[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"term-poker-pot-odds-de":3,"related-pot-odds-de":48,"mdc-ttg51s-key":63},{"id":4,"slug":5,"status":6,"section":7,"category":8,"difficulty":9,"aliases":10,"related_terms":15,"related_calculators":20,"term":24,"definition":25,"content":26,"example":27,"faq":28,"availableLocales":41},"a1c932a7-9e2f-4720-be22-6065296297ab","pot-odds","published","poker","poker-math","intermediate",[11,12,13,14],"odds","calling odds","pot ratio","price to call",[16,17,18,19],"equity","outs","implied-odds","expected-value",[21,22,23],"\u002Fpoker\u002Fpot-odds","\u002Fpoker\u002Fequity-calculator","\u002Fpoker\u002Fouts-calculator","Pot Odds","Das Verhaltnis zwischen der aktuellen Potgrosse und den Kosten eines Calls, um zu bestimmen, ob ein Call mathematisch profitabel ist — die wichtigste Berechnung im Poker, die Gewinner von Verlierern trennt.","## Was sind Pot Odds?\n\nStell dir vor: Du sitzt in einem $1\u002F$2 Cash Game. Du hast am Flop einen Flush Draw gefloppt — vier Herz auf dem Board, neun weitere im Deck, die deine Hand vervollstandigen. Dein Gegner setzt $50 in einen $100 Pot. Dein Herz sagt \"jag den Flush\", aber dein Verstand sagt \"fold, das ist zu teuer.\"\n\n**Hier ist der Knackpunkt:** Weder dein Herz noch dein untrainierter Verstand kennt die richtige Antwort. Aber Pot Odds schon.\n\n> **Einfach erklart:** Pot Odds sagen dir, welchen Prozentsatz des Pots du beitragen musst, um zu callen. Wenn deine Gewinnchance (Equity) diesen Prozentsatz ubersteigt, call. Wenn nicht, fold. Das ist buchstablich das gesamte Konzept.\n\nIn den nachsten 5 Minuten lernst du die nutzlichste mathematische Fahigkeit im Poker — genau zu wissen, wann du callen, folden oder raisen sollst, basierend auf reiner Mathematik. Kein Raten. Kein \"Gefuhl.\"\n\n## TL;DR - Schnellreferenz\n\n| Dein Draw | Outs | Equity (Flop) | Call wenn Pot Odds besser als |\n|-----------|------|---------------|-------------------------------|\n| Flush Draw | 9 | ~35% | 2:1 (33% Pot Odds) |\n| Open-Ended Straight | 8 | ~32% | 2.1:1 (32% Pot Odds) |\n| Gutshot Straight | 4 | ~17% | 5:1 (17% Pot Odds) |\n| Zwei Overcards | 6 | ~24% | 3:1 (25% Pot Odds) |\n| Flush + Gutshot | 12 | ~45% | 1.2:1 (45% Pot Odds) |\n| Set zu Full House | 7 | ~28% | 2.5:1 (28% Pot Odds) |\n\n**Die goldene Regel:** Call, wenn deine Equity % > Pot Odds %. Ansonsten fold.\n\n---\n\n## Pot Odds fur Anfanger verstehen\n\nPot Odds beantworten eine Frage: **\"Zahle ich einen fairen Preis, um die nachste Karte zu sehen?\"**\n\n### Die Pizza-Analogie\n\nStell dir vor, du und 3 Freunde bestellen Pizza. Die Rechnung betragt 40 Euro.\n\n- Wenn du 10 Euro zahlst, zahlst du 25% der Rechnung\n- Wenn du 5 Euro zahlst, zahlst du 12,5% der Rechnung\n\nBeim Poker ist die \"Rechnung\" der Gesamtpot nach deinem Call. Pot Odds sagen dir, welchen Prozentsatz du beitragst.\n\n**Die wichtigste Erkenntnis:** Wenn du 25% des Pots zahlst, musst du nur 25% der Zeit gewinnen, um break-even zu sein.\n\n### Die Kernformel\n\n$$Pot\\ Odds = \\frac{Call\\ Betrag}{Gesamtpot\\ nach\\ Call}$$\n\n**Beispiel:**\n- Pot: $100\n- Gegner setzt: $50\n- Gesamtpot nach deinem Call: $100 + $50 + $50 = $200\n- Dein Call: $50\n\n$$Pot\\ Odds = \\frac{\\$50}{\\$200} = 25\\%$$\n\nDu musst 25% des finalen Pots beitragen. **Wenn deine Hand ofter als 25% gewinnt, ist Callen profitabel.**\n\n---\n\n## Die Mathematik der Pot Odds\n\n::chart-pot-odds-decision\n::\n\n### Die Pot Odds vs Equity Regel\n\nDas ist das gesamte Konzept in einem Satz:\n\n> **Wenn deine Equity > Pot Odds Prozentsatz -> CALL**\n> **Wenn deine Equity \u003C Pot Odds Prozentsatz -> FOLD**\n\nDas war's. Alles andere sind Details.\n\n### Equity berechnen: Die 2er und 4er Regel\n\nDu musst keine Equity-Tabellen auswendig lernen. Nutze diese Abkurzung:\n\n- **Am Flop (zwei Karten kommen noch):** Multipliziere Outs x 4\n- **Am Turn (eine Karte kommt noch):** Multipliziere Outs x 2\n\n| Draw | Outs | Flop Equity (x4) | Turn Equity (x2) |\n|------|------|------------------|------------------|\n| Flush Draw | 9 | 36% | 18% |\n| Open-Ended Straight | 8 | 32% | 16% |\n| Gutshot Straight | 4 | 16% | 8% |\n| Zwei Overcards | 6 | 24% | 12% |\n| Flush + Gutshot | 12 | 48% | 24% |\n| Flush + Open-Ender | 15 | 60% | 30% |\n| Eine Overcard | 3 | 12% | 6% |\n\n**Profi-Tipp:** Die 4er-Regel uberschatzt die Flop-Equity leicht, weil du am Turn moglicherweise einer weiteren Bet gegenuber stehst. Nutze sie als schnelle Schatzung, nicht als Evangelium.\n\n---\n\n## Pot Odds Berechnung Schritt fur Schritt\n\n### Schritt 1: Berechne den Gesamtpot\n\nAddiere alles:\n- Aktueller Pot\n- Bet des Gegners\n- Dein Call-Betrag\n\n### Schritt 2: Berechne deine Pot Odds\n\n$$Pot\\ Odds\\% = \\frac{Dein\\ Call}{Gesamtpot} \\times 100$$\n\n### Schritt 3: Berechne deine Equity\n\nZahle deine Outs, multipliziere mit 2 (Turn) oder 4 (Flop).\n\n### Schritt 4: Vergleiche und entscheide\n\n- Equity > Pot Odds = **CALL**\n- Equity \u003C Pot Odds = **FOLD**\n- Equity ungefahr = Pot Odds = **Berucksichtige Implied Odds**\n\n---\n\n## Pot Odds Szenarien aus der Praxis\n\n### Szenario 1: Klarer Call (Flush Draw)\n\n**Situation:**\n- Pot: $200\n- Gegner setzt: $50 (Viertel-Pot)\n- Deine Hand: A♥K♥ auf 7♥3♥2♠ Board (Flush Draw)\n\n**Berechnung:**\n- Gesamtpot: $200 + $50 + $50 = $300\n- Pot Odds: $50 \u002F $300 = **16,7%**\n- Deine Equity: 9 Outs x 4 = **36%**\n\n**Entscheidung:** 36% > 16,7% -> **CALL**\n\nDu bekommst fantastische Odds. Selbst ein Anfanger sollte hier callen.\n\n### Szenario 2: Klarer Fold (Gutshot gegen Pot-Bet)\n\n**Situation:**\n- Pot: $100\n- Gegner setzt: $100 (Pot-grosse Bet)\n- Deine Hand: 8♠7♠ auf A♣K♠3♦ Board (Gutshot zur Straight)\n\n**Berechnung:**\n- Gesamtpot: $100 + $100 + $100 = $300\n- Pot Odds: $100 \u002F $300 = **33%**\n- Deine Equity: 4 Outs x 4 = **16%**\n\n**Entscheidung:** 16% \u003C 33% -> **FOLD**\n\nDu brauchst 33% Equity, hast aber nur 16%. Klarer Fold — jag nicht hinterher.\n\n### Szenario 3: Grenzfall-Entscheidung (Open-Ender)\n\n**Situation:**\n- Pot: $150\n- Gegner setzt: $100 (2\u002F3 Pot)\n- Deine Hand: 6♠5♠ auf 8♦7♣2♥ Board (Open-Ended Straight Draw)\n\n**Berechnung:**\n- Gesamtpot: $150 + $100 + $100 = $350\n- Pot Odds: $100 \u002F $350 = **28,6%**\n- Deine Equity: 8 Outs x 4 = **32%**\n\n**Entscheidung:** 32% > 28,6% -> **Knapp +EV CALL**\n\nKnappe Entscheidung. Wenn der Gegner dich wahrscheinlich auszahlt, wenn du triffst (Implied Odds), wird es klarer. Wenn die Stacks klein sind, tendiert es eher zum Fold.\n\n### Szenario 4: Turn-Entscheidung (Reduzierte Equity)\n\n**Situation:**\n- Pot: $200\n- Gegner setzt: $150 (3\u002F4 Pot)\n- Deine Hand: Q♠J♠ auf K♠T♠4♦8♣ Board (Flush Draw am Turn)\n\n**Berechnung:**\n- Gesamtpot: $200 + $150 + $150 = $500\n- Pot Odds: $150 \u002F $500 = **30%**\n- Deine Equity: 9 Outs x 2 = **18%**\n\n**Entscheidung:** 18% \u003C 30% -> **FOLD** (ohne starke Implied Odds)\n\nDeshalb verlieren viele Spieler Geld am Turn — sie haben am Flop richtig gecallt, aber vergessen am Turn neu zu berechnen.\n\n---\n\n## Implied Odds: Wenn einfache Pot Odds nicht reichen\n\n**Implied Odds** berucksichtigen Geld, das du auf spateren Streets gewinnen konntest, wenn du deine Hand triffst.\n\n### Wann Implied Odds helfen\n\nNutze Implied Odds wenn:\n- Stacks tief sind (100+ Big Blinds)\n- Gegner grosse Hande auszahlt\n- Dein Draw versteckt ist (Sets, Straights)\n- Gegner aggressiv ist und den Pot aufbaut\n\n### Wann Implied Odds nicht helfen\n\nImplied Odds sind schwach wenn:\n- Stacks kurz sind\n- Draw offensichtlich ist (Flush vervollstandigt sich)\n- Gegner auf Aggression folden kann\n- Board scary ist und Action killt\n\n### Implied Odds Beispiel\n\n**Situation:**\n- Pot: $50\n- Gegner setzt: $50 (Pot-grosse)\n- Deine Hand: 5♣4♣ auf A♣K♦7♠ Board (Gutshot + Backdoor Flush)\n- Pot Odds: $50 \u002F $150 = 33%\n- Deine Equity: ~16%\n\n**Ohne Implied Odds:** Klarer Fold (16% \u003C 33%)\n\n**Mit Implied Odds:**\n- Gegner hat $300 dahinter\n- Wenn du triffst, erwartest du $150+ mehr zu gewinnen (mindestens)\n- Implied Pot: $150 (aktuell) + $150 (erwartet) = $300\n- Implied Odds: $50 \u002F $300 = **16,7%**\n\nJetzt ist es knapper. Wenn der Gegner all-in geht wenn du triffst, wird Callen profitabel.\n\n---\n\n## Haufige Pot Odds Fehler\n\n### Fehler #1: Pot Odds komplett ignorieren\n\n**Falsch:** \"Ich habe einen Flush Draw, ich calle immer!\"\n\n**Richtig:** \"Ich habe einen Flush Draw. Lass mich berechnen, ob ich den richtigen Preis bekomme.\"\n\n**Warum es falsch ist:** Pot-grosse Bets mit schwacher Equity = Geld, das langfristig aus deinem Stack leckt.\n\n### Fehler #2: Am Turn nicht neu berechnen\n\n**Falsch:** \"Ich habe am Flop richtig gecallt, also calle ich auch am Turn.\"\n\n**Richtig:** \"Turn ist eine neue Entscheidung. Meine Equity ist von 36% auf 18% gefallen. Lass mich neu berechnen.\"\n\n**Warum es falsch ist:** Flop-Equity (4er-Regel) ist DOPPELT so hoch wie Turn-Equity (2er-Regel). Viele profitable Flop-Calls werden zu verlustbringenden Turn-Calls.\n\n### Fehler #3: Implied Odds uberschatzen\n\n**Falsch:** \"Er wird mich riesig auszahlen wenn ich treffe!\" (gegen einen tighten Spieler auf einem scary Board)\n\n**Richtig:** \"Die Flush-Karte vervollstandigt. Wird er wirklich all-in gehen? Wahrscheinlich nicht. Implied Odds sind minimal.\"\n\n**Warum es falsch ist:** Optimistische Implied Odds Berechnungen fuhren zu zu viel Callen. Sei realistisch daruber, wie viel du tatsachlich gewinnen wirst.\n\n### Fehler #4: Dirty Outs zahlen\n\n**Falsch:** \"Ich habe 9 Flush Outs!\" (wenn 2 davon dem Gegner ein Full House geben)\n\n**Richtig:** \"Ich habe 9 Flush Outs, aber 2 pairen das Board. Effektive Outs: 7.\"\n\n**Warum es falsch ist:** Nicht alle Outs sind sauber. Manche Karten, die deinen Draw vervollstandigen, geben dem Gegner auch eine bessere Hand.\n\n### Fehler #5: Position vergessen\n\n**Falsch:** Pot Odds identisch in Position vs aus der Position berechnen.\n\n**Richtig:** Aus der Position mit einem Draw? Pot Odds mussen besser sein, weil du den Pot nicht kontrollieren kannst.\n\n**Warum es falsch ist:** Position beeinflusst Implied Odds erheblich. Als Letzter zu handeln ist mindestens ein paar Prozentpunkte Equity wert.\n\n---\n\n## Schnellreferenz: Gangige Bet-Grossen und Pot Odds\n\nLerne diese Tabelle auswendig fur sofortige Entscheidungen:\n\n| Bet-Grosse | Pot Odds (%) | Benotigte Equity |\n|------------|--------------|------------------|\n| 25% Pot | 17% | Niedrig — calle die meisten Draws |\n| 33% Pot | 20% | Calle starke Draws |\n| 50% Pot | 25% | Calle Flush\u002FOESD Draws |\n| 66% Pot | 28% | Grenzwertig fur 8-9 Outs |\n| 75% Pot | 30% | Brauche 9+ Outs |\n| 100% Pot | 33% | Brauche 10+ Outs oder Implied Odds |\n| 150% Pot | 38% | Selten Draws callen |\n| 200% Pot | 40% | Nur Monster-Draws |\n\n---\n\n## Verwandte Konzepte\n\nDas Verstandnis von Pot Odds verbindet sich mit mehreren kritischen Poker-Konzepten:\n\n- **[Equity](\u002Fde\u002Fglossary\u002Fpoker\u002Fequity):** Dein prozentualer Anteil am Pot. Kombiniert mit Pot Odds bestimmt es deine Entscheidung.\n\n- **[Outs](\u002Fde\u002Fglossary\u002Fpoker\u002Fouts):** Karten, die deine Hand verbessern. Outs genau zu zahlen ist essenziell fur Pot Odds Berechnungen.\n\n- **[Implied Odds](\u002Fde\u002Fglossary\u002Fpoker\u002Fimplied-odds):** Zukunftiges Geld, das du gewinnen konntest. Erweitert Pot Odds fur Deep-Stacked Situationen.\n\n- **[Reverse Implied Odds](\u002Fde\u002Fglossary\u002Fpoker\u002Freverse-implied-odds):** Zukunftiges Geld, das du verlieren konntest, wenn dein Draw trifft aber der Gegner besseres hat.\n\n- **[Expected Value (EV)](\u002Fde\u002Fglossary\u002Fbetting\u002Fexpected-value):** Pot Odds ist einfach EV-Berechnung angewandt auf Call-Entscheidungen.\n\n---\n\n## Praktische Tools\n\n### Rechner fur Pot Odds Analyse\n\nNutze diese Tools um deine Pot Odds Entscheidungen zu verbessern:\n\n1. **[Pot Odds Rechner](\u002Fpoker\u002Fpot-odds)** — Sofortige Pot Odds Berechnung\n2. **[Equity Rechner](\u002Fpoker\u002Fequity-calculator)** — Berechne deine Hand-Equity gegen Ranges\n3. **[Outs Rechner](\u002Fpoker\u002Fouts-calculator)** — Zahle saubere Outs genau\n4. **[Range Builder](\u002Fpoker\u002Frange-builder)** — Schatze die Handrange des Gegners\n5. **[EV Rechner](\u002Fpoker\u002Fev-calculator)** — Vollstandige Expected Value Analyse\n\n### Pot Odds Ubungsstrategie\n\n**Fur Anfanger:**\n- Lerne die Tabelle Bet-Grosse -> Pot Odds auswendig\n- Ube die 2er und 4er Regel bis sie automatisch sitzt\n- Beginne mit einfachen Draws (Flush, OESD, Gutshot)\n- Analysiere Hand Histories um Pot Odds Fehler zu finden\n\n**Fur Fortgeschrittene:**\n- Beziehe Implied Odds genau ein\n- Passe fur Position und Gegner-Tendenzen an\n- Berucksichtige Reverse Implied Odds\n- Ube schnelle Kopfrechnung am Tisch\n\n**Fur Experten:**\n- Balance Calling-Ranges mit Pot Odds\n- Nutze Pot Odds um optimale Bluff-Frequenzen zu konstruieren\n- Beziehe Pot Odds in 3-Bet und 4-Bet Entscheidungen ein\n- Berechne Pot Odds fur Semi-Bluffs\n\n---\n\n## Wichtigste Erkenntnisse\n\n- **Pot Odds = dein Preis zum Callen** — Vergleiche mit deiner Equity\n- **Equity > Pot Odds = CALL** — Die fundamentale Regel\n- **2er und 4er Regel** — Schnelle Equity-Schatzung\n- **Am Turn neu berechnen** — Equity fallt erheblich\n- **Implied Odds zahlen** — Aber uberschatze sie nicht\n- **Nicht alle Outs sind sauber** — Ziehe dirty Outs ab\n- **Position ist wichtig** — Erhoht Implied Odds\n\n**Denk dran:** Pot Odds entfernen Emotionen aus Call-Entscheidungen. Wenn die Mathematik sagt call, dann call. Wenn die Mathematik sagt fold, dann fold. Langfristig gewinnt die Mathematik immer.\n\n---\n\n## FAQ\n\n### Was wenn ich meine genaue Equity nicht kenne?\n\n**Nutze die 2er und 4er Regel.** Zahle deine Outs, multipliziere mit 4 am Flop oder 2 am Turn. Das ist nah genug fur die meisten Entscheidungen. Fur komplexe Spots ube mit einem Equity-Rechner bis du ein Gefuhl entwickelst.\n\n### Wie wenden sich Pot Odds auf Bluffs und Semi-Bluffs an?\n\n**Fur Bluffs** berechnest du Fold Equity — die Chance, dass der Gegner foldet. Fur Semi-Bluffs (wie Raisen mit einem Flush Draw) kombinierst du:\n- Fold Equity (Chance, dass sie jetzt folden)\n- Pot Odds (wenn sie callen)\n- Deine Equity (wenn gecallt)\n\nSemi-Bluffs sind machtig, weil du auf mehrere Arten gewinnen kannst.\n\n### Sollte ich immer callen wenn ich die richtigen Odds habe?\n\n**Normalerweise ja.** Aber berucksichtige:\n1. **Reverse Implied Odds** — Zeiten, in denen du triffst aber trotzdem verlierst\n2. **Position** — Aus der Position mit Draws zu sein ist teuer\n3. **Gegner-Tendenzen** — Legen sie eine Falle?\n4. **Turnier-Situationen** — ICM konnte Pot Odds uberschreiben\n\nIn Cash Games sind Pot Odds normalerweise der dominante Faktor.\n\n### Warum sind Pot Odds wichtiger als \"Reads\"?\n\n**Mathematik ist zuverlassig; Reads sind es nicht.** Uber Tausende von Handen zahlen korrekte Pot Odds Entscheidungen sich zu Profit zusammen. Ein \"guter Read\", der Pot Odds ignoriert, funktioniert gelegentlich, aber langfristig kostet er dich Geld.\n\nMathematik zuerst, Reads danach.\n\n### Konnen Pot Odds mich dazu bringen, mit schwachen Handen zu callen?\n\n**Ja — das ist der Punkt!** Eine schwache Hand mit guten Pot Odds kann profitabler sein als eine mittlere Hand mit schlechten Pot Odds.\n\nBeispiel: 7-high mit 35% Equity bei 4:1 Odds > Top Pair bei 1,5:1 Odds.\n\nPoker belohnt Entscheidungen, nicht Karten.\n\n### Wie ube ich Pot Odds Berechnungen?\n\n1. **Hand History Review** — Analysiere deine Calls mit einem Rechner\n2. **Kopfrechen-Ubungen** — Ube schnelle Berechnungen\n3. **Equity Training Apps** — Teste dich selbst gegen Ranges\n4. **Live Ubung** — Berechne am Tisch bis es automatisch wird\n\nNach genug Ubung werden Pot Odds intuitiv.\n\n---\n\n**Fazit:** Pot Odds sind das mathematische Fundament von Poker-Call-Entscheidungen. Jedes Mal wenn du callst, machst du implizit eine Pot Odds Berechnung — also mach sie lieber explizit und korrekt. Meistere Pot Odds, und du bist sofort besser als 90% der Pokerspieler, die sich durch ihre Hande raten.",null,[29,32,35,38],{"answer":30,"question":31},"Teilen Sie Ihren Call-Betrag durch den Gesamtpot nach Ihrem Call. Wenn der Pot $100 ist und der Gegner $50 setzt, mussen Sie $50 in einen Gesamtpot von $200 callen. $50\u002F$200 = 25%. Sie benotigen mindestens 25% Equity, um break-even zu sein. Alternativ verwenden Sie die Verhaltnismethode: 150:50 vereinfacht zu 3:1, was bedeutet, dass Sie 1 von 4 Mal gewinnen mussen (25%).","Wie berechnet man Pot Odds schnell?",{"answer":33,"question":34},"Pot Odds berucksichtigen nur den aktuellen Pot. Implied Odds berucksichtigen zusatzliches Geld, das Sie in zukunftigen Streets erwarten zu gewinnen, wenn Sie Ihren Draw treffen. Mit einem Flush Draw sagen Pot Odds vielleicht Fold, aber wenn Ihr Gegner einen grossen Einsatz bezahlt, wenn Sie treffen, konnen Implied Odds den Call rechtfertigen. Implied Odds sind eine Schatzung, keine Berechnung.","Was ist der Unterschied zwischen Pot Odds und Implied Odds?",{"answer":36,"question":37},"Ja, umgekehrt. Beim Bluffen berechnen Sie die Pot Odds, die Sie Ihrem Gegner geben. Wenn Sie $75 in $100 setzen, sieht der Gegner 175:75 = 2,3:1 (30% erforderliche Equity). Wenn er mehr als 43% der Zeit foldet (Ihr Risiko\u002FGewinn), ist Ihr Bluff profitabel, unabhangig davon, ob Sie die beste Hand haben.","Funktionieren Pot Odds beim Bluffen?",{"answer":39,"question":40},"Nicht immer. Pot Odds sind die Grundlage, aber andere Faktoren sind wichtig: Reverse Implied Odds (Sie treffen, aber verlieren gegen eine bessere Hand), Stack-Tiefe, Turnier-ICM-Druck, Gegnertendenzen und Position fur zukunftige Streets. Jedoch ist es ein grundlegender Leak, korrekte Pot Odds konsequent zu ignorieren.","Sollten Sie immer callen, wenn die Pot Odds stimmen?",[42,43,44,45,46,47],"de","es","en","ru","pt","tr",[49,52,56,59],{"slug":16,"section":7,"category":8,"difficulty":9,"term":50,"definition":51},"Equity","Equity ist Ihr prozentualer Anteil am Pot basierend auf der Wahrscheinlichkeit, beim Showdown zu gewinnen, wenn alle verbleibenden Karten ausgeteilt werden. Wenn Sie 60% Equity in einem $100 Pot haben, stehen Ihnen statistisch $60 dieses Pots uber unendliche Iterationen zu. Equity treibt jede Pokerentscheidung an - Callen, Raisen, Folden und Bet Sizing hangen alle davon ab, Ihre Equity gegen Pot Odds und Gegner-Ranges zu vergleichen. Anders als feste Ergebnisse reprasentiert Equity den erwarteten Wert uber alle moglichen Runouts.",{"slug":18,"section":7,"category":53,"difficulty":9,"term":54,"definition":55},"concept","Implied Odds","Implied Odds bezeichnen das potenzielle Geld, das du einem Gegner erst nach dem Fertigstellen deiner Hand abnehmen kannst, zusätzlich zu dem, was bereits im Pot liegt. Sie erweitern die klassischen Pot Odds um eine Prognose künftiger Einsätze: Ein Call, der nach reinen Pot Odds negativ ist, kann sich trotzdem lohnen, wenn auf späteren Runden noch genug Geld vom Gegner zu erwarten ist. Implied Odds funktionieren am besten bei tiefen Stacks, aggressiven Villains und versteckten Händen wie Sets und Straights.",{"slug":17,"section":7,"category":8,"difficulty":9,"term":57,"definition":58},"Outs","Outs sind nicht gesehene Karten im Deck, die deine Hand zu einem wahrscheinlichen Gewinner verbessern. Outs zu zaehlen ist fundamental fuer die Pokermathematik - es ermoeglicht dir, Equity zu berechnen und festzustellen, ob Callen profitabel ist. Mit einem Flush Draw hast du 9 Outs (verbleibende Suited Cards). Mit einem Open-Ended Straight Draw hast du 8 Outs. Die 2-und-4-Regel konvertiert Outs zu Equity: multipliziere Outs mit 2 fuer eine Karte, mit 4 fuer zwei ausstehende Karten.",{"slug":60,"section":7,"category":53,"difficulty":9,"term":61,"definition":62},"reverse-implied-odds","Reverse Implied Odds","Reverse Implied Odds (RIO) sind die potenziellen Verluste, die entstehen, wenn man seinen Draw trifft, aber trotzdem gegen die bessere Hand des Gegners verliert. Das Gegenstück zu den Implied Odds: Während Implied Odds den zusätzlichen Gewinn beim Treffer messen, erfasst RIO den zusätzlichen Verlust bei einem Treffer, der sich als zweitbeste Hand entpuppt. 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