[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"term-betting-implied-probability-de":3,"related-implied-probability-de":47,"mdc--8jsp9s-key":68},{"id":4,"slug":5,"status":6,"section":7,"category":8,"difficulty":9,"aliases":10,"related_terms":16,"related_calculators":22,"term":26,"definition":27,"content":28,"example":29,"faq":30,"availableLocales":40},"48f2403a-c922-4e2d-8c6e-0ff0615675a2","implied-probability","published","betting","fundamentals","beginner",[11,12,13,14,15],"implied odds","implied chance","odds probability","bookmaker probability","vig-adjusted probability",[17,18,19,20,21],"decimal-odds","margin","expected-value","value-bet","bookmaker",[23,24,25],"\u002Fbetting\u002Fodds-converter","\u002Fbetting\u002Fmargin-calculator","\u002Fbetting\u002Fvalue-bet-calculator","Implizite Wahrscheinlichkeit","Die implizite Wahrscheinlichkeit ist die Umrechnung von Wettquoten in einen Prozentsatz, der die Einschatzung des Buchmachers uber die Wahrscheinlichkeit eines Ergebnisses darstellt. Sie beantwortet die Frage: Wie oft muss dieses Ergebnis eintreten, damit die Wette kostendeckend ist? Die implizite Wahrscheinlichkeit enthalt die Buchmacher-Marge.","# Implied Probability (Implizite Wahrscheinlichkeit)\n\nDie **implizite Wahrscheinlichkeit** wandelt Wettquoten in Prozentsatze um und zeigt, was die Quoten uber die Wahrscheinlichkeit eines Ergebnisses aussagen. Es ist das grundlegende Konzept, das Quoten mit Wahrscheinlichkeit verbindet.\n\n## Inhaltsverzeichnis\n\n- [Implizite Wahrscheinlichkeit verstehen](#verstehen)\n- [Berechnungsformeln](#formeln)\n- [Der Margenfaktor](#marge)\n- [Value-Wetten finden](#value)\n\n## Implizite Wahrscheinlichkeit verstehen {#verstehen}\n\nDie implizite Wahrscheinlichkeit beantwortet: **Wie oft muss dieses Ergebnis eintreten, damit die Wette kostendeckend ist?**\n\n**Beispiel:** Quote 2,00 (Even Money)\n- Gewinn 100 Euro bei 100 Euro Einsatz\n- Kostendeckend bei 50% Gewinnrate\n- Implizite Wahrscheinlichkeit: 50%\n\n### Warum das wichtig ist\n\n| Ihre Einschatzung | Implizite Wahrscheinlichkeit | Aktion |\n|-------------------|------------------------------|--------|\n| 60% wahrscheinlich | 50% impliziert | Value-Wette |\n| 50% wahrscheinlich | 50% impliziert | Faire Quote |\n| 40% wahrscheinlich | 50% impliziert | Kein Value |\n\n## Berechnungsformeln {#formeln}\n\n### Dezimalquoten zu impliziter Wahrscheinlichkeit\n\n```math\n\\text{Implizite Wahrscheinlichkeit} = \\frac{1}{\\text{Dezimalquote}} \\times 100\n```\n\n**Beispiele:**\n\n| Dezimalquote | Berechnung | Implizite Wahrscheinlichkeit |\n|--------------|------------|------------------------------|\n| 1,50 | 1\u002F1,50 | 66,7% |\n| 2,00 | 1\u002F2,00 | 50,0% |\n| 2,50 | 1\u002F2,50 | 40,0% |\n| 3,00 | 1\u002F3,00 | 33,3% |\n| 5,00 | 1\u002F5,00 | 20,0% |\n| 10,00 | 1\u002F10,00 | 10,0% |\n\n### Schnellreferenztabelle\n\n| Dezimal | Implizite Prob | Bedeutung |\n|---------|----------------|-----------|\n| 1,50 | 66,7% | \"2 von 3\" |\n| 1,91 | 52,4% | \"Munzwurf mit Vig\" |\n| 2,00 | 50,0% | \"Munzwurf (fair)\" |\n| 3,00 | 33,3% | \"1 von 3\" |\n| 10,00 | 10,0% | \"1 von 10\" |\n\n## Der Margenfaktor {#marge}\n\n### Warum Wahrscheinlichkeiten uber 100% liegen\n\nIn einem fairen Markt summieren sich die impliziten Wahrscheinlichkeiten auf 100%. Bei Wettmarkten uberschreiten sie 100%—der Uberschuss ist die Marge.\n\n**Beispiel: Tennismatch**\n- Spieler A: 1,65 → 60,6% impliziert\n- Spieler B: 2,30 → 43,5% impliziert\n- **Gesamt: 104,1%**\n\nDie 4,1% sind die Marge.\n\n### Marge berechnen\n\n```math\n\\text{Marge \\%} = \\left(\\sum \\text{Implizite Wahrscheinlichkeiten}\\right) - 100\\%\n```\n\n### Marge entfernen\n\nUm wahre Wahrscheinlichkeiten zu finden, normalisieren:\n\n```math\n\\text{Wahre Wahrscheinlichkeit} = \\frac{\\text{Implizite Wahrscheinlichkeit}}{\\text{Gesamt Impliziert}} \\times 100\n```\n\n### Marge nach Markttyp\n\n| Markt | Typische Marge |\n|-------|----------------|\n| Scharfe Bucher | 2-3% |\n| Freizeitbucher | 4-6% |\n| Props\u002FSpecials | 6-10% |\n\n## Value-Wetten finden {#value}\n\n### Die Value-Formel\n\nValue existiert, wenn Ihre Wahrscheinlichkeitsschatzung die implizite Wahrscheinlichkeit ubersteigt:\n\n```math\n\\text{Edge} = \\text{Ihre Wahrscheinlichkeit} - \\text{Implizite Wahrscheinlichkeit}\n```\n\n**Beispiel:**\n- Ihre Schatzung: Team A gewinnt 55%\n- Quote: 2,10 (impliziert 47,6%)\n- Edge: 55% - 47,6% = **7,4% Edge**\n\n### Value-Bet-Schwellen\n\n| Ihr Edge | Empfehlung |\n|----------|------------|\n| 0-2% | Marginal |\n| 2-5% | Solider Value |\n| 5-10% | Starker Value |\n| 10%+ | Exzellenter Value |\n\n## Haufige Fehler\n\n### Fehler 1: Marge ignorieren\n\nDie rohe implizite Wahrscheinlichkeit enthalt Vig. Bedenken Sie immer, was Sie wirklich zahlen.\n\n### Fehler 2: Implizit als wahr behandeln\n\nImplizite Wahrscheinlichkeit ist nicht die wahre Wahrscheinlichkeit—es ist die Marktschatzung plus Marge.\n\n## Verwandte Rechner\n\n- [Quoten-Umrechner](\u002Fbetting\u002Fodds-converter) - Zwischen Quotenformaten umrechnen\n- [Margen-Rechner](\u002Fbetting\u002Fmargin-calculator) - Buchmacher-Marge berechnen\n- [Value-Bet-Rechner](\u002Fbetting\u002Fvalue-bet-calculator) - Wetten mit positivem Erwartungswert finden",null,[31,34,37],{"answer":32,"question":33},"Teilen Sie 1 durch die Dezimalquote und multiplizieren Sie mit 100. Formel: Implizite Wahrscheinlichkeit = (1 \u002F Dezimalquote) x 100. Beispiel: Quoten von 2,50 haben eine implizite Wahrscheinlichkeit von (1 \u002F 2,50) x 100 = 40%.","Wie berechne ich die implizite Wahrscheinlichkeit aus Dezimalquoten?",{"answer":35,"question":36},"Der Uberschuss uber 100% ist die Buchmacher-Marge (Overround oder Vig). 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Buchmacher gleichen ihre Bücher aus, um unabhängig vom Ergebnis einen Gewinn zu garantieren. Dazu nutzen sie ausgeklügelte Algorithmen, die Expertise von Tradern und eine Echtzeit-Anpassung der Quoten. Die Differenz zwischen der tatsächlichen Wahrscheinlichkeit und den angebotenen Quoten ist die Grundlage für ihren Gewinn.",{"slug":17,"section":7,"category":52,"difficulty":9,"term":53,"definition":54},"odds","Dezimalquoten","Dezimalquoten (Europäische Quoten) geben den Gesamtgewinn pro eingesetzter Einheit an, einschließlich des ursprünglichen Einsatzes. Eine Dezimalquote von 2,50 bedeutet, dass ein Einsatz von 1 € einen Gesamtgewinn von 2,50 € (1,50 € Gewinn plus 1 € Einsatz) erzielt. Dies ist das intuitivste Quotenformat, das vorwiegend in Europa, Australien und von den meisten Online-Buchmachern verwendet wird. Dezimalquoten werden einfach als 1 geteilt durch die implizierte Wahrscheinlichkeit berechnet.",{"slug":19,"section":7,"category":56,"difficulty":57,"term":58,"definition":59},"strategies","intermediate","Erwartungswert (EV)","Der durchschnittliche Gewinn oder Verlust, den du langfristig von einer Wette erwarten kannst, berechnet durch Multiplikation des Werts jedes Ergebnisses mit seiner Wahrscheinlichkeit — die wichtigste Zahl, die erfolgreiche Wetter von allen anderen unterscheidet.",{"slug":18,"section":7,"category":52,"difficulty":57,"term":61,"definition":62},"Marge","Die Buchmachermarge (auch Vig, Vigorish, Juice oder Overround genannt) ist der eingebaute Gewinnprozentsatz, den Buchmacher zu den Quoten hinzufügen, um sicherzustellen, dass sie unabhängig vom Ergebnis einen Gewinn erzielen. Sie wird als die Summe der impliziten Wahrscheinlichkeiten minus 100 % berechnet. 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