, ensuring that a business is prepared not just for the most likely future, but for any plausible future, thereby safeguarding long-term objectives against uncertainty.<\/p>\n<h3>Accounting for Cash-Out Offers in Your Overall Strategy<\/h3>\n<p>In the intricate dance of strategy, advanced scenarios are the pivotal moments where a single decision ripples outward, forging multiple futures. Imagine a commander not just reacting to an enemy&#8217;s advance, but anticipating their supply lines and morale, crafting conditional outcomes for each potential move. This narrative of strategic foresight allows for dynamic storytelling, where the path isn&#8217;t linear but a web of possibilities. Mastering these complex decision trees is the essence of true strategic foresight, transforming a simple plan into a living, breathing entity that adapts and thrives on uncertainty.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Need to multiply a series of numbers quickly? A multiple lay calculator is your go-to tool for fast, accurate results. It&#8217;s the simplest way to handle chained multiplication, saving you time and effort on complex calculations. Understanding the Basics of Accumulator Bets An accumulator bet, often called a &#8216;parlay&#8217; or &#8216;acca&#8217;, is a single wager [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[39],"tags":[],"class_list":["post-113411","post","type-post","status-publish","format-standard","hentry","category-news"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v15.6.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\r\n<title>Calculate Your Take Home Pay After Multiple Layoffs - New Nano Tech UK<\/title>\r\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\r\n<link rel=\"canonical\" href=\"https:\/\/newnanotech.uk\/index.php\/2025\/11\/27\/calculate-your-take-home-pay-after-multiple\/\" \/>\r\n<meta property=\"og:locale\" content=\"en_US\" \/>\r\n<meta property=\"og:type\" content=\"article\" \/>\r\n<meta property=\"og:title\" content=\"Calculate Your Take Home Pay After Multiple Layoffs - New Nano Tech UK\" \/>\r\n<meta property=\"og:description\" content=\"Need to multiply a series of numbers quickly? A multiple lay calculator is your go-to tool for fast, accurate results. It&#8217;s the simplest way to handle chained multiplication, saving you time and effort on complex calculations. Understanding the Basics of Accumulator Bets An accumulator bet, often called a &#8216;parlay&#8217; or &#8216;acca&#8217;, is a single wager [&hellip;]\" \/>\r\n<meta property=\"og:url\" content=\"https:\/\/newnanotech.uk\/index.php\/2025\/11\/27\/calculate-your-take-home-pay-after-multiple\/\" \/>\r\n<meta property=\"og:site_name\" content=\"New Nano Tech UK\" \/>\r\n<meta property=\"article:published_time\" content=\"2025-11-27T11:35:23+00:00\" \/>\r\n<meta property=\"article:modified_time\" content=\"2025-11-27T11:54:30+00:00\" \/>\r\n<meta property=\"og:image\" content=\"\" \/>\r\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\r\n<meta name=\"twitter:label1\" content=\"Est. reading time\">\n\t<meta name=\"twitter:data1\" content=\"13 minutes\">\r\n<script type=\"application\/ld+json\" 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