[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"blog-article-labouchere-strategy-guide-tr":3,"mdc-2ounw1-key":54},{"id":4,"slug":5,"status":6,"section":7,"category":8,"author":9,"publish_date":10,"read_time":11,"image":12,"embedded_components":13,"related_calculators":24,"related_articles":29,"title":35,"description":36,"keywords":37,"content":38,"faq":39,"availableLocales":49},"98801ef6-b6e5-44e4-b51e-1399d0a96f85","labouchere-strategy-guide","published","betting","strategies","Evgeniy Volkov","2026-01-23",5,"\u002Fimages\u002Fblog\u002Flabouchere-system.webp",[14,19],{"name":15,"props":16,"position":17,"rawBlock":18},"LabouchereCalculator",{},0,"::labouchere-calculator\n::",{"name":15,"props":20,"position":22,"rawBlock":23},{"content":21},"::\n\n## Expected Value (EV) Analysis\n\nDespite the clever cancellation mechanism, the Expected Value (**E**) of every spin remains negative due to the green zero.\n\n```math\nE = (P(Win) \\times 1) + (P(Lose) \\times -1)\n```\n\n```math\nE = (0.486 \\times 1) + (0.514 \\times -1) = -0.027\n```\n\nThis means for every $100 wagered, you statistically lose $2.70. The Labouchere system changes the **distribution** of wins and losses (many small wins, rare catastrophic losses), but it does not change the EV.\n\nFor a deeper dive into expected value, see our [Kelly Criterion Explained](\u002Fblog\u002Fkelly-criterion-explained) guide.\n\n## Probability of Ruin\n\nThe main risk in Labouchere is hitting the **Table Limit**. As the sequence grows, your required bet size increases linearly.\n\nIf **L** is the table limit and **B₀** is your base bet, the maximum number of consecutive losses **k** you can sustain is:\n\n```math\nk_{max} \\approx \\frac{L - B_0}{B_0} \\times \\text{Factor}\n```\n\nOnce your required bet exceeds **L**, the system fails, and you cannot recover the losses.\n\nLearn more about managing your bankroll in our [Bankroll Management Guide](\u002Fblog\u002Fbankroll-management-guide).\n\n### Labouchere vs. Martingale Comparison\n\n| Feature         | Martingale                        | Labouchere                 |\n| :-------------- | :-------------------------------- | :------------------------- |\n| **Progression** | `Bₙ = 2ⁿ` (Exponential)           | `Bₙ ≈ n × C` (Linear)      |\n| **Risk**        | Extreme (one loss wipes bankroll) | High (long losing streaks) |\n| **Duration**    | Short sessions                    | Long, grinding sessions    |\n\nFor a detailed comparison, read [Martingale vs Fibonacci](\u002Fblog\u002Fmartingale-vs-fibonacci).\n\n## Alternative Betting Systems\n\nIf Labouchere doesn't suit your style, consider these alternatives:\n\n- **[D'Alembert Strategy](\u002Fblog\u002Fdalembert-strategy)** — A gentler negative progression system\n- **[Oscar's Grind](\u002Fblog\u002Foscars-grind)** — A positive progression designed to grind out small profits\n- **[Kelly Criterion](\u002Fblog\u002Fkelly-criterion-explained)** — Mathematical optimal betting based on edge\n\n## Tools to Practice\n\nUse these calculators to master the Labouchere system:\n\n- **[Labouchere Calculator](\u002Fbetting\u002Flabouchere-system)** — Interactive simulator with chart\n- **[Kelly Calculator](\u002Fbetting\u002Fkelly-calculator)** — Calculate optimal bet sizes\n- **[Bankroll Growth Calculator](\u002Fbetting\u002Fbankroll-growth-calculator)** — Project your bankroll trajectory\n- **[Staking Plan Calculator](\u002Fbetting\u002Fstaking-plan-calculator)** — Compare different staking strategies\n- **[Hedge Calculator](\u002Fbetting\u002Fhedge-calculator)** — Lock in profits when ahead\n\n## Conclusion\n\nThe Labouchere system is mathematically fascinating because it allows players to profit even when winning fewer than 50% of hands (as long as they avoid table limits). It is superior to Martingale for **variance management**, but players must always remember that $EV \u003C 0$.\n\nUse the [calculator above](\u002Fbetting\u002Flabouchere-system) to practice \"Reverse Labouchere\" to see how positive progression can protect your bankroll during downturns.",1,"::labouchere-calculator\n::\n\n## Expected Value (EV) Analysis\n\nDespite the clever cancellation mechanism, the Expected Value (**E**) of every spin remains negative due to the green zero.\n\n```math\nE = (P(Win) \\times 1) + (P(Lose) \\times -1)\n```\n\n```math\nE = (0.486 \\times 1) + (0.514 \\times -1) = -0.027\n```\n\nThis means for every $100 wagered, you statistically lose $2.70. The Labouchere system changes the **distribution** of wins and losses (many small wins, rare catastrophic losses), but it does not change the EV.\n\nFor a deeper dive into expected value, see our [Kelly Criterion Explained](\u002Fblog\u002Fkelly-criterion-explained) guide.\n\n## Probability of Ruin\n\nThe main risk in Labouchere is hitting the **Table Limit**. As the sequence grows, your required bet size increases linearly.\n\nIf **L** is the table limit and **B₀** is your base bet, the maximum number of consecutive losses **k** you can sustain is:\n\n```math\nk_{max} \\approx \\frac{L - B_0}{B_0} \\times \\text{Factor}\n```\n\nOnce your required bet exceeds **L**, the system fails, and you cannot recover the losses.\n\nLearn more about managing your bankroll in our [Bankroll Management Guide](\u002Fblog\u002Fbankroll-management-guide).\n\n### Labouchere vs. Martingale Comparison\n\n| Feature         | Martingale                        | Labouchere                 |\n| :-------------- | :-------------------------------- | :------------------------- |\n| **Progression** | `Bₙ = 2ⁿ` (Exponential)           | `Bₙ ≈ n × C` (Linear)      |\n| **Risk**        | Extreme (one loss wipes bankroll) | High (long losing streaks) |\n| **Duration**    | Short sessions                    | Long, grinding sessions    |\n\nFor a detailed comparison, read [Martingale vs Fibonacci](\u002Fblog\u002Fmartingale-vs-fibonacci).\n\n## Alternative Betting Systems\n\nIf Labouchere doesn't suit your style, consider these alternatives:\n\n- **[D'Alembert Strategy](\u002Fblog\u002Fdalembert-strategy)** — A gentler negative progression system\n- **[Oscar's Grind](\u002Fblog\u002Foscars-grind)** — A positive progression designed to grind out small profits\n- **[Kelly Criterion](\u002Fblog\u002Fkelly-criterion-explained)** — Mathematical optimal betting based on edge\n\n## Tools to Practice\n\nUse these calculators to master the Labouchere system:\n\n- **[Labouchere Calculator](\u002Fbetting\u002Flabouchere-system)** — Interactive simulator with chart\n- **[Kelly Calculator](\u002Fbetting\u002Fkelly-calculator)** — Calculate optimal bet sizes\n- **[Bankroll Growth Calculator](\u002Fbetting\u002Fbankroll-growth-calculator)** — Project your bankroll trajectory\n- **[Staking Plan Calculator](\u002Fbetting\u002Fstaking-plan-calculator)** — Compare different staking strategies\n- **[Hedge Calculator](\u002Fbetting\u002Fhedge-calculator)** — Lock in profits when ahead\n\n## Conclusion\n\nThe Labouchere system is mathematically fascinating because it allows players to profit even when winning fewer than 50% of hands (as long as they avoid table limits). It is superior to Martingale for **variance management**, but players must always remember that $EV \u003C 0$.\n\nUse the [calculator above](\u002Fbetting\u002Flabouchere-system) to practice \"Reverse Labouchere\" to see how positive progression can protect your bankroll during downturns.\n",[25,26,27,28],"labouchere-system","kelly-calculator","staking-plan-calculator","bankroll-growth-calculator",[30,31,32,33,34],"kelly-criterion-explained","martingale-vs-fibonacci","dalembert-strategy","oscars-grind","bankroll-management-guide","Labouchere Bahis Sistemi: Matematiksel Analiz ve Hesaplayıcı 2026","Labouchere stratejisi (İptal Sistemi) tam analizi. KaTeX formülleri, kazanma olasılığı, interaktif simülatör ve Martingale karşılaştırması.",[],"\n# Labouchere Bahis Sistemi: Matematiksel Bir Analiz\n\n**Labouchere sistemi**, sıklıkla _İptal Sistemi_ veya _Split Martingale_ olarak adlandırılan negatif bir progresyon bahis stratejisidir. Küçük bir birim kazanmak için büyük bir miktarı riske eden [Martingale](\u002Fblog\u002Fmartingale-vs-fibonacci)'in aksine, Labouchere sistemi kayıpları bir dizi küçük galibiyetle telafi etmeye çalışır.\n\n> **Şimdi Dene:** Stratejiyi risksiz bir şekilde uygulamak için ücretsiz [Labouchere Hesaplayıcımızı](\u002Fbetting\u002Flabouchere-system) kullanın.\n\n## Sistemin Matematiği\n\nLabouchere sisteminin temel önermesi, her galibiyet için dizinizden **iki** sayı silmeniz, ancak her kayıp için sadece **bir** sayı eklemeniz gerçeğine dayanır.\n\nBu nedenle, bir diziyi tamamlamak için şuna ihtiyacınız vardır:\n\n```math\nWins > \\frac{1}{3} \\times \\text{Total Rounds} + \\epsilon\n```\n\nDaha kesin olarak, bahislerinizin kabaca **%33.4**'ünü kazanırsanız (eşit şansta), sonunda listeyi temizlersiniz. Rulet eşit şans bahislerinin (Kırmızı\u002FSiyah) olasılığı şu olduğundan:\n\n```math\nP(Win) = \\frac{18}{37} \\approx 48.6\\% \\text{ (Avrupa)}\n```\n\nSistem matematiksel olarak sağlam _görünür_ çünkü $48.6\\% > 33.4\\%$. Ancak bu, **varyansı** ve masa limitlerini göz ardı eder.\n\n## Nasıl Çalışır (Adım Adım)\n\nBir hedef kâr **W** tanımlayalım. **W**'yi bir diziye bölelim `S = {n₁, n₂, ..., nₖ}`.\n\n1.  **Bahis Miktarı:** `B = n₁ + nₖ` (İlk ve sonun toplamı).\n2.  **Eğer Kazanırsa:** Yeni dizi `S' = {n₂, ..., nₖ₋₁}`.\n3.  **Eğer Kaybederse:** Yeni dizi `S' = {n₁, ..., nₖ, (n₁+nₖ)}`.\n\n### Örnek Dizi\n\n100$'lık bir hedef varsayalım, şu şekilde bölünmüş: `10 - 20 - 40 - 20 - 10`.\n\n| Tur | Dizi              | Bahis (n₁ + nₖ) | Sonuç      | K\u002FZ | Yeni Dizi             |\n| :-- | :---------------- | :-------------- | :--------- | :-- | :-------------------- |\n| 1   | 10-20-40-20-10    | 20              | **Kayıp**  | -20 | 10-20-40-20-10-**20** |\n| 2   | 10-20-40-20-10-20 | 30              | **Kazanç** | +30 | 20-40-20-10           |\n| 3   | 20-40-20-10       | 30              | **Kazanç** | +30 | 40-20                 |\n\n## İnteraktif Simülatör\n\nSimülatörümüzle matematiksel teoriyi test edin. \"Kasa\" grafiğinin nasıl dalgalandığına dikkat edin.\n\n::labouchere-calculator\n::\n\n## Beklenen Değer (EV) Analizi\n\nAkıllıca iptal mekanizmasına rağmen, her dönüşün Beklenen Değeri (**E**), yeşil sıfır nedeniyle negatif kalır.\n\n```math\nE = (P(Win) \\times 1) + (P(Lose) \\times -1)\n```\n\n```math\nE = (0.486 \\times 1) + (0.514 \\times -1) = -0.027\n```\n\nBu, oynanan her 100$ için istatistiksel olarak 2.70$ kaybedeceğiniz anlamına gelir. Labouchere sistemi, kazanç ve kayıpların **dağılımını** değiştirir (birçok küçük kazanç, nadir yıkıcı kayıplar), ancak EV'yi değiştirmez.\n\nBeklenen değer hakkında daha fazla bilgi için [Kelly Kriteri](\u002Fblog\u002Fkelly-criterion-explained) rehberimizi okuyun.\n\n## İflas Olasılığı (Probability of Ruin)\n\nLabouchere'deki ana risk **Masa Limiti**ne çarpmaktır. Dizi büyüdükçe, gereken bahis miktarı doğrusal olarak artar.\n\nEğer **L** masa limiti ve **B₀** taban bahisinizse, dayanabileceğiniz maksimum ardışık kayıp sayısı **k** şudur:\n\n```math\nk_{max} \\approx \\frac{L - B_0}{B_0} \\times \\text{Faktör}\n```\n\nGereken bahis **L**'yi aştığında sistem başarısız olur ve kayıpları telafi edemezsiniz.\n\n[Kasa Yönetimi Rehberimizden](\u002Fblog\u002Fbankroll-management-guide) daha fazlasını öğrenin.\n\n### Labouchere vs. Martingale Karşılaştırması\n\n| Özellik        | Martingale                     | Labouchere                   |\n| :------------- | :----------------------------- | :--------------------------- |\n| **Progresyon** | `Bₙ = 2ⁿ` (Üstel)              | `Bₙ ≈ n × C` (Doğrusal)      |\n| **Risk**       | Aşırı (tek kayıp kasayı siler) | Yüksek (uzun kayıp serileri) |\n| **Süre**       | Kısa oturumlar                 | Uzun, öğütücü oturumlar      |\n\nDetaylı bir karşılaştırma için [Martingale vs Fibonacci](\u002Fblog\u002Fmartingale-vs-fibonacci) yazımızı okuyun.\n\n## Alternatif Bahis Sistemleri\n\nEğer Labouchere tarzınıza uymuyorsa, şu alternatifleri düşünün:\n\n- **[D'Alembert Stratejisi](\u002Fblog\u002Fdalembert-strategy)** — Daha yumuşak bir negatif progresyon sistemi\n- **[Oscar's Grind](\u002Fblog\u002Foscars-grind)** — Küçük kârlar elde etmek için tasarlanmış pozitif bir progresyon\n- **[Kelly Kriteri](\u002Fblog\u002Fkelly-criterion-explained)** — Avantaja dayalı matematiksel olarak optimal bahis\n\n## Pratik Yapmak İçin Araçlar\n\nSistemi ustalaştırmak için bu hesaplayıcıları kullanın:\n\n- **[Labouchere Hesaplayıcı](\u002Fbetting\u002Flabouchere-system)** — Grafikli interaktif simülatör\n- **[Kelly Hesaplayıcı](\u002Fbetting\u002Fkelly-calculator)** — Optimal bahis miktarlarını hesaplayın\n- **[Kasa Büyüme Hesaplayıcı](\u002Fbetting\u002Fbankroll-growth-calculator)** — Kasa gidişatınızı projelendirin\n- **[Bahis Planı Hesaplayıcı](\u002Fbetting\u002Fstaking-plan-calculator)** — Farklı stratejileri karşılaştırın\n- **[Hedge Hesaplayıcı](\u002Fbetting\u002Fhedge-calculator)** — Öndeyken kârınızı kilitleyin\n\n## Sonuç\n\nLabouchere sistemi matematiksel olarak büyüleyicidir çünkü oyuncuların ellerin %50'sinden azını kazansalar bile kâr etmelerine izin verir (masa limitlerinden kaçındıkları sürece). **Varyans yönetimi** açısından Martingale'den üstündür, ancak oyuncular her zaman $EV \u003C 0$ olduğunu hatırlamalıdır.\n\nPozitif progresyonun düşüşler sırasında kasanızı nasıl koruyabileceğini görmek için [yukarıdaki hesaplayıcıyı](\u002Fbetting\u002Flabouchere-system) kullanarak \"Ters Labouchere\" pratiği yapın.\n",[40,43,46],{"answer":41,"question":42},"Matematiksel olarak hiçbir bahis sistemi kasa avantajını uzun vadede yenemez. Ancak Labouchere, kısa oturumlarda disiplinli oyun ve yapılandırılmış kasa yönetimi için mükemmeldir.","Labouchere sistemi gerçekten işe yarıyor mu?",{"answer":44,"question":45},"1-1-1-1-1 gibi muhafazakar bir dizi en güvenlisidir. 10-20-30 gibi agresif bir dizi daha hızlı kazanç sağlar ancak masa limitlerine takılma riski daha yüksektir.","Labouchere için en iyi dizi hangisidir?",{"answer":47,"question":48},"Evet, 2.00 (veya -110 spread) oranlı çift ihtimalli spor bahisleri için mükemmel çalışır.","Spor bahisleri için Labouchere kullanabilir miyim?",[50,51,52,53],"en","de","tr","ru",{"data":55,"body":56},{},{"type":57,"children":58},"root",[59,68,104,126,132,151,156,488,500,779,888,894,920,976,983,995,1149,1155,1160,1164,1170,1182,1497,1768,2090,2103,2109,2121,2145,2670,2681,2692,2698,2799,2811,2817,2822,2866,2872,2877,2949,2954,3057],{"type":60,"tag":61,"props":62,"children":64},"element","h2",{"id":63},"labouchere-bahis-sistemi-matematiksel-bir-analiz",[65],{"type":66,"value":67},"text","Labouchere Bahis Sistemi: Matematiksel Bir Analiz",{"type":60,"tag":69,"props":70,"children":71},"p",{},[72,78,80,86,88,93,95,102],{"type":60,"tag":73,"props":74,"children":75},"strong",{},[76],{"type":66,"value":77},"Labouchere sistemi",{"type":66,"value":79},", sıklıkla ",{"type":60,"tag":81,"props":82,"children":83},"em",{},[84],{"type":66,"value":85},"İptal Sistemi",{"type":66,"value":87}," veya ",{"type":60,"tag":81,"props":89,"children":90},{},[91],{"type":66,"value":92},"Split Martingale",{"type":66,"value":94}," olarak adlandırılan negatif bir progresyon bahis stratejisidir. Küçük bir birim kazanmak için büyük bir miktarı riske eden ",{"type":60,"tag":96,"props":97,"children":99},"a",{"href":98},"\u002Fblog\u002Fmartingale-vs-fibonacci",[100],{"type":66,"value":101},"Martingale",{"type":66,"value":103},"'in aksine, Labouchere sistemi kayıpları bir dizi küçük galibiyetle telafi etmeye çalışır.",{"type":60,"tag":105,"props":106,"children":107},"blockquote",{},[108],{"type":60,"tag":69,"props":109,"children":110},{},[111,116,118,124],{"type":60,"tag":73,"props":112,"children":113},{},[114],{"type":66,"value":115},"Şimdi Dene:",{"type":66,"value":117}," Stratejiyi risksiz bir şekilde uygulamak için ücretsiz ",{"type":60,"tag":96,"props":119,"children":121},{"href":120},"\u002Fbetting\u002Flabouchere-system",[122],{"type":66,"value":123},"Labouchere Hesaplayıcımızı",{"type":66,"value":125}," kullanın.",{"type":60,"tag":61,"props":127,"children":129},{"id":128},"sistemin-matematiği",[130],{"type":66,"value":131},"Sistemin Matematiği",{"type":60,"tag":69,"props":133,"children":134},{},[135,137,142,144,149],{"type":66,"value":136},"Labouchere sisteminin temel önermesi, her galibiyet için dizinizden ",{"type":60,"tag":73,"props":138,"children":139},{},[140],{"type":66,"value":141},"iki",{"type":66,"value":143}," sayı silmeniz, ancak her kayıp için sadece ",{"type":60,"tag":73,"props":145,"children":146},{},[147],{"type":66,"value":148},"bir",{"type":66,"value":150}," sayı eklemeniz gerçeğine dayanır.",{"type":60,"tag":69,"props":152,"children":153},{},[154],{"type":66,"value":155},"Bu nedenle, bir diziyi tamamlamak için şuna ihtiyacınız vardır:",{"type":60,"tag":157,"props":158,"children":161},"span",{"className":159},[160],"katex",[162,250],{"type":60,"tag":157,"props":163,"children":166},{"className":164},[165],"katex-mathml",[167],{"type":60,"tag":168,"props":169,"children":171},"math",{"xmlns":170},"http:\u002F\u002Fwww.w3.org\u002F1998\u002FMath\u002FMathML",[172],{"type":60,"tag":173,"props":174,"children":175},"semantics",{},[176,243],{"type":60,"tag":177,"props":178,"children":179},"mrow",{},[180,186,191,196,201,207,222,227,233,238],{"type":60,"tag":181,"props":182,"children":183},"mi",{},[184],{"type":66,"value":185},"W",{"type":60,"tag":181,"props":187,"children":188},{},[189],{"type":66,"value":190},"i",{"type":60,"tag":181,"props":192,"children":193},{},[194],{"type":66,"value":195},"n",{"type":60,"tag":181,"props":197,"children":198},{},[199],{"type":66,"value":200},"s",{"type":60,"tag":202,"props":203,"children":204},"mo",{},[205],{"type":66,"value":206},">",{"type":60,"tag":208,"props":209,"children":210},"mfrac",{},[211,217],{"type":60,"tag":212,"props":213,"children":214},"mn",{},[215],{"type":66,"value":216},"1",{"type":60,"tag":212,"props":218,"children":219},{},[220],{"type":66,"value":221},"3",{"type":60,"tag":202,"props":223,"children":224},{},[225],{"type":66,"value":226},"×",{"type":60,"tag":228,"props":229,"children":230},"mtext",{},[231],{"type":66,"value":232},"Total Rounds",{"type":60,"tag":202,"props":234,"children":235},{},[236],{"type":66,"value":237},"+",{"type":60,"tag":181,"props":239,"children":240},{},[241],{"type":66,"value":242},"ϵ",{"type":60,"tag":244,"props":245,"children":247},"annotation",{"encoding":246},"application\u002Fx-tex",[248],{"type":66,"value":249},"Wins > \\frac{1}{3} \\times \\text{Total Rounds} + \\epsilon\n",{"type":60,"tag":157,"props":251,"children":255},{"className":252,"ariaHidden":254},[253],"katex-html","true",[256,302,443,474],{"type":60,"tag":157,"props":257,"children":260},{"className":258},[259],"base",[261,267,275,281,286,292,298],{"type":60,"tag":157,"props":262,"children":266},{"className":263,"style":265},[264],"strut","height:0.7224em;vertical-align:-0.0391em;",[],{"type":60,"tag":157,"props":268,"children":273},{"className":269,"style":272},[270,271],"mord","mathnormal","margin-right:0.1389em;",[274],{"type":66,"value":185},{"type":60,"tag":157,"props":276,"children":278},{"className":277},[270,271],[279],{"type":66,"value":280},"in",{"type":60,"tag":157,"props":282,"children":284},{"className":283},[270,271],[285],{"type":66,"value":200},{"type":60,"tag":157,"props":287,"children":291},{"className":288,"style":290},[289],"mspace","margin-right:0.2778em;",[],{"type":60,"tag":157,"props":293,"children":296},{"className":294},[295],"mrel",[297],{"type":66,"value":206},{"type":60,"tag":157,"props":299,"children":301},{"className":300,"style":290},[289],[],{"type":60,"tag":157,"props":303,"children":305},{"className":304},[259],[306,311,428,433,439],{"type":60,"tag":157,"props":307,"children":310},{"className":308,"style":309},[264],"height:1.1901em;vertical-align:-0.345em;",[],{"type":60,"tag":157,"props":312,"children":314},{"className":313},[270],[315,321,423],{"type":60,"tag":157,"props":316,"children":320},{"className":317},[318,319],"mopen","nulldelimiter",[],{"type":60,"tag":157,"props":322,"children":324},{"className":323},[208],[325],{"type":60,"tag":157,"props":326,"children":330},{"className":327},[328,329],"vlist-t","vlist-t2",[331,411],{"type":60,"tag":157,"props":332,"children":335},{"className":333},[334],"vlist-r",[336,404],{"type":60,"tag":157,"props":337,"children":341},{"className":338,"style":340},[339],"vlist","height:0.8451em;",[342,369,383],{"type":60,"tag":157,"props":343,"children":345},{"style":344},"top:-2.655em;",[346,352],{"type":60,"tag":157,"props":347,"children":351},{"className":348,"style":350},[349],"pstrut","height:3em;",[],{"type":60,"tag":157,"props":353,"children":359},{"className":354},[355,356,357,358],"sizing","reset-size6","size3","mtight",[360],{"type":60,"tag":157,"props":361,"children":363},{"className":362},[270,358],[364],{"type":60,"tag":157,"props":365,"children":367},{"className":366},[270,358],[368],{"type":66,"value":221},{"type":60,"tag":157,"props":370,"children":372},{"style":371},"top:-3.23em;",[373,377],{"type":60,"tag":157,"props":374,"children":376},{"className":375,"style":350},[349],[],{"type":60,"tag":157,"props":378,"children":382},{"className":379,"style":381},[380],"frac-line","border-bottom-width:0.04em;",[],{"type":60,"tag":157,"props":384,"children":386},{"style":385},"top:-3.394em;",[387,391],{"type":60,"tag":157,"props":388,"children":390},{"className":389,"style":350},[349],[],{"type":60,"tag":157,"props":392,"children":394},{"className":393},[355,356,357,358],[395],{"type":60,"tag":157,"props":396,"children":398},{"className":397},[270,358],[399],{"type":60,"tag":157,"props":400,"children":402},{"className":401},[270,358],[403],{"type":66,"value":216},{"type":60,"tag":157,"props":405,"children":408},{"className":406},[407],"vlist-s",[409],{"type":66,"value":410},"​",{"type":60,"tag":157,"props":412,"children":414},{"className":413},[334],[415],{"type":60,"tag":157,"props":416,"children":419},{"className":417,"style":418},[339],"height:0.345em;",[420],{"type":60,"tag":157,"props":421,"children":422},{},[],{"type":60,"tag":157,"props":424,"children":427},{"className":425},[426,319],"mclose",[],{"type":60,"tag":157,"props":429,"children":432},{"className":430,"style":431},[289],"margin-right:0.2222em;",[],{"type":60,"tag":157,"props":434,"children":437},{"className":435},[436],"mbin",[438],{"type":66,"value":226},{"type":60,"tag":157,"props":440,"children":442},{"className":441,"style":431},[289],[],{"type":60,"tag":157,"props":444,"children":446},{"className":445},[259],[447,452,461,465,470],{"type":60,"tag":157,"props":448,"children":451},{"className":449,"style":450},[264],"height:0.7778em;vertical-align:-0.0833em;",[],{"type":60,"tag":157,"props":453,"children":455},{"className":454},[270,66],[456],{"type":60,"tag":157,"props":457,"children":459},{"className":458},[270],[460],{"type":66,"value":232},{"type":60,"tag":157,"props":462,"children":464},{"className":463,"style":431},[289],[],{"type":60,"tag":157,"props":466,"children":468},{"className":467},[436],[469],{"type":66,"value":237},{"type":60,"tag":157,"props":471,"children":473},{"className":472,"style":431},[289],[],{"type":60,"tag":157,"props":475,"children":477},{"className":476},[259],[478,483],{"type":60,"tag":157,"props":479,"children":482},{"className":480,"style":481},[264],"height:0.4306em;",[],{"type":60,"tag":157,"props":484,"children":486},{"className":485},[270,271],[487],{"type":66,"value":242},{"type":60,"tag":69,"props":489,"children":490},{},[491,493,498],{"type":66,"value":492},"Daha kesin olarak, bahislerinizin kabaca ",{"type":60,"tag":73,"props":494,"children":495},{},[496],{"type":66,"value":497},"%33.4",{"type":66,"value":499},"'ünü kazanırsanız (eşit şansta), sonunda listeyi temizlersiniz. Rulet eşit şans bahislerinin (Kırmızı\u002FSiyah) olasılığı şu olduğundan:",{"type":60,"tag":157,"props":501,"children":503},{"className":502},[160],[504,589],{"type":60,"tag":157,"props":505,"children":507},{"className":506},[165],[508],{"type":60,"tag":168,"props":509,"children":510},{"xmlns":170},[511],{"type":60,"tag":173,"props":512,"children":513},{},[514,584],{"type":60,"tag":177,"props":515,"children":516},{},[517,522,528,532,536,540,545,550,563,568,573,579],{"type":60,"tag":181,"props":518,"children":519},{},[520],{"type":66,"value":521},"P",{"type":60,"tag":202,"props":523,"children":525},{"stretchy":524},"false",[526],{"type":66,"value":527},"(",{"type":60,"tag":181,"props":529,"children":530},{},[531],{"type":66,"value":185},{"type":60,"tag":181,"props":533,"children":534},{},[535],{"type":66,"value":190},{"type":60,"tag":181,"props":537,"children":538},{},[539],{"type":66,"value":195},{"type":60,"tag":202,"props":541,"children":542},{"stretchy":524},[543],{"type":66,"value":544},")",{"type":60,"tag":202,"props":546,"children":547},{},[548],{"type":66,"value":549},"=",{"type":60,"tag":208,"props":551,"children":552},{},[553,558],{"type":60,"tag":212,"props":554,"children":555},{},[556],{"type":66,"value":557},"18",{"type":60,"tag":212,"props":559,"children":560},{},[561],{"type":66,"value":562},"37",{"type":60,"tag":202,"props":564,"children":565},{},[566],{"type":66,"value":567},"≈",{"type":60,"tag":212,"props":569,"children":570},{},[571],{"type":66,"value":572},"48.6",{"type":60,"tag":181,"props":574,"children":576},{"mathvariant":575},"normal",[577],{"type":66,"value":578},"%",{"type":60,"tag":228,"props":580,"children":581},{},[582],{"type":66,"value":583}," (Avrupa)",{"type":60,"tag":244,"props":585,"children":586},{"encoding":246},[587],{"type":66,"value":588},"P(Win) = \\frac{18}{37} \\approx 48.6\\% \\text{ (Avrupa)}\n",{"type":60,"tag":157,"props":590,"children":592},{"className":591,"ariaHidden":254},[253],[593,640,756],{"type":60,"tag":157,"props":594,"children":596},{"className":595},[259],[597,602,607,612,617,622,627,631,636],{"type":60,"tag":157,"props":598,"children":601},{"className":599,"style":600},[264],"height:1em;vertical-align:-0.25em;",[],{"type":60,"tag":157,"props":603,"children":605},{"className":604,"style":272},[270,271],[606],{"type":66,"value":521},{"type":60,"tag":157,"props":608,"children":610},{"className":609},[318],[611],{"type":66,"value":527},{"type":60,"tag":157,"props":613,"children":615},{"className":614,"style":272},[270,271],[616],{"type":66,"value":185},{"type":60,"tag":157,"props":618,"children":620},{"className":619},[270,271],[621],{"type":66,"value":280},{"type":60,"tag":157,"props":623,"children":625},{"className":624},[426],[626],{"type":66,"value":544},{"type":60,"tag":157,"props":628,"children":630},{"className":629,"style":290},[289],[],{"type":60,"tag":157,"props":632,"children":634},{"className":633},[295],[635],{"type":66,"value":549},{"type":60,"tag":157,"props":637,"children":639},{"className":638,"style":290},[289],[],{"type":60,"tag":157,"props":641,"children":643},{"className":642},[259],[644,648,743,747,752],{"type":60,"tag":157,"props":645,"children":647},{"className":646,"style":309},[264],[],{"type":60,"tag":157,"props":649,"children":651},{"className":650},[270],[652,656,739],{"type":60,"tag":157,"props":653,"children":655},{"className":654},[318,319],[],{"type":60,"tag":157,"props":657,"children":659},{"className":658},[208],[660],{"type":60,"tag":157,"props":661,"children":663},{"className":662},[328,329],[664,728],{"type":60,"tag":157,"props":665,"children":667},{"className":666},[334],[668,723],{"type":60,"tag":157,"props":669,"children":671},{"className":670,"style":340},[339],[672,692,703],{"type":60,"tag":157,"props":673,"children":674},{"style":344},[675,679],{"type":60,"tag":157,"props":676,"children":678},{"className":677,"style":350},[349],[],{"type":60,"tag":157,"props":680,"children":682},{"className":681},[355,356,357,358],[683],{"type":60,"tag":157,"props":684,"children":686},{"className":685},[270,358],[687],{"type":60,"tag":157,"props":688,"children":690},{"className":689},[270,358],[691],{"type":66,"value":562},{"type":60,"tag":157,"props":693,"children":694},{"style":371},[695,699],{"type":60,"tag":157,"props":696,"children":698},{"className":697,"style":350},[349],[],{"type":60,"tag":157,"props":700,"children":702},{"className":701,"style":381},[380],[],{"type":60,"tag":157,"props":704,"children":705},{"style":385},[706,710],{"type":60,"tag":157,"props":707,"children":709},{"className":708,"style":350},[349],[],{"type":60,"tag":157,"props":711,"children":713},{"className":712},[355,356,357,358],[714],{"type":60,"tag":157,"props":715,"children":717},{"className":716},[270,358],[718],{"type":60,"tag":157,"props":719,"children":721},{"className":720},[270,358],[722],{"type":66,"value":557},{"type":60,"tag":157,"props":724,"children":726},{"className":725},[407],[727],{"type":66,"value":410},{"type":60,"tag":157,"props":729,"children":731},{"className":730},[334],[732],{"type":60,"tag":157,"props":733,"children":735},{"className":734,"style":418},[339],[736],{"type":60,"tag":157,"props":737,"children":738},{},[],{"type":60,"tag":157,"props":740,"children":742},{"className":741},[426,319],[],{"type":60,"tag":157,"props":744,"children":746},{"className":745,"style":290},[289],[],{"type":60,"tag":157,"props":748,"children":750},{"className":749},[295],[751],{"type":66,"value":567},{"type":60,"tag":157,"props":753,"children":755},{"className":754,"style":290},[289],[],{"type":60,"tag":157,"props":757,"children":759},{"className":758},[259],[760,764,770],{"type":60,"tag":157,"props":761,"children":763},{"className":762,"style":600},[264],[],{"type":60,"tag":157,"props":765,"children":767},{"className":766},[270],[768],{"type":66,"value":769},"48.6%",{"type":60,"tag":157,"props":771,"children":773},{"className":772},[270,66],[774],{"type":60,"tag":157,"props":775,"children":777},{"className":776},[270],[778],{"type":66,"value":583},{"type":60,"tag":69,"props":780,"children":781},{},[782,784,789,791,879,881,886],{"type":66,"value":783},"Sistem matematiksel olarak sağlam ",{"type":60,"tag":81,"props":785,"children":786},{},[787],{"type":66,"value":788},"görünür",{"type":66,"value":790}," çünkü ",{"type":60,"tag":157,"props":792,"children":794},{"className":793},[160],[795,834],{"type":60,"tag":157,"props":796,"children":798},{"className":797},[165],[799],{"type":60,"tag":168,"props":800,"children":801},{"xmlns":170},[802],{"type":60,"tag":173,"props":803,"children":804},{},[805,829],{"type":60,"tag":177,"props":806,"children":807},{},[808,812,816,820,825],{"type":60,"tag":212,"props":809,"children":810},{},[811],{"type":66,"value":572},{"type":60,"tag":181,"props":813,"children":814},{"mathvariant":575},[815],{"type":66,"value":578},{"type":60,"tag":202,"props":817,"children":818},{},[819],{"type":66,"value":206},{"type":60,"tag":212,"props":821,"children":822},{},[823],{"type":66,"value":824},"33.4",{"type":60,"tag":181,"props":826,"children":827},{"mathvariant":575},[828],{"type":66,"value":578},{"type":60,"tag":244,"props":830,"children":831},{"encoding":246},[832],{"type":66,"value":833},"48.6\\% > 33.4\\%",{"type":60,"tag":157,"props":835,"children":837},{"className":836,"ariaHidden":254},[253],[838,865],{"type":60,"tag":157,"props":839,"children":841},{"className":840},[259],[842,847,852,856,861],{"type":60,"tag":157,"props":843,"children":846},{"className":844,"style":845},[264],"height:0.8056em;vertical-align:-0.0556em;",[],{"type":60,"tag":157,"props":848,"children":850},{"className":849},[270],[851],{"type":66,"value":769},{"type":60,"tag":157,"props":853,"children":855},{"className":854,"style":290},[289],[],{"type":60,"tag":157,"props":857,"children":859},{"className":858},[295],[860],{"type":66,"value":206},{"type":60,"tag":157,"props":862,"children":864},{"className":863,"style":290},[289],[],{"type":60,"tag":157,"props":866,"children":868},{"className":867},[259],[869,873],{"type":60,"tag":157,"props":870,"children":872},{"className":871,"style":845},[264],[],{"type":60,"tag":157,"props":874,"children":876},{"className":875},[270],[877],{"type":66,"value":878},"33.4%",{"type":66,"value":880},". Ancak bu, ",{"type":60,"tag":73,"props":882,"children":883},{},[884],{"type":66,"value":885},"varyansı",{"type":66,"value":887}," ve masa limitlerini göz ardı eder.",{"type":60,"tag":61,"props":889,"children":891},{"id":890},"nasıl-çalışır-adım-adım",[892],{"type":66,"value":893},"Nasıl Çalışır (Adım Adım)",{"type":60,"tag":69,"props":895,"children":896},{},[897,899,903,905,909,911,918],{"type":66,"value":898},"Bir hedef kâr ",{"type":60,"tag":73,"props":900,"children":901},{},[902],{"type":66,"value":185},{"type":66,"value":904}," tanımlayalım. ",{"type":60,"tag":73,"props":906,"children":907},{},[908],{"type":66,"value":185},{"type":66,"value":910},"'yi bir diziye bölelim ",{"type":60,"tag":912,"props":913,"children":915},"code",{"className":914},[],[916],{"type":66,"value":917},"S = {n₁, n₂, ..., nₖ}",{"type":66,"value":919},".",{"type":60,"tag":921,"props":922,"children":923},"ol",{},[924,943,960],{"type":60,"tag":925,"props":926,"children":927},"li",{},[928,933,935,941],{"type":60,"tag":73,"props":929,"children":930},{},[931],{"type":66,"value":932},"Bahis Miktarı:",{"type":66,"value":934}," ",{"type":60,"tag":912,"props":936,"children":938},{"className":937},[],[939],{"type":66,"value":940},"B = n₁ + nₖ",{"type":66,"value":942}," (İlk ve sonun toplamı).",{"type":60,"tag":925,"props":944,"children":945},{},[946,951,953,959],{"type":60,"tag":73,"props":947,"children":948},{},[949],{"type":66,"value":950},"Eğer Kazanırsa:",{"type":66,"value":952}," Yeni dizi ",{"type":60,"tag":912,"props":954,"children":956},{"className":955},[],[957],{"type":66,"value":958},"S' = {n₂, ..., nₖ₋₁}",{"type":66,"value":919},{"type":60,"tag":925,"props":961,"children":962},{},[963,968,969,975],{"type":60,"tag":73,"props":964,"children":965},{},[966],{"type":66,"value":967},"Eğer Kaybederse:",{"type":66,"value":952},{"type":60,"tag":912,"props":970,"children":972},{"className":971},[],[973],{"type":66,"value":974},"S' = {n₁, ..., nₖ, (n₁+nₖ)}",{"type":66,"value":919},{"type":60,"tag":977,"props":978,"children":980},"h3",{"id":979},"örnek-dizi",[981],{"type":66,"value":982},"Örnek Dizi",{"type":60,"tag":69,"props":984,"children":985},{},[986,988,994],{"type":66,"value":987},"100$'lık bir hedef varsayalım, şu şekilde bölünmüş: ",{"type":60,"tag":912,"props":989,"children":991},{"className":990},[],[992],{"type":66,"value":993},"10 - 20 - 40 - 20 - 10",{"type":66,"value":919},{"type":60,"tag":996,"props":997,"children":998},"table",{},[999,1038],{"type":60,"tag":1000,"props":1001,"children":1002},"thead",{},[1003],{"type":60,"tag":52,"props":1004,"children":1005},{},[1006,1013,1018,1023,1028,1033],{"type":60,"tag":1007,"props":1008,"children":1010},"th",{"align":1009},"left",[1011],{"type":66,"value":1012},"Tur",{"type":60,"tag":1007,"props":1014,"children":1015},{"align":1009},[1016],{"type":66,"value":1017},"Dizi",{"type":60,"tag":1007,"props":1019,"children":1020},{"align":1009},[1021],{"type":66,"value":1022},"Bahis (n₁ + nₖ)",{"type":60,"tag":1007,"props":1024,"children":1025},{"align":1009},[1026],{"type":66,"value":1027},"Sonuç",{"type":60,"tag":1007,"props":1029,"children":1030},{"align":1009},[1031],{"type":66,"value":1032},"K\u002FZ",{"type":60,"tag":1007,"props":1034,"children":1035},{"align":1009},[1036],{"type":66,"value":1037},"Yeni Dizi",{"type":60,"tag":1039,"props":1040,"children":1041},"tbody",{},[1042,1082,1118],{"type":60,"tag":52,"props":1043,"children":1044},{},[1045,1050,1055,1060,1068,1073],{"type":60,"tag":1046,"props":1047,"children":1048},"td",{"align":1009},[1049],{"type":66,"value":216},{"type":60,"tag":1046,"props":1051,"children":1052},{"align":1009},[1053],{"type":66,"value":1054},"10-20-40-20-10",{"type":60,"tag":1046,"props":1056,"children":1057},{"align":1009},[1058],{"type":66,"value":1059},"20",{"type":60,"tag":1046,"props":1061,"children":1062},{"align":1009},[1063],{"type":60,"tag":73,"props":1064,"children":1065},{},[1066],{"type":66,"value":1067},"Kayıp",{"type":60,"tag":1046,"props":1069,"children":1070},{"align":1009},[1071],{"type":66,"value":1072},"-20",{"type":60,"tag":1046,"props":1074,"children":1075},{"align":1009},[1076,1078],{"type":66,"value":1077},"10-20-40-20-10-",{"type":60,"tag":73,"props":1079,"children":1080},{},[1081],{"type":66,"value":1059},{"type":60,"tag":52,"props":1083,"children":1084},{},[1085,1090,1095,1100,1108,1113],{"type":60,"tag":1046,"props":1086,"children":1087},{"align":1009},[1088],{"type":66,"value":1089},"2",{"type":60,"tag":1046,"props":1091,"children":1092},{"align":1009},[1093],{"type":66,"value":1094},"10-20-40-20-10-20",{"type":60,"tag":1046,"props":1096,"children":1097},{"align":1009},[1098],{"type":66,"value":1099},"30",{"type":60,"tag":1046,"props":1101,"children":1102},{"align":1009},[1103],{"type":60,"tag":73,"props":1104,"children":1105},{},[1106],{"type":66,"value":1107},"Kazanç",{"type":60,"tag":1046,"props":1109,"children":1110},{"align":1009},[1111],{"type":66,"value":1112},"+30",{"type":60,"tag":1046,"props":1114,"children":1115},{"align":1009},[1116],{"type":66,"value":1117},"20-40-20-10",{"type":60,"tag":52,"props":1119,"children":1120},{},[1121,1125,1129,1133,1140,1144],{"type":60,"tag":1046,"props":1122,"children":1123},{"align":1009},[1124],{"type":66,"value":221},{"type":60,"tag":1046,"props":1126,"children":1127},{"align":1009},[1128],{"type":66,"value":1117},{"type":60,"tag":1046,"props":1130,"children":1131},{"align":1009},[1132],{"type":66,"value":1099},{"type":60,"tag":1046,"props":1134,"children":1135},{"align":1009},[1136],{"type":60,"tag":73,"props":1137,"children":1138},{},[1139],{"type":66,"value":1107},{"type":60,"tag":1046,"props":1141,"children":1142},{"align":1009},[1143],{"type":66,"value":1112},{"type":60,"tag":1046,"props":1145,"children":1146},{"align":1009},[1147],{"type":66,"value":1148},"40-20",{"type":60,"tag":61,"props":1150,"children":1152},{"id":1151},"i̇nteraktif-simülatör",[1153],{"type":66,"value":1154},"İnteraktif Simülatör",{"type":60,"tag":69,"props":1156,"children":1157},{},[1158],{"type":66,"value":1159},"Simülatörümüzle matematiksel teoriyi test edin. \"Kasa\" grafiğinin nasıl dalgalandığına dikkat edin.",{"type":60,"tag":1161,"props":1162,"children":1163},"labouchere-calculator",{},[],{"type":60,"tag":61,"props":1165,"children":1167},{"id":1166},"beklenen-değer-ev-analizi",[1168],{"type":66,"value":1169},"Beklenen Değer (EV) Analizi",{"type":60,"tag":69,"props":1171,"children":1172},{},[1173,1175,1180],{"type":66,"value":1174},"Akıllıca iptal mekanizmasına rağmen, her dönüşün Beklenen Değeri (",{"type":60,"tag":73,"props":1176,"children":1177},{},[1178],{"type":66,"value":1179},"E",{"type":66,"value":1181},"), yeşil sıfır nedeniyle negatif kalır.",{"type":60,"tag":157,"props":1183,"children":1185},{"className":1184},[160],[1186,1308],{"type":60,"tag":157,"props":1187,"children":1189},{"className":1188},[165],[1190],{"type":60,"tag":168,"props":1191,"children":1192},{"xmlns":170},[1193],{"type":60,"tag":173,"props":1194,"children":1195},{},[1196,1303],{"type":60,"tag":177,"props":1197,"children":1198},{},[1199,1203,1207,1211,1215,1219,1223,1227,1231,1235,1239,1243,1247,1251,1255,1259,1263,1268,1273,1277,1282,1286,1290,1295,1299],{"type":60,"tag":181,"props":1200,"children":1201},{},[1202],{"type":66,"value":1179},{"type":60,"tag":202,"props":1204,"children":1205},{},[1206],{"type":66,"value":549},{"type":60,"tag":202,"props":1208,"children":1209},{"stretchy":524},[1210],{"type":66,"value":527},{"type":60,"tag":181,"props":1212,"children":1213},{},[1214],{"type":66,"value":521},{"type":60,"tag":202,"props":1216,"children":1217},{"stretchy":524},[1218],{"type":66,"value":527},{"type":60,"tag":181,"props":1220,"children":1221},{},[1222],{"type":66,"value":185},{"type":60,"tag":181,"props":1224,"children":1225},{},[1226],{"type":66,"value":190},{"type":60,"tag":181,"props":1228,"children":1229},{},[1230],{"type":66,"value":195},{"type":60,"tag":202,"props":1232,"children":1233},{"stretchy":524},[1234],{"type":66,"value":544},{"type":60,"tag":202,"props":1236,"children":1237},{},[1238],{"type":66,"value":226},{"type":60,"tag":212,"props":1240,"children":1241},{},[1242],{"type":66,"value":216},{"type":60,"tag":202,"props":1244,"children":1245},{"stretchy":524},[1246],{"type":66,"value":544},{"type":60,"tag":202,"props":1248,"children":1249},{},[1250],{"type":66,"value":237},{"type":60,"tag":202,"props":1252,"children":1253},{"stretchy":524},[1254],{"type":66,"value":527},{"type":60,"tag":181,"props":1256,"children":1257},{},[1258],{"type":66,"value":521},{"type":60,"tag":202,"props":1260,"children":1261},{"stretchy":524},[1262],{"type":66,"value":527},{"type":60,"tag":181,"props":1264,"children":1265},{},[1266],{"type":66,"value":1267},"L",{"type":60,"tag":181,"props":1269,"children":1270},{},[1271],{"type":66,"value":1272},"o",{"type":60,"tag":181,"props":1274,"children":1275},{},[1276],{"type":66,"value":200},{"type":60,"tag":181,"props":1278,"children":1279},{},[1280],{"type":66,"value":1281},"e",{"type":60,"tag":202,"props":1283,"children":1284},{"stretchy":524},[1285],{"type":66,"value":544},{"type":60,"tag":202,"props":1287,"children":1288},{},[1289],{"type":66,"value":226},{"type":60,"tag":202,"props":1291,"children":1292},{},[1293],{"type":66,"value":1294},"−",{"type":60,"tag":212,"props":1296,"children":1297},{},[1298],{"type":66,"value":216},{"type":60,"tag":202,"props":1300,"children":1301},{"stretchy":524},[1302],{"type":66,"value":544},{"type":60,"tag":244,"props":1304,"children":1305},{"encoding":246},[1306],{"type":66,"value":1307},"E = (P(Win) \\times 1) + (P(Lose) \\times -1)\n",{"type":60,"tag":157,"props":1309,"children":1311},{"className":1310,"ariaHidden":254},[253],[1312,1340,1391,1422,1474],{"type":60,"tag":157,"props":1313,"children":1315},{"className":1314},[259],[1316,1321,1327,1331,1336],{"type":60,"tag":157,"props":1317,"children":1320},{"className":1318,"style":1319},[264],"height:0.6833em;",[],{"type":60,"tag":157,"props":1322,"children":1325},{"className":1323,"style":1324},[270,271],"margin-right:0.0576em;",[1326],{"type":66,"value":1179},{"type":60,"tag":157,"props":1328,"children":1330},{"className":1329,"style":290},[289],[],{"type":60,"tag":157,"props":1332,"children":1334},{"className":1333},[295],[1335],{"type":66,"value":549},{"type":60,"tag":157,"props":1337,"children":1339},{"className":1338,"style":290},[289],[],{"type":60,"tag":157,"props":1341,"children":1343},{"className":1342},[259],[1344,1348,1353,1358,1363,1368,1373,1378,1382,1387],{"type":60,"tag":157,"props":1345,"children":1347},{"className":1346,"style":600},[264],[],{"type":60,"tag":157,"props":1349,"children":1351},{"className":1350},[318],[1352],{"type":66,"value":527},{"type":60,"tag":157,"props":1354,"children":1356},{"className":1355,"style":272},[270,271],[1357],{"type":66,"value":521},{"type":60,"tag":157,"props":1359,"children":1361},{"className":1360},[318],[1362],{"type":66,"value":527},{"type":60,"tag":157,"props":1364,"children":1366},{"className":1365,"style":272},[270,271],[1367],{"type":66,"value":185},{"type":60,"tag":157,"props":1369,"children":1371},{"className":1370},[270,271],[1372],{"type":66,"value":280},{"type":60,"tag":157,"props":1374,"children":1376},{"className":1375},[426],[1377],{"type":66,"value":544},{"type":60,"tag":157,"props":1379,"children":1381},{"className":1380,"style":431},[289],[],{"type":60,"tag":157,"props":1383,"children":1385},{"className":1384},[436],[1386],{"type":66,"value":226},{"type":60,"tag":157,"props":1388,"children":1390},{"className":1389,"style":431},[289],[],{"type":60,"tag":157,"props":1392,"children":1394},{"className":1393},[259],[1395,1399,1404,1409,1413,1418],{"type":60,"tag":157,"props":1396,"children":1398},{"className":1397,"style":600},[264],[],{"type":60,"tag":157,"props":1400,"children":1402},{"className":1401},[270],[1403],{"type":66,"value":216},{"type":60,"tag":157,"props":1405,"children":1407},{"className":1406},[426],[1408],{"type":66,"value":544},{"type":60,"tag":157,"props":1410,"children":1412},{"className":1411,"style":431},[289],[],{"type":60,"tag":157,"props":1414,"children":1416},{"className":1415},[436],[1417],{"type":66,"value":237},{"type":60,"tag":157,"props":1419,"children":1421},{"className":1420,"style":431},[289],[],{"type":60,"tag":157,"props":1423,"children":1425},{"className":1424},[259],[1426,1430,1435,1440,1445,1450,1456,1461,1465,1470],{"type":60,"tag":157,"props":1427,"children":1429},{"className":1428,"style":600},[264],[],{"type":60,"tag":157,"props":1431,"children":1433},{"className":1432},[318],[1434],{"type":66,"value":527},{"type":60,"tag":157,"props":1436,"children":1438},{"className":1437,"style":272},[270,271],[1439],{"type":66,"value":521},{"type":60,"tag":157,"props":1441,"children":1443},{"className":1442},[318],[1444],{"type":66,"value":527},{"type":60,"tag":157,"props":1446,"children":1448},{"className":1447},[270,271],[1449],{"type":66,"value":1267},{"type":60,"tag":157,"props":1451,"children":1453},{"className":1452},[270,271],[1454],{"type":66,"value":1455},"ose",{"type":60,"tag":157,"props":1457,"children":1459},{"className":1458},[426],[1460],{"type":66,"value":544},{"type":60,"tag":157,"props":1462,"children":1464},{"className":1463,"style":431},[289],[],{"type":60,"tag":157,"props":1466,"children":1468},{"className":1467},[436],[1469],{"type":66,"value":226},{"type":60,"tag":157,"props":1471,"children":1473},{"className":1472,"style":431},[289],[],{"type":60,"tag":157,"props":1475,"children":1477},{"className":1476},[259],[1478,1482,1487,1492],{"type":60,"tag":157,"props":1479,"children":1481},{"className":1480,"style":600},[264],[],{"type":60,"tag":157,"props":1483,"children":1485},{"className":1484},[270],[1486],{"type":66,"value":1294},{"type":60,"tag":157,"props":1488,"children":1490},{"className":1489},[270],[1491],{"type":66,"value":216},{"type":60,"tag":157,"props":1493,"children":1495},{"className":1494},[426],[1496],{"type":66,"value":544},{"type":60,"tag":157,"props":1498,"children":1500},{"className":1499},[160],[1501,1590],{"type":60,"tag":157,"props":1502,"children":1504},{"className":1503},[165],[1505],{"type":60,"tag":168,"props":1506,"children":1507},{"xmlns":170},[1508],{"type":60,"tag":173,"props":1509,"children":1510},{},[1511,1585],{"type":60,"tag":177,"props":1512,"children":1513},{},[1514,1518,1522,1526,1531,1535,1539,1543,1547,1551,1556,1560,1564,1568,1572,1576,1580],{"type":60,"tag":181,"props":1515,"children":1516},{},[1517],{"type":66,"value":1179},{"type":60,"tag":202,"props":1519,"children":1520},{},[1521],{"type":66,"value":549},{"type":60,"tag":202,"props":1523,"children":1524},{"stretchy":524},[1525],{"type":66,"value":527},{"type":60,"tag":212,"props":1527,"children":1528},{},[1529],{"type":66,"value":1530},"0.486",{"type":60,"tag":202,"props":1532,"children":1533},{},[1534],{"type":66,"value":226},{"type":60,"tag":212,"props":1536,"children":1537},{},[1538],{"type":66,"value":216},{"type":60,"tag":202,"props":1540,"children":1541},{"stretchy":524},[1542],{"type":66,"value":544},{"type":60,"tag":202,"props":1544,"children":1545},{},[1546],{"type":66,"value":237},{"type":60,"tag":202,"props":1548,"children":1549},{"stretchy":524},[1550],{"type":66,"value":527},{"type":60,"tag":212,"props":1552,"children":1553},{},[1554],{"type":66,"value":1555},"0.514",{"type":60,"tag":202,"props":1557,"children":1558},{},[1559],{"type":66,"value":226},{"type":60,"tag":202,"props":1561,"children":1562},{},[1563],{"type":66,"value":1294},{"type":60,"tag":212,"props":1565,"children":1566},{},[1567],{"type":66,"value":216},{"type":60,"tag":202,"props":1569,"children":1570},{"stretchy":524},[1571],{"type":66,"value":544},{"type":60,"tag":202,"props":1573,"children":1574},{},[1575],{"type":66,"value":549},{"type":60,"tag":202,"props":1577,"children":1578},{},[1579],{"type":66,"value":1294},{"type":60,"tag":212,"props":1581,"children":1582},{},[1583],{"type":66,"value":1584},"0.027",{"type":60,"tag":244,"props":1586,"children":1587},{"encoding":246},[1588],{"type":66,"value":1589},"E = (0.486 \\times 1) + (0.514 \\times -1) = -0.027\n",{"type":60,"tag":157,"props":1591,"children":1593},{"className":1592,"ariaHidden":254},[253],[1594,1620,1651,1682,1713,1749],{"type":60,"tag":157,"props":1595,"children":1597},{"className":1596},[259],[1598,1602,1607,1611,1616],{"type":60,"tag":157,"props":1599,"children":1601},{"className":1600,"style":1319},[264],[],{"type":60,"tag":157,"props":1603,"children":1605},{"className":1604,"style":1324},[270,271],[1606],{"type":66,"value":1179},{"type":60,"tag":157,"props":1608,"children":1610},{"className":1609,"style":290},[289],[],{"type":60,"tag":157,"props":1612,"children":1614},{"className":1613},[295],[1615],{"type":66,"value":549},{"type":60,"tag":157,"props":1617,"children":1619},{"className":1618,"style":290},[289],[],{"type":60,"tag":157,"props":1621,"children":1623},{"className":1622},[259],[1624,1628,1633,1638,1642,1647],{"type":60,"tag":157,"props":1625,"children":1627},{"className":1626,"style":600},[264],[],{"type":60,"tag":157,"props":1629,"children":1631},{"className":1630},[318],[1632],{"type":66,"value":527},{"type":60,"tag":157,"props":1634,"children":1636},{"className":1635},[270],[1637],{"type":66,"value":1530},{"type":60,"tag":157,"props":1639,"children":1641},{"className":1640,"style":431},[289],[],{"type":60,"tag":157,"props":1643,"children":1645},{"className":1644},[436],[1646],{"type":66,"value":226},{"type":60,"tag":157,"props":1648,"children":1650},{"className":1649,"style":431},[289],[],{"type":60,"tag":157,"props":1652,"children":1654},{"className":1653},[259],[1655,1659,1664,1669,1673,1678],{"type":60,"tag":157,"props":1656,"children":1658},{"className":1657,"style":600},[264],[],{"type":60,"tag":157,"props":1660,"children":1662},{"className":1661},[270],[1663],{"type":66,"value":216},{"type":60,"tag":157,"props":1665,"children":1667},{"className":1666},[426],[1668],{"type":66,"value":544},{"type":60,"tag":157,"props":1670,"children":1672},{"className":1671,"style":431},[289],[],{"type":60,"tag":157,"props":1674,"children":1676},{"className":1675},[436],[1677],{"type":66,"value":237},{"type":60,"tag":157,"props":1679,"children":1681},{"className":1680,"style":431},[289],[],{"type":60,"tag":157,"props":1683,"children":1685},{"className":1684},[259],[1686,1690,1695,1700,1704,1709],{"type":60,"tag":157,"props":1687,"children":1689},{"className":1688,"style":600},[264],[],{"type":60,"tag":157,"props":1691,"children":1693},{"className":1692},[318],[1694],{"type":66,"value":527},{"type":60,"tag":157,"props":1696,"children":1698},{"className":1697},[270],[1699],{"type":66,"value":1555},{"type":60,"tag":157,"props":1701,"children":1703},{"className":1702,"style":431},[289],[],{"type":60,"tag":157,"props":1705,"children":1707},{"className":1706},[436],[1708],{"type":66,"value":226},{"type":60,"tag":157,"props":1710,"children":1712},{"className":1711,"style":431},[289],[],{"type":60,"tag":157,"props":1714,"children":1716},{"className":1715},[259],[1717,1721,1726,1731,1736,1740,1745],{"type":60,"tag":157,"props":1718,"children":1720},{"className":1719,"style":600},[264],[],{"type":60,"tag":157,"props":1722,"children":1724},{"className":1723},[270],[1725],{"type":66,"value":1294},{"type":60,"tag":157,"props":1727,"children":1729},{"className":1728},[270],[1730],{"type":66,"value":216},{"type":60,"tag":157,"props":1732,"children":1734},{"className":1733},[426],[1735],{"type":66,"value":544},{"type":60,"tag":157,"props":1737,"children":1739},{"className":1738,"style":290},[289],[],{"type":60,"tag":157,"props":1741,"children":1743},{"className":1742},[295],[1744],{"type":66,"value":549},{"type":60,"tag":157,"props":1746,"children":1748},{"className":1747,"style":290},[289],[],{"type":60,"tag":157,"props":1750,"children":1752},{"className":1751},[259],[1753,1758,1763],{"type":60,"tag":157,"props":1754,"children":1757},{"className":1755,"style":1756},[264],"height:0.7278em;vertical-align:-0.0833em;",[],{"type":60,"tag":157,"props":1759,"children":1761},{"className":1760},[270],[1762],{"type":66,"value":1294},{"type":60,"tag":157,"props":1764,"children":1766},{"className":1765},[270],[1767],{"type":66,"value":1584},{"type":60,"tag":69,"props":1769,"children":1770},{},[1771,1773,2081,2083,2088],{"type":66,"value":1772},"Bu, oynanan her 100",{"type":60,"tag":157,"props":1774,"children":1776},{"className":1775},[160],[1777,1906],{"type":60,"tag":157,"props":1778,"children":1780},{"className":1779},[165],[1781],{"type":60,"tag":168,"props":1782,"children":1783},{"xmlns":170},[1784],{"type":60,"tag":173,"props":1785,"children":1786},{},[1787,1901],{"type":60,"tag":177,"props":1788,"children":1789},{},[1790,1794,1808,1812,1816,1820,1824,1829,1833,1837,1841,1845,1849,1853,1858,1862,1866,1871,1875,1879,1883,1888,1892,1896],{"type":60,"tag":181,"props":1791,"children":1792},{},[1793],{"type":66,"value":190},{"type":60,"tag":1795,"props":1796,"children":1797},"mover",{"accent":254},[1798,1803],{"type":60,"tag":181,"props":1799,"children":1800},{},[1801],{"type":66,"value":1802},"c",{"type":60,"tag":202,"props":1804,"children":1805},{},[1806],{"type":66,"value":1807},"\\c",{"type":60,"tag":181,"props":1809,"children":1810},{},[1811],{"type":66,"value":190},{"type":60,"tag":181,"props":1813,"children":1814},{},[1815],{"type":66,"value":195},{"type":60,"tag":181,"props":1817,"children":1818},{},[1819],{"type":66,"value":190},{"type":60,"tag":181,"props":1821,"children":1822},{},[1823],{"type":66,"value":200},{"type":60,"tag":181,"props":1825,"children":1826},{},[1827],{"type":66,"value":1828},"t",{"type":60,"tag":181,"props":1830,"children":1831},{},[1832],{"type":66,"value":96},{"type":60,"tag":181,"props":1834,"children":1835},{},[1836],{"type":66,"value":1828},{"type":60,"tag":181,"props":1838,"children":1839},{},[1840],{"type":66,"value":190},{"type":60,"tag":181,"props":1842,"children":1843},{},[1844],{"type":66,"value":200},{"type":60,"tag":181,"props":1846,"children":1847},{},[1848],{"type":66,"value":1828},{"type":60,"tag":181,"props":1850,"children":1851},{},[1852],{"type":66,"value":190},{"type":60,"tag":181,"props":1854,"children":1855},{},[1856],{"type":66,"value":1857},"k",{"type":60,"tag":181,"props":1859,"children":1860},{},[1861],{"type":66,"value":200},{"type":60,"tag":181,"props":1863,"children":1864},{},[1865],{"type":66,"value":1281},{"type":60,"tag":181,"props":1867,"children":1868},{},[1869],{"type":66,"value":1870},"l",{"type":60,"tag":181,"props":1872,"children":1873},{},[1874],{"type":66,"value":1272},{"type":60,"tag":181,"props":1876,"children":1877},{},[1878],{"type":66,"value":1870},{"type":60,"tag":181,"props":1880,"children":1881},{},[1882],{"type":66,"value":96},{"type":60,"tag":181,"props":1884,"children":1885},{},[1886],{"type":66,"value":1887},"r",{"type":60,"tag":181,"props":1889,"children":1890},{},[1891],{"type":66,"value":96},{"type":60,"tag":181,"props":1893,"children":1894},{},[1895],{"type":66,"value":1857},{"type":60,"tag":212,"props":1897,"children":1898},{},[1899],{"type":66,"value":1900},"2.70",{"type":60,"tag":244,"props":1902,"children":1903},{"encoding":246},[1904],{"type":66,"value":1905}," için istatistiksel olarak 2.70",{"type":60,"tag":157,"props":1907,"children":1909},{"className":1908,"ariaHidden":254},[253],[1910],{"type":60,"tag":157,"props":1911,"children":1913},{"className":1912},[259],[1914,1918,1923,1989,1995,2000,2005,2010,2015,2020,2025,2030,2037,2043,2049,2054,2059,2064,2070,2076],{"type":60,"tag":157,"props":1915,"children":1917},{"className":1916,"style":600},[264],[],{"type":60,"tag":157,"props":1919,"children":1921},{"className":1920},[270,271],[1922],{"type":66,"value":190},{"type":60,"tag":157,"props":1924,"children":1927},{"className":1925},[270,1926],"accent",[1928],{"type":60,"tag":157,"props":1929,"children":1931},{"className":1930},[328,329],[1932,1977],{"type":60,"tag":157,"props":1933,"children":1935},{"className":1934},[334],[1936,1972],{"type":60,"tag":157,"props":1937,"children":1940},{"className":1938,"style":1939},[339],"height:0.75em;",[1941,1954],{"type":60,"tag":157,"props":1942,"children":1944},{"style":1943},"top:-3em;",[1945,1949],{"type":60,"tag":157,"props":1946,"children":1948},{"className":1947,"style":350},[349],[],{"type":60,"tag":157,"props":1950,"children":1952},{"className":1951},[270,271],[1953],{"type":66,"value":1802},{"type":60,"tag":157,"props":1955,"children":1956},{"style":1943},[1957,1961],{"type":60,"tag":157,"props":1958,"children":1960},{"className":1959,"style":350},[349],[],{"type":60,"tag":157,"props":1962,"children":1966},{"className":1963,"style":1965},[1964],"accent-body","left:-0.1944em;",[1967],{"type":60,"tag":157,"props":1968,"children":1970},{"className":1969},[270],[1971],{"type":66,"value":1807},{"type":60,"tag":157,"props":1973,"children":1975},{"className":1974},[407],[1976],{"type":66,"value":410},{"type":60,"tag":157,"props":1978,"children":1980},{"className":1979},[334],[1981],{"type":60,"tag":157,"props":1982,"children":1985},{"className":1983,"style":1984},[339],"height:0.25em;",[1986],{"type":60,"tag":157,"props":1987,"children":1988},{},[],{"type":60,"tag":157,"props":1990,"children":1992},{"className":1991},[270,271],[1993],{"type":66,"value":1994},"ini",{"type":60,"tag":157,"props":1996,"children":1998},{"className":1997},[270,271],[1999],{"type":66,"value":200},{"type":60,"tag":157,"props":2001,"children":2003},{"className":2002},[270,271],[2004],{"type":66,"value":1828},{"type":60,"tag":157,"props":2006,"children":2008},{"className":2007},[270,271],[2009],{"type":66,"value":96},{"type":60,"tag":157,"props":2011,"children":2013},{"className":2012},[270,271],[2014],{"type":66,"value":1828},{"type":60,"tag":157,"props":2016,"children":2018},{"className":2017},[270,271],[2019],{"type":66,"value":190},{"type":60,"tag":157,"props":2021,"children":2023},{"className":2022},[270,271],[2024],{"type":66,"value":200},{"type":60,"tag":157,"props":2026,"children":2028},{"className":2027},[270,271],[2029],{"type":66,"value":1828},{"type":60,"tag":157,"props":2031,"children":2034},{"className":2032,"style":2033},[270,271],"margin-right:0.0315em;",[2035],{"type":66,"value":2036},"ik",{"type":60,"tag":157,"props":2038,"children":2040},{"className":2039},[270,271],[2041],{"type":66,"value":2042},"se",{"type":60,"tag":157,"props":2044,"children":2047},{"className":2045,"style":2046},[270,271],"margin-right:0.0197em;",[2048],{"type":66,"value":1870},{"type":60,"tag":157,"props":2050,"children":2052},{"className":2051},[270,271],[2053],{"type":66,"value":1272},{"type":60,"tag":157,"props":2055,"children":2057},{"className":2056,"style":2046},[270,271],[2058],{"type":66,"value":1870},{"type":60,"tag":157,"props":2060,"children":2062},{"className":2061},[270,271],[2063],{"type":66,"value":96},{"type":60,"tag":157,"props":2065,"children":2068},{"className":2066,"style":2067},[270,271],"margin-right:0.0278em;",[2069],{"type":66,"value":1887},{"type":60,"tag":157,"props":2071,"children":2073},{"className":2072,"style":2033},[270,271],[2074],{"type":66,"value":2075},"ak",{"type":60,"tag":157,"props":2077,"children":2079},{"className":2078},[270],[2080],{"type":66,"value":1900},{"type":66,"value":2082}," kaybedeceğiniz anlamına gelir. Labouchere sistemi, kazanç ve kayıpların ",{"type":60,"tag":73,"props":2084,"children":2085},{},[2086],{"type":66,"value":2087},"dağılımını",{"type":66,"value":2089}," değiştirir (birçok küçük kazanç, nadir yıkıcı kayıplar), ancak EV'yi değiştirmez.",{"type":60,"tag":69,"props":2091,"children":2092},{},[2093,2095,2101],{"type":66,"value":2094},"Beklenen değer hakkında daha fazla bilgi için ",{"type":60,"tag":96,"props":2096,"children":2098},{"href":2097},"\u002Fblog\u002Fkelly-criterion-explained",[2099],{"type":66,"value":2100},"Kelly Kriteri",{"type":66,"value":2102}," rehberimizi okuyun.",{"type":60,"tag":61,"props":2104,"children":2106},{"id":2105},"i̇flas-olasılığı-probability-of-ruin",[2107],{"type":66,"value":2108},"İflas Olasılığı (Probability of Ruin)",{"type":60,"tag":69,"props":2110,"children":2111},{},[2112,2114,2119],{"type":66,"value":2113},"Labouchere'deki ana risk ",{"type":60,"tag":73,"props":2115,"children":2116},{},[2117],{"type":66,"value":2118},"Masa Limiti",{"type":66,"value":2120},"ne çarpmaktır. Dizi büyüdükçe, gereken bahis miktarı doğrusal olarak artar.",{"type":60,"tag":69,"props":2122,"children":2123},{},[2124,2126,2130,2132,2137,2139,2143],{"type":66,"value":2125},"Eğer ",{"type":60,"tag":73,"props":2127,"children":2128},{},[2129],{"type":66,"value":1267},{"type":66,"value":2131}," masa limiti ve ",{"type":60,"tag":73,"props":2133,"children":2134},{},[2135],{"type":66,"value":2136},"B₀",{"type":66,"value":2138}," taban bahisinizse, dayanabileceğiniz maksimum ardışık kayıp sayısı ",{"type":60,"tag":73,"props":2140,"children":2141},{},[2142],{"type":66,"value":1857},{"type":66,"value":2144}," şudur:",{"type":60,"tag":157,"props":2146,"children":2148},{"className":2147},[160],[2149,2262],{"type":60,"tag":157,"props":2150,"children":2152},{"className":2151},[165],[2153],{"type":60,"tag":168,"props":2154,"children":2155},{"xmlns":170},[2156],{"type":60,"tag":173,"props":2157,"children":2158},{},[2159,2257],{"type":60,"tag":177,"props":2160,"children":2161},{},[2162,2187,2191,2229,2233],{"type":60,"tag":2163,"props":2164,"children":2165},"msub",{},[2166,2170],{"type":60,"tag":181,"props":2167,"children":2168},{},[2169],{"type":66,"value":1857},{"type":60,"tag":177,"props":2171,"children":2172},{},[2173,2178,2182],{"type":60,"tag":181,"props":2174,"children":2175},{},[2176],{"type":66,"value":2177},"m",{"type":60,"tag":181,"props":2179,"children":2180},{},[2181],{"type":66,"value":96},{"type":60,"tag":181,"props":2183,"children":2184},{},[2185],{"type":66,"value":2186},"x",{"type":60,"tag":202,"props":2188,"children":2189},{},[2190],{"type":66,"value":567},{"type":60,"tag":208,"props":2192,"children":2193},{},[2194,2218],{"type":60,"tag":177,"props":2195,"children":2196},{},[2197,2201,2205],{"type":60,"tag":181,"props":2198,"children":2199},{},[2200],{"type":66,"value":1267},{"type":60,"tag":202,"props":2202,"children":2203},{},[2204],{"type":66,"value":1294},{"type":60,"tag":2163,"props":2206,"children":2207},{},[2208,2213],{"type":60,"tag":181,"props":2209,"children":2210},{},[2211],{"type":66,"value":2212},"B",{"type":60,"tag":212,"props":2214,"children":2215},{},[2216],{"type":66,"value":2217},"0",{"type":60,"tag":2163,"props":2219,"children":2220},{},[2221,2225],{"type":60,"tag":181,"props":2222,"children":2223},{},[2224],{"type":66,"value":2212},{"type":60,"tag":212,"props":2226,"children":2227},{},[2228],{"type":66,"value":2217},{"type":60,"tag":202,"props":2230,"children":2231},{},[2232],{"type":66,"value":226},{"type":60,"tag":177,"props":2234,"children":2235},{},[2236,2241,2253],{"type":60,"tag":228,"props":2237,"children":2238},{},[2239],{"type":66,"value":2240},"Fakt",{"type":60,"tag":1795,"props":2242,"children":2243},{"accent":254},[2244,2248],{"type":60,"tag":228,"props":2245,"children":2246},{},[2247],{"type":66,"value":1272},{"type":60,"tag":202,"props":2249,"children":2250},{},[2251],{"type":66,"value":2252},"¨",{"type":60,"tag":228,"props":2254,"children":2255},{},[2256],{"type":66,"value":1887},{"type":60,"tag":244,"props":2258,"children":2259},{"encoding":246},[2260],{"type":66,"value":2261},"k_{max} \\approx \\frac{L - B_0}{B_0} \\times \\text{Faktör}\n",{"type":60,"tag":157,"props":2263,"children":2265},{"className":2264,"ariaHidden":254},[253],[2266,2360,2601],{"type":60,"tag":157,"props":2267,"children":2269},{"className":2268},[259],[2270,2275,2347,2351,2356],{"type":60,"tag":157,"props":2271,"children":2274},{"className":2272,"style":2273},[264],"height:0.8444em;vertical-align:-0.15em;",[],{"type":60,"tag":157,"props":2276,"children":2278},{"className":2277},[270],[2279,2284],{"type":60,"tag":157,"props":2280,"children":2282},{"className":2281,"style":2033},[270,271],[2283],{"type":66,"value":1857},{"type":60,"tag":157,"props":2285,"children":2288},{"className":2286},[2287],"msupsub",[2289],{"type":60,"tag":157,"props":2290,"children":2292},{"className":2291},[328,329],[2293,2335],{"type":60,"tag":157,"props":2294,"children":2296},{"className":2295},[334],[2297,2330],{"type":60,"tag":157,"props":2298,"children":2301},{"className":2299,"style":2300},[339],"height:0.1514em;",[2302],{"type":60,"tag":157,"props":2303,"children":2305},{"style":2304},"top:-2.55em;margin-left:-0.0315em;margin-right:0.05em;",[2306,2311],{"type":60,"tag":157,"props":2307,"children":2310},{"className":2308,"style":2309},[349],"height:2.7em;",[],{"type":60,"tag":157,"props":2312,"children":2314},{"className":2313},[355,356,357,358],[2315],{"type":60,"tag":157,"props":2316,"children":2318},{"className":2317},[270,358],[2319,2325],{"type":60,"tag":157,"props":2320,"children":2322},{"className":2321},[270,271,358],[2323],{"type":66,"value":2324},"ma",{"type":60,"tag":157,"props":2326,"children":2328},{"className":2327},[270,271,358],[2329],{"type":66,"value":2186},{"type":60,"tag":157,"props":2331,"children":2333},{"className":2332},[407],[2334],{"type":66,"value":410},{"type":60,"tag":157,"props":2336,"children":2338},{"className":2337},[334],[2339],{"type":60,"tag":157,"props":2340,"children":2343},{"className":2341,"style":2342},[339],"height:0.15em;",[2344],{"type":60,"tag":157,"props":2345,"children":2346},{},[],{"type":60,"tag":157,"props":2348,"children":2350},{"className":2349,"style":290},[289],[],{"type":60,"tag":157,"props":2352,"children":2354},{"className":2353},[295],[2355],{"type":66,"value":567},{"type":60,"tag":157,"props":2357,"children":2359},{"className":2358,"style":290},[289],[],{"type":60,"tag":157,"props":2361,"children":2363},{"className":2362},[259],[2364,2369,2588,2592,2597],{"type":60,"tag":157,"props":2365,"children":2368},{"className":2366,"style":2367},[264],"height:1.3335em;vertical-align:-0.4451em;",[],{"type":60,"tag":157,"props":2370,"children":2372},{"className":2371},[270],[2373,2377,2584],{"type":60,"tag":157,"props":2374,"children":2376},{"className":2375},[318,319],[],{"type":60,"tag":157,"props":2378,"children":2380},{"className":2379},[208],[2381],{"type":60,"tag":157,"props":2382,"children":2384},{"className":2383},[328,329],[2385,2572],{"type":60,"tag":157,"props":2386,"children":2388},{"className":2387},[334],[2389,2567],{"type":60,"tag":157,"props":2390,"children":2393},{"className":2391,"style":2392},[339],"height:0.8884em;",[2394,2473,2484],{"type":60,"tag":157,"props":2395,"children":2396},{"style":344},[2397,2401],{"type":60,"tag":157,"props":2398,"children":2400},{"className":2399,"style":350},[349],[],{"type":60,"tag":157,"props":2402,"children":2404},{"className":2403},[355,356,357,358],[2405],{"type":60,"tag":157,"props":2406,"children":2408},{"className":2407},[270,358],[2409],{"type":60,"tag":157,"props":2410,"children":2412},{"className":2411},[270,358],[2413,2419],{"type":60,"tag":157,"props":2414,"children":2417},{"className":2415,"style":2416},[270,271,358],"margin-right:0.0502em;",[2418],{"type":66,"value":2212},{"type":60,"tag":157,"props":2420,"children":2422},{"className":2421},[2287],[2423],{"type":60,"tag":157,"props":2424,"children":2426},{"className":2425},[328,329],[2427,2461],{"type":60,"tag":157,"props":2428,"children":2430},{"className":2429},[334],[2431,2456],{"type":60,"tag":157,"props":2432,"children":2435},{"className":2433,"style":2434},[339],"height:0.3173em;",[2436],{"type":60,"tag":157,"props":2437,"children":2439},{"style":2438},"top:-2.357em;margin-left:-0.0502em;margin-right:0.0714em;",[2440,2445],{"type":60,"tag":157,"props":2441,"children":2444},{"className":2442,"style":2443},[349],"height:2.5em;",[],{"type":60,"tag":157,"props":2446,"children":2450},{"className":2447},[355,2448,2449,358],"reset-size3","size1",[2451],{"type":60,"tag":157,"props":2452,"children":2454},{"className":2453},[270,358],[2455],{"type":66,"value":2217},{"type":60,"tag":157,"props":2457,"children":2459},{"className":2458},[407],[2460],{"type":66,"value":410},{"type":60,"tag":157,"props":2462,"children":2464},{"className":2463},[334],[2465],{"type":60,"tag":157,"props":2466,"children":2469},{"className":2467,"style":2468},[339],"height:0.143em;",[2470],{"type":60,"tag":157,"props":2471,"children":2472},{},[],{"type":60,"tag":157,"props":2474,"children":2475},{"style":371},[2476,2480],{"type":60,"tag":157,"props":2477,"children":2479},{"className":2478,"style":350},[349],[],{"type":60,"tag":157,"props":2481,"children":2483},{"className":2482,"style":381},[380],[],{"type":60,"tag":157,"props":2485,"children":2487},{"style":2486},"top:-3.4101em;",[2488,2492],{"type":60,"tag":157,"props":2489,"children":2491},{"className":2490,"style":350},[349],[],{"type":60,"tag":157,"props":2493,"children":2495},{"className":2494},[355,356,357,358],[2496],{"type":60,"tag":157,"props":2497,"children":2499},{"className":2498},[270,358],[2500,2505,2510],{"type":60,"tag":157,"props":2501,"children":2503},{"className":2502},[270,271,358],[2504],{"type":66,"value":1267},{"type":60,"tag":157,"props":2506,"children":2508},{"className":2507},[436,358],[2509],{"type":66,"value":1294},{"type":60,"tag":157,"props":2511,"children":2513},{"className":2512},[270,358],[2514,2519],{"type":60,"tag":157,"props":2515,"children":2517},{"className":2516,"style":2416},[270,271,358],[2518],{"type":66,"value":2212},{"type":60,"tag":157,"props":2520,"children":2522},{"className":2521},[2287],[2523],{"type":60,"tag":157,"props":2524,"children":2526},{"className":2525},[328,329],[2527,2556],{"type":60,"tag":157,"props":2528,"children":2530},{"className":2529},[334],[2531,2551],{"type":60,"tag":157,"props":2532,"children":2534},{"className":2533,"style":2434},[339],[2535],{"type":60,"tag":157,"props":2536,"children":2537},{"style":2438},[2538,2542],{"type":60,"tag":157,"props":2539,"children":2541},{"className":2540,"style":2443},[349],[],{"type":60,"tag":157,"props":2543,"children":2545},{"className":2544},[355,2448,2449,358],[2546],{"type":60,"tag":157,"props":2547,"children":2549},{"className":2548},[270,358],[2550],{"type":66,"value":2217},{"type":60,"tag":157,"props":2552,"children":2554},{"className":2553},[407],[2555],{"type":66,"value":410},{"type":60,"tag":157,"props":2557,"children":2559},{"className":2558},[334],[2560],{"type":60,"tag":157,"props":2561,"children":2563},{"className":2562,"style":2468},[339],[2564],{"type":60,"tag":157,"props":2565,"children":2566},{},[],{"type":60,"tag":157,"props":2568,"children":2570},{"className":2569},[407],[2571],{"type":66,"value":410},{"type":60,"tag":157,"props":2573,"children":2575},{"className":2574},[334],[2576],{"type":60,"tag":157,"props":2577,"children":2580},{"className":2578,"style":2579},[339],"height:0.4451em;",[2581],{"type":60,"tag":157,"props":2582,"children":2583},{},[],{"type":60,"tag":157,"props":2585,"children":2587},{"className":2586},[426,319],[],{"type":60,"tag":157,"props":2589,"children":2591},{"className":2590,"style":431},[289],[],{"type":60,"tag":157,"props":2593,"children":2595},{"className":2594},[436],[2596],{"type":66,"value":226},{"type":60,"tag":157,"props":2598,"children":2600},{"className":2599,"style":431},[289],[],{"type":60,"tag":157,"props":2602,"children":2604},{"className":2603},[259],[2605,2610],{"type":60,"tag":157,"props":2606,"children":2609},{"className":2607,"style":2608},[264],"height:0.6944em;",[],{"type":60,"tag":157,"props":2611,"children":2613},{"className":2612},[270,66],[2614,2619,2665],{"type":60,"tag":157,"props":2615,"children":2617},{"className":2616},[270],[2618],{"type":66,"value":2240},{"type":60,"tag":157,"props":2620,"children":2622},{"className":2621},[270,1926],[2623],{"type":60,"tag":157,"props":2624,"children":2626},{"className":2625},[328],[2627],{"type":60,"tag":157,"props":2628,"children":2630},{"className":2629},[334],[2631],{"type":60,"tag":157,"props":2632,"children":2635},{"className":2633,"style":2634},[339],"height:0.6679em;",[2636,2648],{"type":60,"tag":157,"props":2637,"children":2638},{"style":1943},[2639,2643],{"type":60,"tag":157,"props":2640,"children":2642},{"className":2641,"style":350},[349],[],{"type":60,"tag":157,"props":2644,"children":2646},{"className":2645},[270],[2647],{"type":66,"value":1272},{"type":60,"tag":157,"props":2649,"children":2650},{"style":1943},[2651,2655],{"type":60,"tag":157,"props":2652,"children":2654},{"className":2653,"style":350},[349],[],{"type":60,"tag":157,"props":2656,"children":2659},{"className":2657,"style":2658},[1964],"left:-0.25em;",[2660],{"type":60,"tag":157,"props":2661,"children":2663},{"className":2662},[270],[2664],{"type":66,"value":2252},{"type":60,"tag":157,"props":2666,"children":2668},{"className":2667},[270],[2669],{"type":66,"value":1887},{"type":60,"tag":69,"props":2671,"children":2672},{},[2673,2675,2679],{"type":66,"value":2674},"Gereken bahis ",{"type":60,"tag":73,"props":2676,"children":2677},{},[2678],{"type":66,"value":1267},{"type":66,"value":2680},"'yi aştığında sistem başarısız olur ve kayıpları telafi edemezsiniz.",{"type":60,"tag":69,"props":2682,"children":2683},{},[2684,2690],{"type":60,"tag":96,"props":2685,"children":2687},{"href":2686},"\u002Fblog\u002Fbankroll-management-guide",[2688],{"type":66,"value":2689},"Kasa Yönetimi Rehberimizden",{"type":66,"value":2691}," daha fazlasını öğrenin.",{"type":60,"tag":977,"props":2693,"children":2695},{"id":2694},"labouchere-vs-martingale-karşılaştırması",[2696],{"type":66,"value":2697},"Labouchere vs. Martingale Karşılaştırması",{"type":60,"tag":996,"props":2699,"children":2700},{},[2701,2721],{"type":60,"tag":1000,"props":2702,"children":2703},{},[2704],{"type":60,"tag":52,"props":2705,"children":2706},{},[2707,2712,2716],{"type":60,"tag":1007,"props":2708,"children":2709},{"align":1009},[2710],{"type":66,"value":2711},"Özellik",{"type":60,"tag":1007,"props":2713,"children":2714},{"align":1009},[2715],{"type":66,"value":101},{"type":60,"tag":1007,"props":2717,"children":2718},{"align":1009},[2719],{"type":66,"value":2720},"Labouchere",{"type":60,"tag":1039,"props":2722,"children":2723},{},[2724,2757,2778],{"type":60,"tag":52,"props":2725,"children":2726},{},[2727,2735,2746],{"type":60,"tag":1046,"props":2728,"children":2729},{"align":1009},[2730],{"type":60,"tag":73,"props":2731,"children":2732},{},[2733],{"type":66,"value":2734},"Progresyon",{"type":60,"tag":1046,"props":2736,"children":2737},{"align":1009},[2738,2744],{"type":60,"tag":912,"props":2739,"children":2741},{"className":2740},[],[2742],{"type":66,"value":2743},"Bₙ = 2ⁿ",{"type":66,"value":2745}," (Üstel)",{"type":60,"tag":1046,"props":2747,"children":2748},{"align":1009},[2749,2755],{"type":60,"tag":912,"props":2750,"children":2752},{"className":2751},[],[2753],{"type":66,"value":2754},"Bₙ ≈ n × C",{"type":66,"value":2756}," (Doğrusal)",{"type":60,"tag":52,"props":2758,"children":2759},{},[2760,2768,2773],{"type":60,"tag":1046,"props":2761,"children":2762},{"align":1009},[2763],{"type":60,"tag":73,"props":2764,"children":2765},{},[2766],{"type":66,"value":2767},"Risk",{"type":60,"tag":1046,"props":2769,"children":2770},{"align":1009},[2771],{"type":66,"value":2772},"Aşırı (tek kayıp kasayı siler)",{"type":60,"tag":1046,"props":2774,"children":2775},{"align":1009},[2776],{"type":66,"value":2777},"Yüksek (uzun kayıp serileri)",{"type":60,"tag":52,"props":2779,"children":2780},{},[2781,2789,2794],{"type":60,"tag":1046,"props":2782,"children":2783},{"align":1009},[2784],{"type":60,"tag":73,"props":2785,"children":2786},{},[2787],{"type":66,"value":2788},"Süre",{"type":60,"tag":1046,"props":2790,"children":2791},{"align":1009},[2792],{"type":66,"value":2793},"Kısa oturumlar",{"type":60,"tag":1046,"props":2795,"children":2796},{"align":1009},[2797],{"type":66,"value":2798},"Uzun, öğütücü oturumlar",{"type":60,"tag":69,"props":2800,"children":2801},{},[2802,2804,2809],{"type":66,"value":2803},"Detaylı bir karşılaştırma için ",{"type":60,"tag":96,"props":2805,"children":2806},{"href":98},[2807],{"type":66,"value":2808},"Martingale vs Fibonacci",{"type":66,"value":2810}," yazımızı okuyun.",{"type":60,"tag":61,"props":2812,"children":2814},{"id":2813},"alternatif-bahis-sistemleri",[2815],{"type":66,"value":2816},"Alternatif Bahis Sistemleri",{"type":60,"tag":69,"props":2818,"children":2819},{},[2820],{"type":66,"value":2821},"Eğer Labouchere tarzınıza uymuyorsa, şu alternatifleri düşünün:",{"type":60,"tag":2823,"props":2824,"children":2825},"ul",{},[2826,2840,2854],{"type":60,"tag":925,"props":2827,"children":2828},{},[2829,2838],{"type":60,"tag":73,"props":2830,"children":2831},{},[2832],{"type":60,"tag":96,"props":2833,"children":2835},{"href":2834},"\u002Fblog\u002Fdalembert-strategy",[2836],{"type":66,"value":2837},"D'Alembert Stratejisi",{"type":66,"value":2839}," — Daha yumuşak bir negatif progresyon sistemi",{"type":60,"tag":925,"props":2841,"children":2842},{},[2843,2852],{"type":60,"tag":73,"props":2844,"children":2845},{},[2846],{"type":60,"tag":96,"props":2847,"children":2849},{"href":2848},"\u002Fblog\u002Foscars-grind",[2850],{"type":66,"value":2851},"Oscar's Grind",{"type":66,"value":2853}," — Küçük kârlar elde etmek için tasarlanmış pozitif bir progresyon",{"type":60,"tag":925,"props":2855,"children":2856},{},[2857,2864],{"type":60,"tag":73,"props":2858,"children":2859},{},[2860],{"type":60,"tag":96,"props":2861,"children":2862},{"href":2097},[2863],{"type":66,"value":2100},{"type":66,"value":2865}," — Avantaja dayalı matematiksel olarak optimal bahis",{"type":60,"tag":61,"props":2867,"children":2869},{"id":2868},"pratik-yapmak-i̇çin-araçlar",[2870],{"type":66,"value":2871},"Pratik Yapmak İçin Araçlar",{"type":60,"tag":69,"props":2873,"children":2874},{},[2875],{"type":66,"value":2876},"Sistemi ustalaştırmak için bu hesaplayıcıları kullanın:",{"type":60,"tag":2823,"props":2878,"children":2879},{},[2880,2893,2907,2921,2935],{"type":60,"tag":925,"props":2881,"children":2882},{},[2883,2891],{"type":60,"tag":73,"props":2884,"children":2885},{},[2886],{"type":60,"tag":96,"props":2887,"children":2888},{"href":120},[2889],{"type":66,"value":2890},"Labouchere Hesaplayıcı",{"type":66,"value":2892}," — Grafikli interaktif simülatör",{"type":60,"tag":925,"props":2894,"children":2895},{},[2896,2905],{"type":60,"tag":73,"props":2897,"children":2898},{},[2899],{"type":60,"tag":96,"props":2900,"children":2902},{"href":2901},"\u002Fbetting\u002Fkelly-calculator",[2903],{"type":66,"value":2904},"Kelly Hesaplayıcı",{"type":66,"value":2906}," — Optimal bahis miktarlarını hesaplayın",{"type":60,"tag":925,"props":2908,"children":2909},{},[2910,2919],{"type":60,"tag":73,"props":2911,"children":2912},{},[2913],{"type":60,"tag":96,"props":2914,"children":2916},{"href":2915},"\u002Fbetting\u002Fbankroll-growth-calculator",[2917],{"type":66,"value":2918},"Kasa Büyüme Hesaplayıcı",{"type":66,"value":2920}," — Kasa gidişatınızı projelendirin",{"type":60,"tag":925,"props":2922,"children":2923},{},[2924,2933],{"type":60,"tag":73,"props":2925,"children":2926},{},[2927],{"type":60,"tag":96,"props":2928,"children":2930},{"href":2929},"\u002Fbetting\u002Fstaking-plan-calculator",[2931],{"type":66,"value":2932},"Bahis Planı Hesaplayıcı",{"type":66,"value":2934}," — Farklı stratejileri karşılaştırın",{"type":60,"tag":925,"props":2936,"children":2937},{},[2938,2947],{"type":60,"tag":73,"props":2939,"children":2940},{},[2941],{"type":60,"tag":96,"props":2942,"children":2944},{"href":2943},"\u002Fbetting\u002Fhedge-calculator",[2945],{"type":66,"value":2946},"Hedge Hesaplayıcı",{"type":66,"value":2948}," — Öndeyken kârınızı kilitleyin",{"type":60,"tag":61,"props":2950,"children":2952},{"id":2951},"sonuç",[2953],{"type":66,"value":1027},{"type":60,"tag":69,"props":2955,"children":2956},{},[2957,2959,2964,2966,3055],{"type":66,"value":2958},"Labouchere sistemi matematiksel olarak büyüleyicidir çünkü oyuncuların ellerin %50'sinden azını kazansalar bile kâr etmelerine izin verir (masa limitlerinden kaçındıkları sürece). ",{"type":60,"tag":73,"props":2960,"children":2961},{},[2962],{"type":66,"value":2963},"Varyans yönetimi",{"type":66,"value":2965}," açısından Martingale'den üstündür, ancak oyuncular her zaman ",{"type":60,"tag":157,"props":2967,"children":2969},{"className":2968},[160],[2970,3006],{"type":60,"tag":157,"props":2971,"children":2973},{"className":2972},[165],[2974],{"type":60,"tag":168,"props":2975,"children":2976},{"xmlns":170},[2977],{"type":60,"tag":173,"props":2978,"children":2979},{},[2980,3001],{"type":60,"tag":177,"props":2981,"children":2982},{},[2983,2987,2992,2997],{"type":60,"tag":181,"props":2984,"children":2985},{},[2986],{"type":66,"value":1179},{"type":60,"tag":181,"props":2988,"children":2989},{},[2990],{"type":66,"value":2991},"V",{"type":60,"tag":202,"props":2993,"children":2994},{},[2995],{"type":66,"value":2996},"\u003C",{"type":60,"tag":212,"props":2998,"children":2999},{},[3000],{"type":66,"value":2217},{"type":60,"tag":244,"props":3002,"children":3003},{"encoding":246},[3004],{"type":66,"value":3005},"EV \u003C 0",{"type":60,"tag":157,"props":3007,"children":3009},{"className":3008,"ariaHidden":254},[253],[3010,3041],{"type":60,"tag":157,"props":3011,"children":3013},{"className":3012},[259],[3014,3018,3023,3028,3032,3037],{"type":60,"tag":157,"props":3015,"children":3017},{"className":3016,"style":265},[264],[],{"type":60,"tag":157,"props":3019,"children":3021},{"className":3020,"style":1324},[270,271],[3022],{"type":66,"value":1179},{"type":60,"tag":157,"props":3024,"children":3026},{"className":3025,"style":431},[270,271],[3027],{"type":66,"value":2991},{"type":60,"tag":157,"props":3029,"children":3031},{"className":3030,"style":290},[289],[],{"type":60,"tag":157,"props":3033,"children":3035},{"className":3034},[295],[3036],{"type":66,"value":2996},{"type":60,"tag":157,"props":3038,"children":3040},{"className":3039,"style":290},[289],[],{"type":60,"tag":157,"props":3042,"children":3044},{"className":3043},[259],[3045,3050],{"type":60,"tag":157,"props":3046,"children":3049},{"className":3047,"style":3048},[264],"height:0.6444em;",[],{"type":60,"tag":157,"props":3051,"children":3053},{"className":3052},[270],[3054],{"type":66,"value":2217},{"type":66,"value":3056}," olduğunu hatırlamalıdır.",{"type":60,"tag":69,"props":3058,"children":3059},{},[3060,3062,3067],{"type":66,"value":3061},"Pozitif progresyonun düşüşler sırasında kasanızı nasıl koruyabileceğini görmek için ",{"type":60,"tag":96,"props":3063,"children":3064},{"href":120},[3065],{"type":66,"value":3066},"yukarıdaki hesaplayıcıyı",{"type":66,"value":3068}," kullanarak \"Ters Labouchere\" pratiği yapın."]