[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"term-betting-staking-plan-en":3,"related-staking-plan-en":63,"mdc-jcoo86-key":84},{"id":4,"slug":5,"status":6,"section":7,"category":8,"difficulty":9,"aliases":10,"related_terms":17,"related_calculators":24,"term":29,"definition":30,"content":31,"example":32,"faq":33,"availableLocales":58},"1efe232d-6123-4120-8fd8-d45c7c58cf6b","staking-plan","published","betting","mechanics","beginner",[11,12,13,14,15,16],"стейкинг","staking plan","плоский беттинг","банкролл-менеджмент","размер ставки","unit sizing",[18,19,20,21,22,23],"kelly-criterion","risk-of-ruin","bankroll","variance","edge","roi",[25,26,27,28],"\u002Fbetting\u002Fkelly-calculator","\u002Fbetting\u002Fstaking-plan-calculator","\u002Fbetting\u002Fbankroll-calculator","\u002Fbetting\u002Frisk-of-ruin-calculator","Staking Plan","A staking plan is a systematic method for sizing each bet or wager. It's the core bankroll management tool that converts a positive edge into long-term profit while guarding against ruin. Rather than betting by feel, a staking plan sets a precise rule: how much to wager based on current bankroll size, edge confidence, and the variance profile of each bet. Without one, even a winning bettor can blow up on a single bad run.","# Staking Plan\n\nA bettor fires on NFL games by gut feel. First bet: \\$50, wins \\$45. Second bet: \\$50, loses \\$50. Third bet — he's \"sure\" about this one — \\$200. Loses \\$200. A week later he's sitting on half a bankroll despite carrying a genuine +2% ROI edge. Not bad luck. No staking plan. Bet sizes swung between 5% and 20% of roll with zero structure, and one ordinary downswing did fatal damage. A staking plan is the rule that keeps emotion out of bet sizing. Without it, even a sharp edge gets washed out by variance inside a couple of months.\n\n## What It Actually Is\n\nA staking plan is a **systematic method for sizing every bet**. It's the foundational bankroll management layer, working alongside accurate edge estimation and variance awareness.\n\nWhy it matters:\n- **Ruin protection.** Bet size must be small enough that a bad run can't wipe the bankroll. Without a plan, bettors instinctively size up when confident or after losses, both increase ruin risk.\n- **Discipline over emotion.** A pre-written rule blocks the psychological traps: pressing after a win, chasing after a loss.\n- **Long-run convergence.** Variance demands a large sample before results reflect true edge. A staking plan keeps the bankroll alive long enough to get there.\n- **Honest performance tracking.** With consistent sizing, ROI by bet type is measurable. With random sizing, true edge is impossible to calculate.\n\nConnections to related concepts: a staking plan is the practical application of the [Kelly Criterion](\u002Fglossary\u002Fbetting\u002Fkelly-criterion) and [Risk of Ruin](\u002Fglossary\u002Fbetting\u002Frisk-of-ruin). Kelly gives the mathematically optimal bet size but requires accurate edge estimates. In practice, most bettors use simplified plans, flat stakes or percentage staking, because precise edge estimation is hard.\n\nWithout a staking plan, any betting or poker strategy is doomed. The edge might be real, but wrong bet sizing will destroy the bankroll before that edge ever shows up in the results.\n\n## Categories of Staking Plans\n\nAll staking plans fall into three categories based on how bet size is determined:\n\n**Flat staking.** Bet size is fixed regardless of current bankroll or recent results. Example: always \\$50 per event. The simplest plan, and the most resistant to emotional decisions.\n\n**Percentage staking.** Bet size is a percentage of the current bankroll. Example: 2% per bet. Bankroll grows, bets grow proportionally. Bankroll shrinks, bets shrink.\n\n**Progressive systems.** Bet size adjusts based on recent results. Martingale doubles after a loss. Fibonacci steps up by sequence. These systems are mathematically dangerous.\n\nThe right category depends on experience, emotional discipline, and how confidently you can estimate your edge. Most disciplined bettors settle on percentage staking at 1–3% of bankroll per bet.\n\n## Flat Staking\n\nFlat staking is the simplest plan: one fixed size per bet, no exceptions. Common setup: 1% of starting bankroll as one unit, everything wagered at one unit.\n\nAdvantages:\n- **Simplicity.** No math before each bet.\n- **Tilt protection.** Size doesn't change after a bad run, blocking the impulse to chase losses.\n- **Clean tracking.** All bets equal, ROI calculates directly.\n- **Beginner-friendly.** No precise edge estimate required.\n\nDisadvantages:\n- **Slow growth.** Bankroll doubles but bet size stays the same. Effective edge as a percentage shrinks.\n- **No downswing adjustment.** Roll drops by half but stakes are unchanged. Ruin risk climbs.\n- **Ignores edge strength.** Every bet is equal regardless of how strong or thin the edge is.\n\nWhen flat staking fits: first 6–12 months of betting, bankroll under \\$5,000, uncertain edge, or emotional instability. Most bettors shift to percentage staking or a 1-3-5 unit system once they've built some experience.\n\n## Percentage Staking\n\nPercentage staking sizes every bet as a fraction of current bankroll. Standard ranges:\n- **Very conservative:** 0.5–1% per bet\n- **Standard:** 1–2%\n- **Aggressive:** 3–5%\n- **Very aggressive:** 5–10% (ruin risk climbs fast)\n\nConcretely: \\$5,000 bankroll, 2% staking, every bet is \\$100. Bankroll grows to \\$6,000, next bet is automatically \\$120. Drops to \\$4,000, bet is \\$80.\n\nAdvantages:\n- **Automatic scaling.** Bankroll grows, bets grow. Bankroll drops, bets drop.\n- **Ruin protection.** Reducing size during drawdowns prevents rapid wipeout.\n- **Flexible.** Percentage adjusts to personal risk tolerance.\n\nDisadvantages:\n- **Needs frequent recalculation.** Bankroll shifts daily, so does bet size.\n- **Still ignores edge confidence.** All bets sized equally, same as flat staking.\n- **Correlation-sensitive.** Bets on the same market cluster raise actual portfolio variance well above the theoretical sum.\n\nA workable rule of thumb: a sharp with a +3% ROI edge should stake 2–3% (near 1\u002F4 Kelly). A recreational bettor with an uncertain edge should stay at 1–1.5%.\n\n## Kelly Criterion as a Staking Plan\n\nThe Kelly Criterion is the mathematically optimal staking plan under a logarithmic utility function. The formula:\n\n`Kelly% = (edge × odds - 1) \u002F (odds - 1)`\n\nConcretely: 5% edge at odds of 2.10. Kelly = (0.05 × 2.10 - 1) \u002F (2.10 - 1) = 0.0455 \u002F 1.10 = 4.1%. Bet 4.1% of bankroll.\n\nIn practice, Full Kelly is rarely used because ruin risk remains meaningful, around 13.5% even for a perfect player. Pros use **Fractional Kelly**:\n- **Full Kelly:** maximum growth rate, 13.5% ruin risk\n- **1\u002F2 Kelly:** 75% of Full Kelly growth, 2% ruin risk\n- **1\u002F4 Kelly:** 50% of growth, ruin risk under 0.1%\n\nMost sharps run 1\u002F4 or 1\u002F2 Kelly. You capture most of the growth while cutting variance significantly.\n\nUse the [Kelly calculator](\u002Fbetting\u002Fkelly-calculator) to size bets by your edge and current odds.\n\nThe key limitation: Kelly demands an accurate edge estimate. Overestimate your edge by 2%, thinking +5% when it's really +3%, and Kelly pushes you to bet 1.5× the optimal size, materially increasing ruin risk. Fractional Kelly is the compromise: slightly suboptimal growth, protection against edge-estimation errors.\n\n## Progressive Systems: Martingale and Others\n\nProgressive systems adjust bet size based on recent results. They're intuitively appealing to newcomers but mathematically treacherous.\n\n**Martingale.** Double after every loss. When you finally win, you recover all prior losses plus one unit. The problem: a run of 7–10 consecutive losses will exhaust any realistic bankroll. At odds of 2.0, the probability of a 7-loss streak is (0.5)^7 = 0.78%, which will show up regularly across 100 bets. Long-run ruin risk approaches 100%.\n\n**Fibonacci.** Bet size follows the Fibonacci sequence: 1, 1, 2, 3, 5, 8, 13... Step forward after a loss, step back two after a win. Less extreme than Martingale, same core problem: a prolonged downswing drains the roll.\n\n**Labouchere.** Write a sequence of numbers (e.g., 1-2-3-4-5). Bet the sum of the first and last numbers. Win, cross both off. Lose, add the amount wagered to the end of the list. Goal: clear the whole list. Same flaw: a downswing expands the list endlessly, demanding ever-larger bets.\n\n**Oscar's Grind.** Hold bet size flat after a loss. Increase by one unit after a win, until a target profit is reached. Less extreme, but still psychologically painful on a downswing.\n\nEvery one of these systems shares the same fundamental flaw: they **ignore actual result distributions**. Extended losing streaks are statistically inevitable, and any progressive system will eventually hit a run the bankroll can't survive. Professional bettors don't use them.\n\nTry the [Labouchere calculator](\u002Fbetting\u002Flabouchere-system) to see exactly how quickly a typical downswing burns through a roll.\n\n## Confidence-Based Staking: The 1-3-5 Unit System\n\nThe unit rating system sits between flat staking and Kelly. The idea: classify bets by edge strength and assign proportional sizes.\n\nTypical structure:\n- **1 unit:** thin edge (e.g., +1–2% ROI), standard wager\n- **3 units:** solid edge (+3–4% ROI), elevated confidence\n- **5 units:** strong edge (+5%+ ROI), maximum conviction\n\nWhere one unit = 1% of bankroll. At a \\$5,000 roll, 1 unit is \\$50 and 5 units is \\$250.\n\nAdvantages:\n- **Accounts for edge strength.** Not all bets are equal, the plan reflects that.\n- **Moderate complexity.** Sits between pure flat staking and full Kelly math.\n- **Forces honest classification.** Pre-defined categories make you assess each bet objectively.\n\nDisadvantages:\n- **Depends on honest grading.** If everything feels like \"5 units,\" the plan fails.\n- **Doesn't account for bet-level variance.** A parlay and a straight bet can end up rated identically.\n- **Requires calibration.** Over time, your \"5-unit\" bets should actually correlate with higher realized ROI.\n\nExperienced regulars often prefer a 1-3-5 or 1-5 system over Full Kelly, because Kelly is too sensitive to edge-estimation errors.\n\n## Professional Approaches\n\nSeasoned bettors typically combine multiple staking approaches depending on the bet type:\n\n**Syndicate bankrolls.** In a team of sharps, the group often runs a shared bankroll with a unified staking strategy. Bet sizes are coordinated to avoid members overlapping and inadvertently moving lines against each other.\n\n**Multi-account distribution.** Spreading action across multiple books or accounts. Standard sizing on each account: 1–2% of total combined bankroll. This reduces exposure to account restrictions and distributes drawdown risk.\n\n**Segregated bankrolls by format.** Experienced bettors keep separate rolls for each activity: sports betting, cash poker, tournaments, casino advantage play. This produces honest ROI tracking per format and prevents results from one leaking into another.\n\n**Closing line awareness.** Bet size scales with price quality. If one book offers 2.10 and another offers 2.05 on the same bet, the sharp sizes up 1.5× at 2.10 and passes on 2.05. Integrated staking plus line shopping.\n\n**Position management.** Not all bets fire simultaneously. Sharps sometimes bet one side early, then the other side later to profit from line movement. This requires a more advanced staking framework.\n\nMore on line analysis: [Line Shopping](\u002Fglossary\u002Fbetting\u002Fline-shopping).\n\n## Choosing the Right Plan\n\nPicking a staking plan comes down to three things: bankroll size, edge confidence, and emotional discipline.\n\n**Small bankroll (under \\$500).** Flat staking at 1–2% of bankroll. Simplicity outweighs optimization at this level.\n\n**Mid-range bankroll (\\$500–\\$5,000).** Percentage staking at 1–3%, or a 1-3-5 unit system. Enough experience to estimate edge, but emotional discipline is still developing.\n\n**Large bankroll (\\$5,000+).** Fractional Kelly (1\u002F4 or 1\u002F2) for experienced bettors with solid edge data.\n\n**Low edge confidence.** Flat staking or very conservative percentage staking (0.5–1%). Without edge certainty, an aggressive plan accelerates ruin.\n\n**High emotional discipline.** 1\u002F2 Kelly or an aggressive 1-3-5 unit setup are viable.\n\n**Low emotional discipline.** Flat staking or 1\u002F4 Kelly. Smaller swings mean less psychological pain.\n\nMost sharps follow a natural progression: flat staking first, then percentage staking after 6–12 months, a 1-3-5 system after a year, and Fractional Kelly after two or three years. That path builds variance tolerance gradually instead of forcing it early.\n\n## Common Mistakes\n\n**1. Bet size out of proportion to bankroll.** A bettor puts 10% of roll on a game because he's \"sure.\" On a \\$1,000 bankroll that's \\$100 per bet. Ten straight losses, entirely possible on +EV bets, ends the run. The math is unforgiving.\n\n**2. Running progressive systems.** Martingale, Fibonacci, Labouchere. The logic sounds reasonable: recover losses on the next bet. Reality: a downswing wipes the roll long before recovery arrives. Professionals avoid these entirely.\n\n**3. Pressing after an upswing.** Five wins in a row and the bettor thinks he's running hot, so he sizes up. That's the gambler's fallacy. Variance has no memory. The plan sets the size, not recent results.\n\n**4. Ignoring correlations.** Betting 2% each on five different markets within one game (spread, total, team fouls, etc.). Actual portfolio variance is far higher than the sum of individual bet variances.\n\n**5. Mixing bet types without separate bankrolls.** Applying the same 2% to single-game bets and parlays. Parlays carry dramatically higher variance. 2% on a parlay is often wildly oversized.\n\n**6. Changing the plan mid-stream.** Starts with 1% flat, bumps to 2% after a good stretch, then 5% after another. A year later the bettor is running 5% flat, far riskier than intended. Stick with the plan for at least 3–6 months before adjusting.\n\n**7. No records.** Betting without tracking every bet size. When a downswing hits, there's nothing to analyze. Keep a log: spreadsheet or a dedicated [bet tracker](\u002Fbetting\u002Fbet-tracker).\n\n## Where It Falls Short\n\nA staking plan manages risk. It does not create edge. No plan converts a negative-EV operation into a winning one. Perfect Kelly applied to zero edge produces breakeven results with high variance, not income.\n\nThe plan also can't account for skill drift. If your edge erodes over time, tougher competition, book limits, structural changes, and you keep sizing the same, ruin risk rises quietly. Revisit actual edge estimates every 1,000+ bets.\n\nLife events aren't in the formula either. A medical bill, job loss, or other emergency might force a bankroll withdrawal. Build a buffer above the theoretical minimum so those situations don't force bad decisions at the table.\n\nFinally, a staking plan is a statistical tool. Over 50–100 bets, variance can produce almost any outcome even with a solid plan. Don't scrap the plan because of a rough stretch. If the edge is real and the math is right, discipline over a long sample does the work.","A sharp with a \\$5,000 bankroll and a +3% ROI edge runs a 2% percentage staking plan. Each bet: \\$100 (2% of \\$5,000). A month later the roll is up to \\$5,500 — bets automatically move to \\$110. Two months in, a drawdown pulls the roll to \\$4,500, bets drop to \\$90. Variance is managed automatically with no emotional input required. Over a year, expected profit is \\$1,800 (36% ROI on starting bankroll). Running the same \\$5,000 with the same bets but no scaling, fixed \\$100 regardless of bankroll movement, produces an effective ruin risk north of 25% during downswings, because the position size doesn't shrink when the roll does.",[34,37,40,43,46,49,52,55],{"answer":35,"question":36},"A staking plan is the rule that determines how much you bet each time, not how much you feel like betting, but how much makes mathematical sense. Simplest version: always bet \\$50. One step up: 2% of current bankroll. Professional level: Fractional Kelly. Without a plan, even a winning bettor regularly blows up because bet size drifts with emotion. With a plan, the bankroll survives long enough for the long-run edge to show up in results.","What is a staking plan in simple terms?",{"answer":38,"question":39},"Flat staking. You wager the same amount on every event, typically 1–2% of starting bankroll per unit. It fits beginners and bettors with rolls under \\$5,000. Pros: simplicity, tilt protection, clean ROI tracking. Cons: doesn't scale as the bankroll grows, ignores edge strength. Most disciplined bettors start with 1–2% flat stakes and graduate to percentage staking after 6–12 months of tracked results.","Which staking plan is the simplest?",{"answer":41,"question":42},"Kelly suits bettors with experience and reliable edge estimates. Early on, you'll almost certainly overestimate your edge, and Kelly will push you to bet too large. Pros typically run Fractional Kelly (1\u002F4 or 1\u002F2) to protect against estimation errors. Full Kelly is rarely used in practice because of the variance load, ruin risk sits around 13.5% even under ideal conditions. A practical rule: don't attempt Kelly until you have a year of betting history and a 1,000+ bet sample to pin down your real edge.","When should you use the Kelly Criterion?",{"answer":44,"question":45},"Martingale doubles your bet after every loss to recover all previous losses in one win. The mathematical problem: long losing streaks are inevitable over large samples, and no realistic bankroll survives repeated doubling through 7–10 straight losses. At odds of 2.0, a 10-loss streak has roughly 0.1% probability, which will occur multiple times across 1,000 bets. One such streak eliminates the roll. Every progressive system. Martingale, Fibonacci, Labouchere, shares this flaw, which is why professionals don't use them.","Why doesn't Martingale work?",{"answer":47,"question":48},"Minimally, and only after a meaningful sample. Reviewing every 3–6 months is sensible. Changing after every hot or cold streak is an error, short results are too noisy to guide sizing decisions. Most sharps hold one plan for six months to a year, then reassess using 1,000+ bet data. If ROI diverges significantly from expectation, adjust. If edge looks stable, leave the plan alone.","Can you change your staking plan mid-run?",{"answer":50,"question":51},"Directly. The ratio of bet size to bankroll is the primary driver of ruin risk. At 1% flat staking, ruin risk is near zero with any positive edge. At 5%, ruin risk is meaningful even with a strong edge. At 10% and above, ruin approaches certainty regardless of edge. A staking plan is essentially the practical implementation of ruin math. Full details: [Risk of Ruin](\u002Fglossary\u002Fbetting\u002Frisk-of-ruin).","How does a staking plan connect to risk of ruin?",{"answer":53,"question":54},"Parlays carry far higher variance than straight bets, so they need smaller sizing. A workable rule of thumb: cap parlay stakes at 0.5–1% of bankroll rather than the 2–3% you might use on singles. Three-leg parlays warrant even smaller positions. Most professionals rarely play parlays because ruin risk compounds with each leg, and when they do, they treat parlays as a separate micro-bankroll. That keeps parlay ROI honest and prevents one bad parlay run from contaminating the main roll.","What staking plan works for parlays?",{"answer":56,"question":57},"Yes, and it's the professional standard. Experienced bettors maintain separate bankrolls for each format: sports betting, cash poker, MTTs, casino advantage play, each with its own staking plan calibrated to that format's variance. Cash poker: 20–30 buy-ins. MTTs: 100–200 buy-ins. Sports: 1–2% per bet. Segregated rolls produce honest per-format ROI and prevent strong results in one area from masking losses in another.","Can you run different staking plans for different bet types?",[59,60,61,62],"ru","en","tr","de",[64,68,73,77,81],{"slug":20,"section":7,"category":65,"difficulty":9,"term":66,"definition":67},"strategies","Bankroll","A bankroll is the total amount of money a bettor has set aside exclusively for betting, completely separate from personal finances. Proper bankroll management determines stake sizes, protects against variance, and is considered the most important factor in long-term betting success. Without disciplined bankroll management, even skilled bettors with positive expected value will eventually go broke.",{"slug":69,"section":7,"category":65,"difficulty":70,"term":71,"definition":72},"bankroll-management","intermediate","Bankroll Management","Bankroll management is the systematic approach to sizing bets and protecting betting funds to survive variance and maximize long-term growth. It determines how much to wager on each bet based on edge size, odds, and risk tolerance. Without proper bankroll management, even profitable bettors face ruin—a 10-bet losing streak at 10% stakes destroys 65% of funds. Proper staking ensures survival through inevitable downswings.",{"slug":18,"section":7,"category":65,"difficulty":74,"term":75,"definition":76},"advanced","Kelly Criterion","The Kelly Criterion is a mathematical formula that calculates the optimal percentage of your bankroll to wager on a bet based on your edge and the odds offered. Developed by John Kelly at Bell Labs in 1956, it maximizes long-term bankroll growth while minimizing the risk of ruin. Professional bettors use fractional Kelly (25-50%) to reduce volatility.",{"slug":19,"section":7,"category":78,"difficulty":70,"term":79,"definition":80},"concept","Risk of Ruin","Risk of Ruin (RoR) is the probability of losing your entire bankroll given specific parameters: edge per bet, variance, and bankroll size. A core tool for any serious poker player or sports bettor. RoR depends not just on how much of a winning player you are, but on how aggressively you bet. A positive edge without proper bankroll management doesn't guarantee survival: even a player with +5% ROI can go broke on a thin bankroll.",{"slug":23,"section":7,"category":65,"difficulty":9,"term":82,"definition":83},"ROI (Return on Investment)","The percentage of profit or loss relative to total amount wagered, used to measure betting performance efficiency over time — the ultimate scoreboard that tells you if you're winning or losing at the game of betting.",{"data":85,"body":86},{},{"type":87,"children":88},"root",[89,96,102,108,121,126,171,191,196,202,207,217,227,237,242,248,253,258,301,306,339,344,350,355,398,403,407,439,443,476,481,487,492,502,507,519,552,557,569,574,580,585,595,605,615,625,637,650,656,661,666,699,704,708,741,745,778,783,789,794,804,814,824,834,844,857,863,868,878,888,898,908,918,928,933,939,949,959,969,979,989,999,1016,1022,1027,1032,1037],{"type":90,"tag":91,"props":92,"children":93},"element","h2",{"id":5},[94],{"type":95,"value":29},"text",{"type":90,"tag":97,"props":98,"children":99},"p",{},[100],{"type":95,"value":101},"A bettor fires on NFL games by gut feel. First bet: $50, wins $45. Second bet: $50, loses $50. Third bet — he's \"sure\" about this one — $200. Loses $200. A week later he's sitting on half a bankroll despite carrying a genuine +2% ROI edge. Not bad luck. No staking plan. Bet sizes swung between 5% and 20% of roll with zero structure, and one ordinary downswing did fatal damage. A staking plan is the rule that keeps emotion out of bet sizing. Without it, even a sharp edge gets washed out by variance inside a couple of months.",{"type":90,"tag":91,"props":103,"children":105},{"id":104},"what-it-actually-is",[106],{"type":95,"value":107},"What It Actually Is",{"type":90,"tag":97,"props":109,"children":110},{},[111,113,119],{"type":95,"value":112},"A staking plan is a ",{"type":90,"tag":114,"props":115,"children":116},"strong",{},[117],{"type":95,"value":118},"systematic method for sizing every bet",{"type":95,"value":120},". It's the foundational bankroll management layer, working alongside accurate edge estimation and variance awareness.",{"type":90,"tag":97,"props":122,"children":123},{},[124],{"type":95,"value":125},"Why it matters:",{"type":90,"tag":127,"props":128,"children":129},"ul",{},[130,141,151,161],{"type":90,"tag":131,"props":132,"children":133},"li",{},[134,139],{"type":90,"tag":114,"props":135,"children":136},{},[137],{"type":95,"value":138},"Ruin protection.",{"type":95,"value":140}," Bet size must be small enough that a bad run can't wipe the bankroll. Without a plan, bettors instinctively size up when confident or after losses, both increase ruin risk.",{"type":90,"tag":131,"props":142,"children":143},{},[144,149],{"type":90,"tag":114,"props":145,"children":146},{},[147],{"type":95,"value":148},"Discipline over emotion.",{"type":95,"value":150}," A pre-written rule blocks the psychological traps: pressing after a win, chasing after a loss.",{"type":90,"tag":131,"props":152,"children":153},{},[154,159],{"type":90,"tag":114,"props":155,"children":156},{},[157],{"type":95,"value":158},"Long-run convergence.",{"type":95,"value":160}," Variance demands a large sample before results reflect true edge. A staking plan keeps the bankroll alive long enough to get there.",{"type":90,"tag":131,"props":162,"children":163},{},[164,169],{"type":90,"tag":114,"props":165,"children":166},{},[167],{"type":95,"value":168},"Honest performance tracking.",{"type":95,"value":170}," With consistent sizing, ROI by bet type is measurable. With random sizing, true edge is impossible to calculate.",{"type":90,"tag":97,"props":172,"children":173},{},[174,176,182,184,189],{"type":95,"value":175},"Connections to related concepts: a staking plan is the practical application of the ",{"type":90,"tag":177,"props":178,"children":180},"a",{"href":179},"\u002Fglossary\u002Fbetting\u002Fkelly-criterion",[181],{"type":95,"value":75},{"type":95,"value":183}," and ",{"type":90,"tag":177,"props":185,"children":187},{"href":186},"\u002Fglossary\u002Fbetting\u002Frisk-of-ruin",[188],{"type":95,"value":79},{"type":95,"value":190},". Kelly gives the mathematically optimal bet size but requires accurate edge estimates. In practice, most bettors use simplified plans, flat stakes or percentage staking, because precise edge estimation is hard.",{"type":90,"tag":97,"props":192,"children":193},{},[194],{"type":95,"value":195},"Without a staking plan, any betting or poker strategy is doomed. The edge might be real, but wrong bet sizing will destroy the bankroll before that edge ever shows up in the results.",{"type":90,"tag":91,"props":197,"children":199},{"id":198},"categories-of-staking-plans",[200],{"type":95,"value":201},"Categories of Staking Plans",{"type":90,"tag":97,"props":203,"children":204},{},[205],{"type":95,"value":206},"All staking plans fall into three categories based on how bet size is determined:",{"type":90,"tag":97,"props":208,"children":209},{},[210,215],{"type":90,"tag":114,"props":211,"children":212},{},[213],{"type":95,"value":214},"Flat staking.",{"type":95,"value":216}," Bet size is fixed regardless of current bankroll or recent results. Example: always $50 per event. The simplest plan, and the most resistant to emotional decisions.",{"type":90,"tag":97,"props":218,"children":219},{},[220,225],{"type":90,"tag":114,"props":221,"children":222},{},[223],{"type":95,"value":224},"Percentage staking.",{"type":95,"value":226}," Bet size is a percentage of the current bankroll. Example: 2% per bet. Bankroll grows, bets grow proportionally. Bankroll shrinks, bets shrink.",{"type":90,"tag":97,"props":228,"children":229},{},[230,235],{"type":90,"tag":114,"props":231,"children":232},{},[233],{"type":95,"value":234},"Progressive systems.",{"type":95,"value":236}," Bet size adjusts based on recent results. Martingale doubles after a loss. Fibonacci steps up by sequence. These systems are mathematically dangerous.",{"type":90,"tag":97,"props":238,"children":239},{},[240],{"type":95,"value":241},"The right category depends on experience, emotional discipline, and how confidently you can estimate your edge. Most disciplined bettors settle on percentage staking at 1–3% of bankroll per bet.",{"type":90,"tag":91,"props":243,"children":245},{"id":244},"flat-staking",[246],{"type":95,"value":247},"Flat Staking",{"type":90,"tag":97,"props":249,"children":250},{},[251],{"type":95,"value":252},"Flat staking is the simplest plan: one fixed size per bet, no exceptions. Common setup: 1% of starting bankroll as one unit, everything wagered at one unit.",{"type":90,"tag":97,"props":254,"children":255},{},[256],{"type":95,"value":257},"Advantages:",{"type":90,"tag":127,"props":259,"children":260},{},[261,271,281,291],{"type":90,"tag":131,"props":262,"children":263},{},[264,269],{"type":90,"tag":114,"props":265,"children":266},{},[267],{"type":95,"value":268},"Simplicity.",{"type":95,"value":270}," No math before each bet.",{"type":90,"tag":131,"props":272,"children":273},{},[274,279],{"type":90,"tag":114,"props":275,"children":276},{},[277],{"type":95,"value":278},"Tilt protection.",{"type":95,"value":280}," Size doesn't change after a bad run, blocking the impulse to chase losses.",{"type":90,"tag":131,"props":282,"children":283},{},[284,289],{"type":90,"tag":114,"props":285,"children":286},{},[287],{"type":95,"value":288},"Clean tracking.",{"type":95,"value":290}," All bets equal, ROI calculates directly.",{"type":90,"tag":131,"props":292,"children":293},{},[294,299],{"type":90,"tag":114,"props":295,"children":296},{},[297],{"type":95,"value":298},"Beginner-friendly.",{"type":95,"value":300}," No precise edge estimate required.",{"type":90,"tag":97,"props":302,"children":303},{},[304],{"type":95,"value":305},"Disadvantages:",{"type":90,"tag":127,"props":307,"children":308},{},[309,319,329],{"type":90,"tag":131,"props":310,"children":311},{},[312,317],{"type":90,"tag":114,"props":313,"children":314},{},[315],{"type":95,"value":316},"Slow growth.",{"type":95,"value":318}," Bankroll doubles but bet size stays the same. Effective edge as a percentage shrinks.",{"type":90,"tag":131,"props":320,"children":321},{},[322,327],{"type":90,"tag":114,"props":323,"children":324},{},[325],{"type":95,"value":326},"No downswing adjustment.",{"type":95,"value":328}," Roll drops by half but stakes are unchanged. Ruin risk climbs.",{"type":90,"tag":131,"props":330,"children":331},{},[332,337],{"type":90,"tag":114,"props":333,"children":334},{},[335],{"type":95,"value":336},"Ignores edge strength.",{"type":95,"value":338}," Every bet is equal regardless of how strong or thin the edge is.",{"type":90,"tag":97,"props":340,"children":341},{},[342],{"type":95,"value":343},"When flat staking fits: first 6–12 months of betting, bankroll under $5,000, uncertain edge, or emotional instability. Most bettors shift to percentage staking or a 1-3-5 unit system once they've built some experience.",{"type":90,"tag":91,"props":345,"children":347},{"id":346},"percentage-staking",[348],{"type":95,"value":349},"Percentage Staking",{"type":90,"tag":97,"props":351,"children":352},{},[353],{"type":95,"value":354},"Percentage staking sizes every bet as a fraction of current bankroll. Standard ranges:",{"type":90,"tag":127,"props":356,"children":357},{},[358,368,378,388],{"type":90,"tag":131,"props":359,"children":360},{},[361,366],{"type":90,"tag":114,"props":362,"children":363},{},[364],{"type":95,"value":365},"Very conservative:",{"type":95,"value":367}," 0.5–1% per bet",{"type":90,"tag":131,"props":369,"children":370},{},[371,376],{"type":90,"tag":114,"props":372,"children":373},{},[374],{"type":95,"value":375},"Standard:",{"type":95,"value":377}," 1–2%",{"type":90,"tag":131,"props":379,"children":380},{},[381,386],{"type":90,"tag":114,"props":382,"children":383},{},[384],{"type":95,"value":385},"Aggressive:",{"type":95,"value":387}," 3–5%",{"type":90,"tag":131,"props":389,"children":390},{},[391,396],{"type":90,"tag":114,"props":392,"children":393},{},[394],{"type":95,"value":395},"Very aggressive:",{"type":95,"value":397}," 5–10% (ruin risk climbs fast)",{"type":90,"tag":97,"props":399,"children":400},{},[401],{"type":95,"value":402},"Concretely: $5,000 bankroll, 2% staking, every bet is $100. Bankroll grows to $6,000, next bet is automatically $120. Drops to $4,000, bet is $80.",{"type":90,"tag":97,"props":404,"children":405},{},[406],{"type":95,"value":257},{"type":90,"tag":127,"props":408,"children":409},{},[410,420,429],{"type":90,"tag":131,"props":411,"children":412},{},[413,418],{"type":90,"tag":114,"props":414,"children":415},{},[416],{"type":95,"value":417},"Automatic scaling.",{"type":95,"value":419}," Bankroll grows, bets grow. Bankroll drops, bets drop.",{"type":90,"tag":131,"props":421,"children":422},{},[423,427],{"type":90,"tag":114,"props":424,"children":425},{},[426],{"type":95,"value":138},{"type":95,"value":428}," Reducing size during drawdowns prevents rapid wipeout.",{"type":90,"tag":131,"props":430,"children":431},{},[432,437],{"type":90,"tag":114,"props":433,"children":434},{},[435],{"type":95,"value":436},"Flexible.",{"type":95,"value":438}," Percentage adjusts to personal risk tolerance.",{"type":90,"tag":97,"props":440,"children":441},{},[442],{"type":95,"value":305},{"type":90,"tag":127,"props":444,"children":445},{},[446,456,466],{"type":90,"tag":131,"props":447,"children":448},{},[449,454],{"type":90,"tag":114,"props":450,"children":451},{},[452],{"type":95,"value":453},"Needs frequent recalculation.",{"type":95,"value":455}," Bankroll shifts daily, so does bet size.",{"type":90,"tag":131,"props":457,"children":458},{},[459,464],{"type":90,"tag":114,"props":460,"children":461},{},[462],{"type":95,"value":463},"Still ignores edge confidence.",{"type":95,"value":465}," All bets sized equally, same as flat staking.",{"type":90,"tag":131,"props":467,"children":468},{},[469,474],{"type":90,"tag":114,"props":470,"children":471},{},[472],{"type":95,"value":473},"Correlation-sensitive.",{"type":95,"value":475}," Bets on the same market cluster raise actual portfolio variance well above the theoretical sum.",{"type":90,"tag":97,"props":477,"children":478},{},[479],{"type":95,"value":480},"A workable rule of thumb: a sharp with a +3% ROI edge should stake 2–3% (near 1\u002F4 Kelly). A recreational bettor with an uncertain edge should stay at 1–1.5%.",{"type":90,"tag":91,"props":482,"children":484},{"id":483},"kelly-criterion-as-a-staking-plan",[485],{"type":95,"value":486},"Kelly Criterion as a Staking Plan",{"type":90,"tag":97,"props":488,"children":489},{},[490],{"type":95,"value":491},"The Kelly Criterion is the mathematically optimal staking plan under a logarithmic utility function. The formula:",{"type":90,"tag":97,"props":493,"children":494},{},[495],{"type":90,"tag":496,"props":497,"children":499},"code",{"className":498},[],[500],{"type":95,"value":501},"Kelly% = (edge × odds - 1) \u002F (odds - 1)",{"type":90,"tag":97,"props":503,"children":504},{},[505],{"type":95,"value":506},"Concretely: 5% edge at odds of 2.10. Kelly = (0.05 × 2.10 - 1) \u002F (2.10 - 1) = 0.0455 \u002F 1.10 = 4.1%. Bet 4.1% of bankroll.",{"type":90,"tag":97,"props":508,"children":509},{},[510,512,517],{"type":95,"value":511},"In practice, Full Kelly is rarely used because ruin risk remains meaningful, around 13.5% even for a perfect player. Pros use ",{"type":90,"tag":114,"props":513,"children":514},{},[515],{"type":95,"value":516},"Fractional Kelly",{"type":95,"value":518},":",{"type":90,"tag":127,"props":520,"children":521},{},[522,532,542],{"type":90,"tag":131,"props":523,"children":524},{},[525,530],{"type":90,"tag":114,"props":526,"children":527},{},[528],{"type":95,"value":529},"Full Kelly:",{"type":95,"value":531}," maximum growth rate, 13.5% ruin risk",{"type":90,"tag":131,"props":533,"children":534},{},[535,540],{"type":90,"tag":114,"props":536,"children":537},{},[538],{"type":95,"value":539},"1\u002F2 Kelly:",{"type":95,"value":541}," 75% of Full Kelly growth, 2% ruin risk",{"type":90,"tag":131,"props":543,"children":544},{},[545,550],{"type":90,"tag":114,"props":546,"children":547},{},[548],{"type":95,"value":549},"1\u002F4 Kelly:",{"type":95,"value":551}," 50% of growth, ruin risk under 0.1%",{"type":90,"tag":97,"props":553,"children":554},{},[555],{"type":95,"value":556},"Most sharps run 1\u002F4 or 1\u002F2 Kelly. You capture most of the growth while cutting variance significantly.",{"type":90,"tag":97,"props":558,"children":559},{},[560,562,567],{"type":95,"value":561},"Use the ",{"type":90,"tag":177,"props":563,"children":564},{"href":25},[565],{"type":95,"value":566},"Kelly calculator",{"type":95,"value":568}," to size bets by your edge and current odds.",{"type":90,"tag":97,"props":570,"children":571},{},[572],{"type":95,"value":573},"The key limitation: Kelly demands an accurate edge estimate. Overestimate your edge by 2%, thinking +5% when it's really +3%, and Kelly pushes you to bet 1.5× the optimal size, materially increasing ruin risk. Fractional Kelly is the compromise: slightly suboptimal growth, protection against edge-estimation errors.",{"type":90,"tag":91,"props":575,"children":577},{"id":576},"progressive-systems-martingale-and-others",[578],{"type":95,"value":579},"Progressive Systems: Martingale and Others",{"type":90,"tag":97,"props":581,"children":582},{},[583],{"type":95,"value":584},"Progressive systems adjust bet size based on recent results. They're intuitively appealing to newcomers but mathematically treacherous.",{"type":90,"tag":97,"props":586,"children":587},{},[588,593],{"type":90,"tag":114,"props":589,"children":590},{},[591],{"type":95,"value":592},"Martingale.",{"type":95,"value":594}," Double after every loss. When you finally win, you recover all prior losses plus one unit. The problem: a run of 7–10 consecutive losses will exhaust any realistic bankroll. At odds of 2.0, the probability of a 7-loss streak is (0.5)^7 = 0.78%, which will show up regularly across 100 bets. Long-run ruin risk approaches 100%.",{"type":90,"tag":97,"props":596,"children":597},{},[598,603],{"type":90,"tag":114,"props":599,"children":600},{},[601],{"type":95,"value":602},"Fibonacci.",{"type":95,"value":604}," Bet size follows the Fibonacci sequence: 1, 1, 2, 3, 5, 8, 13... Step forward after a loss, step back two after a win. Less extreme than Martingale, same core problem: a prolonged downswing drains the roll.",{"type":90,"tag":97,"props":606,"children":607},{},[608,613],{"type":90,"tag":114,"props":609,"children":610},{},[611],{"type":95,"value":612},"Labouchere.",{"type":95,"value":614}," Write a sequence of numbers (e.g., 1-2-3-4-5). Bet the sum of the first and last numbers. Win, cross both off. Lose, add the amount wagered to the end of the list. Goal: clear the whole list. Same flaw: a downswing expands the list endlessly, demanding ever-larger bets.",{"type":90,"tag":97,"props":616,"children":617},{},[618,623],{"type":90,"tag":114,"props":619,"children":620},{},[621],{"type":95,"value":622},"Oscar's Grind.",{"type":95,"value":624}," Hold bet size flat after a loss. Increase by one unit after a win, until a target profit is reached. Less extreme, but still psychologically painful on a downswing.",{"type":90,"tag":97,"props":626,"children":627},{},[628,630,635],{"type":95,"value":629},"Every one of these systems shares the same fundamental flaw: they ",{"type":90,"tag":114,"props":631,"children":632},{},[633],{"type":95,"value":634},"ignore actual result distributions",{"type":95,"value":636},". Extended losing streaks are statistically inevitable, and any progressive system will eventually hit a run the bankroll can't survive. Professional bettors don't use them.",{"type":90,"tag":97,"props":638,"children":639},{},[640,642,648],{"type":95,"value":641},"Try the ",{"type":90,"tag":177,"props":643,"children":645},{"href":644},"\u002Fbetting\u002Flabouchere-system",[646],{"type":95,"value":647},"Labouchere calculator",{"type":95,"value":649}," to see exactly how quickly a typical downswing burns through a roll.",{"type":90,"tag":91,"props":651,"children":653},{"id":652},"confidence-based-staking-the-1-3-5-unit-system",[654],{"type":95,"value":655},"Confidence-Based Staking: The 1-3-5 Unit System",{"type":90,"tag":97,"props":657,"children":658},{},[659],{"type":95,"value":660},"The unit rating system sits between flat staking and Kelly. The idea: classify bets by edge strength and assign proportional sizes.",{"type":90,"tag":97,"props":662,"children":663},{},[664],{"type":95,"value":665},"Typical structure:",{"type":90,"tag":127,"props":667,"children":668},{},[669,679,689],{"type":90,"tag":131,"props":670,"children":671},{},[672,677],{"type":90,"tag":114,"props":673,"children":674},{},[675],{"type":95,"value":676},"1 unit:",{"type":95,"value":678}," thin edge (e.g., +1–2% ROI), standard wager",{"type":90,"tag":131,"props":680,"children":681},{},[682,687],{"type":90,"tag":114,"props":683,"children":684},{},[685],{"type":95,"value":686},"3 units:",{"type":95,"value":688}," solid edge (+3–4% ROI), elevated confidence",{"type":90,"tag":131,"props":690,"children":691},{},[692,697],{"type":90,"tag":114,"props":693,"children":694},{},[695],{"type":95,"value":696},"5 units:",{"type":95,"value":698}," strong edge (+5%+ ROI), maximum conviction",{"type":90,"tag":97,"props":700,"children":701},{},[702],{"type":95,"value":703},"Where one unit = 1% of bankroll. At a $5,000 roll, 1 unit is $50 and 5 units is $250.",{"type":90,"tag":97,"props":705,"children":706},{},[707],{"type":95,"value":257},{"type":90,"tag":127,"props":709,"children":710},{},[711,721,731],{"type":90,"tag":131,"props":712,"children":713},{},[714,719],{"type":90,"tag":114,"props":715,"children":716},{},[717],{"type":95,"value":718},"Accounts for edge strength.",{"type":95,"value":720}," Not all bets are equal, the plan reflects that.",{"type":90,"tag":131,"props":722,"children":723},{},[724,729],{"type":90,"tag":114,"props":725,"children":726},{},[727],{"type":95,"value":728},"Moderate complexity.",{"type":95,"value":730}," Sits between pure flat staking and full Kelly math.",{"type":90,"tag":131,"props":732,"children":733},{},[734,739],{"type":90,"tag":114,"props":735,"children":736},{},[737],{"type":95,"value":738},"Forces honest classification.",{"type":95,"value":740}," Pre-defined categories make you assess each bet objectively.",{"type":90,"tag":97,"props":742,"children":743},{},[744],{"type":95,"value":305},{"type":90,"tag":127,"props":746,"children":747},{},[748,758,768],{"type":90,"tag":131,"props":749,"children":750},{},[751,756],{"type":90,"tag":114,"props":752,"children":753},{},[754],{"type":95,"value":755},"Depends on honest grading.",{"type":95,"value":757}," If everything feels like \"5 units,\" the plan fails.",{"type":90,"tag":131,"props":759,"children":760},{},[761,766],{"type":90,"tag":114,"props":762,"children":763},{},[764],{"type":95,"value":765},"Doesn't account for bet-level variance.",{"type":95,"value":767}," A parlay and a straight bet can end up rated identically.",{"type":90,"tag":131,"props":769,"children":770},{},[771,776],{"type":90,"tag":114,"props":772,"children":773},{},[774],{"type":95,"value":775},"Requires calibration.",{"type":95,"value":777}," Over time, your \"5-unit\" bets should actually correlate with higher realized ROI.",{"type":90,"tag":97,"props":779,"children":780},{},[781],{"type":95,"value":782},"Experienced regulars often prefer a 1-3-5 or 1-5 system over Full Kelly, because Kelly is too sensitive to edge-estimation errors.",{"type":90,"tag":91,"props":784,"children":786},{"id":785},"professional-approaches",[787],{"type":95,"value":788},"Professional Approaches",{"type":90,"tag":97,"props":790,"children":791},{},[792],{"type":95,"value":793},"Seasoned bettors typically combine multiple staking approaches depending on the bet type:",{"type":90,"tag":97,"props":795,"children":796},{},[797,802],{"type":90,"tag":114,"props":798,"children":799},{},[800],{"type":95,"value":801},"Syndicate bankrolls.",{"type":95,"value":803}," In a team of sharps, the group often runs a shared bankroll with a unified staking strategy. Bet sizes are coordinated to avoid members overlapping and inadvertently moving lines against each other.",{"type":90,"tag":97,"props":805,"children":806},{},[807,812],{"type":90,"tag":114,"props":808,"children":809},{},[810],{"type":95,"value":811},"Multi-account distribution.",{"type":95,"value":813}," Spreading action across multiple books or accounts. Standard sizing on each account: 1–2% of total combined bankroll. This reduces exposure to account restrictions and distributes drawdown risk.",{"type":90,"tag":97,"props":815,"children":816},{},[817,822],{"type":90,"tag":114,"props":818,"children":819},{},[820],{"type":95,"value":821},"Segregated bankrolls by format.",{"type":95,"value":823}," Experienced bettors keep separate rolls for each activity: sports betting, cash poker, tournaments, casino advantage play. This produces honest ROI tracking per format and prevents results from one leaking into another.",{"type":90,"tag":97,"props":825,"children":826},{},[827,832],{"type":90,"tag":114,"props":828,"children":829},{},[830],{"type":95,"value":831},"Closing line awareness.",{"type":95,"value":833}," Bet size scales with price quality. If one book offers 2.10 and another offers 2.05 on the same bet, the sharp sizes up 1.5× at 2.10 and passes on 2.05. Integrated staking plus line shopping.",{"type":90,"tag":97,"props":835,"children":836},{},[837,842],{"type":90,"tag":114,"props":838,"children":839},{},[840],{"type":95,"value":841},"Position management.",{"type":95,"value":843}," Not all bets fire simultaneously. Sharps sometimes bet one side early, then the other side later to profit from line movement. This requires a more advanced staking framework.",{"type":90,"tag":97,"props":845,"children":846},{},[847,849,855],{"type":95,"value":848},"More on line analysis: ",{"type":90,"tag":177,"props":850,"children":852},{"href":851},"\u002Fglossary\u002Fbetting\u002Fline-shopping",[853],{"type":95,"value":854},"Line Shopping",{"type":95,"value":856},".",{"type":90,"tag":91,"props":858,"children":860},{"id":859},"choosing-the-right-plan",[861],{"type":95,"value":862},"Choosing the Right Plan",{"type":90,"tag":97,"props":864,"children":865},{},[866],{"type":95,"value":867},"Picking a staking plan comes down to three things: bankroll size, edge confidence, and emotional discipline.",{"type":90,"tag":97,"props":869,"children":870},{},[871,876],{"type":90,"tag":114,"props":872,"children":873},{},[874],{"type":95,"value":875},"Small bankroll (under $500).",{"type":95,"value":877}," Flat staking at 1–2% of bankroll. Simplicity outweighs optimization at this level.",{"type":90,"tag":97,"props":879,"children":880},{},[881,886],{"type":90,"tag":114,"props":882,"children":883},{},[884],{"type":95,"value":885},"Mid-range bankroll ($500–$5,000).",{"type":95,"value":887}," Percentage staking at 1–3%, or a 1-3-5 unit system. Enough experience to estimate edge, but emotional discipline is still developing.",{"type":90,"tag":97,"props":889,"children":890},{},[891,896],{"type":90,"tag":114,"props":892,"children":893},{},[894],{"type":95,"value":895},"Large bankroll ($5,000+).",{"type":95,"value":897}," Fractional Kelly (1\u002F4 or 1\u002F2) for experienced bettors with solid edge data.",{"type":90,"tag":97,"props":899,"children":900},{},[901,906],{"type":90,"tag":114,"props":902,"children":903},{},[904],{"type":95,"value":905},"Low edge confidence.",{"type":95,"value":907}," Flat staking or very conservative percentage staking (0.5–1%). Without edge certainty, an aggressive plan accelerates ruin.",{"type":90,"tag":97,"props":909,"children":910},{},[911,916],{"type":90,"tag":114,"props":912,"children":913},{},[914],{"type":95,"value":915},"High emotional discipline.",{"type":95,"value":917}," 1\u002F2 Kelly or an aggressive 1-3-5 unit setup are viable.",{"type":90,"tag":97,"props":919,"children":920},{},[921,926],{"type":90,"tag":114,"props":922,"children":923},{},[924],{"type":95,"value":925},"Low emotional discipline.",{"type":95,"value":927}," Flat staking or 1\u002F4 Kelly. Smaller swings mean less psychological pain.",{"type":90,"tag":97,"props":929,"children":930},{},[931],{"type":95,"value":932},"Most sharps follow a natural progression: flat staking first, then percentage staking after 6–12 months, a 1-3-5 system after a year, and Fractional Kelly after two or three years. That path builds variance tolerance gradually instead of forcing it early.",{"type":90,"tag":91,"props":934,"children":936},{"id":935},"common-mistakes",[937],{"type":95,"value":938},"Common Mistakes",{"type":90,"tag":97,"props":940,"children":941},{},[942,947],{"type":90,"tag":114,"props":943,"children":944},{},[945],{"type":95,"value":946},"1. Bet size out of proportion to bankroll.",{"type":95,"value":948}," A bettor puts 10% of roll on a game because he's \"sure.\" On a $1,000 bankroll that's $100 per bet. Ten straight losses, entirely possible on +EV bets, ends the run. The math is unforgiving.",{"type":90,"tag":97,"props":950,"children":951},{},[952,957],{"type":90,"tag":114,"props":953,"children":954},{},[955],{"type":95,"value":956},"2. Running progressive systems.",{"type":95,"value":958}," Martingale, Fibonacci, Labouchere. The logic sounds reasonable: recover losses on the next bet. Reality: a downswing wipes the roll long before recovery arrives. Professionals avoid these entirely.",{"type":90,"tag":97,"props":960,"children":961},{},[962,967],{"type":90,"tag":114,"props":963,"children":964},{},[965],{"type":95,"value":966},"3. Pressing after an upswing.",{"type":95,"value":968}," Five wins in a row and the bettor thinks he's running hot, so he sizes up. That's the gambler's fallacy. Variance has no memory. The plan sets the size, not recent results.",{"type":90,"tag":97,"props":970,"children":971},{},[972,977],{"type":90,"tag":114,"props":973,"children":974},{},[975],{"type":95,"value":976},"4. Ignoring correlations.",{"type":95,"value":978}," Betting 2% each on five different markets within one game (spread, total, team fouls, etc.). Actual portfolio variance is far higher than the sum of individual bet variances.",{"type":90,"tag":97,"props":980,"children":981},{},[982,987],{"type":90,"tag":114,"props":983,"children":984},{},[985],{"type":95,"value":986},"5. Mixing bet types without separate bankrolls.",{"type":95,"value":988}," Applying the same 2% to single-game bets and parlays. Parlays carry dramatically higher variance. 2% on a parlay is often wildly oversized.",{"type":90,"tag":97,"props":990,"children":991},{},[992,997],{"type":90,"tag":114,"props":993,"children":994},{},[995],{"type":95,"value":996},"6. Changing the plan mid-stream.",{"type":95,"value":998}," Starts with 1% flat, bumps to 2% after a good stretch, then 5% after another. A year later the bettor is running 5% flat, far riskier than intended. Stick with the plan for at least 3–6 months before adjusting.",{"type":90,"tag":97,"props":1000,"children":1001},{},[1002,1007,1009,1015],{"type":90,"tag":114,"props":1003,"children":1004},{},[1005],{"type":95,"value":1006},"7. No records.",{"type":95,"value":1008}," Betting without tracking every bet size. When a downswing hits, there's nothing to analyze. Keep a log: spreadsheet or a dedicated ",{"type":90,"tag":177,"props":1010,"children":1012},{"href":1011},"\u002Fbetting\u002Fbet-tracker",[1013],{"type":95,"value":1014},"bet tracker",{"type":95,"value":856},{"type":90,"tag":91,"props":1017,"children":1019},{"id":1018},"where-it-falls-short",[1020],{"type":95,"value":1021},"Where It Falls Short",{"type":90,"tag":97,"props":1023,"children":1024},{},[1025],{"type":95,"value":1026},"A staking plan manages risk. It does not create edge. No plan converts a negative-EV operation into a winning one. Perfect Kelly applied to zero edge produces breakeven results with high variance, not income.",{"type":90,"tag":97,"props":1028,"children":1029},{},[1030],{"type":95,"value":1031},"The plan also can't account for skill drift. If your edge erodes over time, tougher competition, book limits, structural changes, and you keep sizing the same, ruin risk rises quietly. Revisit actual edge estimates every 1,000+ bets.",{"type":90,"tag":97,"props":1033,"children":1034},{},[1035],{"type":95,"value":1036},"Life events aren't in the formula either. A medical bill, job loss, or other emergency might force a bankroll withdrawal. Build a buffer above the theoretical minimum so those situations don't force bad decisions at the table.",{"type":90,"tag":97,"props":1038,"children":1039},{},[1040],{"type":95,"value":1041},"Finally, a staking plan is a statistical tool. Over 50–100 bets, variance can produce almost any outcome even with a solid plan. Don't scrap the plan because of a rough stretch. If the edge is real and the math is right, discipline over a long sample does the work."]