[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"term-poker-equity-de":3,"related-equity-de":49,"mdc--ukve53-key":56},{"id":4,"slug":5,"status":6,"section":7,"category":8,"difficulty":9,"aliases":10,"related_terms":16,"related_calculators":21,"term":25,"definition":26,"content":27,"example":28,"faq":29,"availableLocales":42},"9266b6e2-5bc9-448e-ad82-861f138e4ede","equity","published","poker","poker-math","intermediate",[11,12,13,14,15],"hand equity","winning percentage","win rate","pot share","expected share",[17,18,19,20],"pot-odds","outs","expected-value","range",[22,23,24],"\u002Fpoker\u002Fequity-calculator","\u002Fpoker\u002Fpot-odds","\u002Fpoker\u002Fouts-calculator","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.","# Equity\n\n**Equity** ist das mathematische Herz des Pokers - Ihr rechtmassiger Anteil an jedem Pot basierend auf Wahrscheinlichkeit. Wenn Sie 40% Equity halten, besitzen Sie 40% dieses Pots in Erwartungswert-Begriffen, unabhangig davon, ob Sie diese spezifische Hand gewinnen oder verlieren. Equity transformiert Poker von einem Spiel der Ahnungen in ein Spiel mathematischer Prazision. Jede Entscheidung - einen Bet callen, for Value raisen, eine marginale Hand folden - sollte von Ihrer Equity gegen die Ranges Ihrer Gegner informiert werden. Meistern Sie Equity, und Sie verstehen Poker im Kern: Entscheidungen treffen, die Ihren erwarteten Anteil an jedem Pot uber die Zeit maximieren.\n\n## Inhaltsverzeichnis\n\n- [Equity verstehen](#understanding)\n- [Equity berechnen](#calculation)\n- [Preflop Equity](#preflop)\n- [Post-Flop Equity](#postflop)\n- [Equity vs Ranges](#ranges)\n- [Equity Realisierung](#realization)\n- [Equity strategisch nutzen](#strategy)\n- [Gangige Equity-Szenarien](#scenarios)\n\n## Equity verstehen {#understanding}\n\n### Was Equity bedeutet\n\n```math\n\\text{Equity} = \\frac{\\text{Wie oft Sie gewinnen}}{\\text{Alle moglichen Ergebnisse}} \\times 100\\%\n```\n\n**Einfaches Beispiel:**\n- Sie haben A♠ A♥\n- Gegner hat K♠ K♥\n- Ihre Equity: ~82%\n- Bedeutung: Wenn diese Hand Millionen Mal gespielt wird, gewinnen Sie ~82%\n\n### Equity in Aktion\n\n| Pot | Ihre Equity | Ihr Erwartungswert |\n|-----|-------------|---------------------|\n| $100 | 60% | $60 |\n| $100 | 40% | $40 |\n| $100 | 25% | $25 |\n\n```math\n\\text{EV (Erwartungswert)} = \\text{Pot} \\times \\text{Equity}\n```\n\n### Equity-Komponenten\n\n| Typ | Beschreibung |\n|------|-------------|\n| **Gewinn-Equity** | Wahrscheinlichkeit, eindeutig zu gewinnen |\n| **Tie-Equity** | Wahrscheinlichkeit, Pot zu teilen |\n| **Gesamt-Equity** | Gewinn-Equity + (Tie-Equity \u002F 2) |\n\n### Equity vs. Wahrscheinlichkeit\n\n| Begriff | Bedeutung |\n|------|---------|\n| Equity | Ihr Anteil am Pot mathematisch |\n| Wahrscheinlichkeit | Chance eines spezifischen Ergebnisses |\n| Erwartungswert | Equity x Potgrosse |\n\n## Equity berechnen {#calculation}\n\n### Die Regel von 2 und 4\n\nDer schnellste Weg, Equity aus Outs zu schatzen:\n\n| Situation | Formel | Genauigkeit |\n|-----------|---------|----------|\n| Eine Karte kommt (Turn\u002FRiver) | Outs x 2 | ~±1% |\n| Zwei Karten kommen (Flop) | Outs x 4 | ~±2% |\n\n**Warum es funktioniert:**\n```math\nP(\\text{treffen}) = \\frac{\\text{Outs}}{\\text{Verbleibende Karten}} \\approx \\frac{\\text{Outs}}{47} \\approx \\text{Outs} \\times 2\\%\n```\n\n### Outs zu Equity Tabelle\n\n| Outs | Eine Karte (x2) | Zwei Karten (x4) | Tatsachlich (Zwei Karten) |\n|------|---------------|----------------|-------------------|\n| 1 | 2% | 4% | 4,3% |\n| 2 | 4% | 8% | 8,4% |\n| 4 | 8% | 16% | 16,5% |\n| 6 | 12% | 24% | 24,1% |\n| 8 | 16% | 32% | 31,5% |\n| 9 | 18% | 36% | 35,0% |\n| 10 | 20% | 40% | 38,4% |\n| 12 | 24% | 48% | 45,0% |\n| 15 | 30% | 60% | 54,1% |\n| 20 | 40% | 80% | 67,5% |\n\n### Exakte Equity-Formel\n\nFur zwei kommende Karten:\n\n```math\n\\text{Equity} = 1 - \\frac{\\binom{47 - \\text{Outs}}{2}}{\\binom{47}{2}}\n```\n\nFur eine kommende Karte:\n\n```math\n\\text{Equity} = \\frac{\\text{Outs}}{47} \\text{ (Turn) oder } \\frac{\\text{Outs}}{46} \\text{ (River)}\n```\n\n### Outs zahlen\n\n| Draw | Outs | Karten |\n|------|------|-------|\n| Gutshot Straight | 4 | Ein spezifischer Rang |\n| Open-Ended Straight | 8 | Zwei Range |\n| Flush Draw | 9 | Verbleibende Suited Cards |\n| Zwei Overcards | 6 | 3 von jeder Overcard |\n| Eine Overcard | 3 | 3 dieser Karte |\n| Set zu Full House | 7 | 3 Board-Karten + 4 Quads |\n| Paar zu Trips | 2 | 2 verbleibende Karten |\n\n### Kombinations-Draws\n\n| Draw-Kombination | Outs |\n|------------------|------|\n| Flush Draw + Gutshot | 12 (9+4, minus 1 Uberlappung) |\n| Flush Draw + OESD | 15 (9+8, minus 2 Uberlappung) |\n| Flush Draw + Paar | 14 (9+5 verbleibend) |\n| OESD + Paar | 13 (8+5) |\n\n## Preflop Equity {#preflop}\n\n### Premium Hand Equities\n\n| Ihre Hand | vs Zufallig | vs Top 20% | vs Top 10% |\n|-----------|-----------|------------|------------|\n| AA | 85% | 77% | 73% |\n| KK | 82% | 71% | 65% |\n| QQ | 80% | 66% | 58% |\n| JJ | 77% | 61% | 52% |\n| AKs | 67% | 56% | 49% |\n| AKo | 65% | 54% | 47% |\n\n### Klassische Matchups\n\n| Matchup | Equity |\n|---------|--------|\n| AA vs KK | 82% vs 18% |\n| AA vs AKs | 87% vs 13% |\n| AA vs QQ | 81% vs 19% |\n| KK vs AK | 70% vs 30% |\n| QQ vs AK | 57% vs 43% |\n| JJ vs AK | 57% vs 43% |\n| AKs vs 22 | 48% vs 52% |\n| AKs vs JTs | 60% vs 40% |\n| KQs vs A5o | 48% vs 52% |\n| 22 vs 33 | 18% vs 82% |\n\n### Hand-Kategorie Equities\n\n| Kategorie | vs Zufallig | Beispiel |\n|----------|-----------|---------|\n| Pocket Pairs | 80-85% | AA-22 |\n| Hohe Broadway | 60-67% | AK, AQ, KQ |\n| Mittlere Broadway | 55-60% | KJ, QJ, JT |\n| Suited Connectors | 52-58% | 98s, 87s |\n| Suited Gappers | 48-54% | 97s, 86s |\n| Zufallige Mull | 35-45% | 72o, 83o |\n\n### Multi-Way Pot Equities\n\nJe mehr Spieler einsteigen, desto mehr sinken individuelle Equities:\n\n| Spieler | AA Equity | Top 5% Range |\n|---------|-----------|--------------|\n| 2 (Heads-up) | 85% | ~80% |\n| 3 | 73% | ~65% |\n| 4 | 64% | ~55% |\n| 5 | 56% | ~45% |\n| 6 | 49% | ~40% |\n\n```math\n\\text{Multi-Way Equity} \\approx \\frac{\\text{Heads-Up Equity}}{n^{0,5}}\n```\n\n## Post-Flop Equity {#postflop}\n\n### Wie der Flop Equity andert\n\n**Beispiel: AA vs 78s**\n\n| Street | AA Equity | 78s Equity |\n|--------|-----------|------------|\n| Preflop | 78% | 22% |\n| Flop: K♠ 2♦ 3♣ | 91% | 9% |\n| Flop: 5♦ 6♠ 9♣ | 52% | 48% |\n| Flop: 6♥ 7♥ 8♥ | 8% | 92% |\n\n### Board-Textur und Equity\n\n| Textur | Wie es Equity beeinflusst |\n|---------|----------------------|\n| Trocken (K72r) | Erhalt Preflop-Vorteile |\n| Nass (JT9ss) | Draws gewinnen Equity, gemachte Hande verlieren |\n| Gepaart (KK5) | Sets\u002FBoats dominieren |\n| Einfarbig (alle Herzen) | Flush Draws haben riesige Equity |\n| Verbunden (678) | Straight-Moglichkeiten verschieben Equity |\n\n### Drawing Hand Equities\n\n| Draw | vs Overpair | vs Top Pair | vs Set |\n|------|-------------|-------------|--------|\n| Flush Draw | 35% | 36% | 26% |\n| OESD | 32% | 33% | 26% |\n| Flush + OESD | 54% | 55% | 43% |\n| Gutshot | 17% | 17% | 13% |\n| Overcards | 24% | 14% | 4% |\n\n### Gemachte Hand Equities vs Draws\n\n| Ihre Hand | Board | vs Flush Draw |\n|-----------|-------|---------------|\n| Top Pair | K♥ 9♠ 4♠ | 65% |\n| Two Pair | K♥ 9♠ 4♠ (K9) | 68% |\n| Set | K♥ 9♠ 4♠ (99) | 74% |\n| Overpair | K♥ 9♠ 4♠ (AA) | 65% |\n\n## Equity vs Ranges {#ranges}\n\n### In Ranges denken\n\nStatt \"Gegner hat AK\", denken Sie in Ranges:\n\n```\nVillain's 3-Bet Range: {AA, KK, QQ, JJ, TT, AKs, AKo, AQs}\n```\n\nIhre Equity gegen diese Range unterscheidet sich von Equity vs spezifische Hande.\n\n### Range vs Range Beispiel\n\n**Ihre Hand:** Q♣ Q♦\n**Board:** K♠ 8♥ 4♣\n\n| Gegner-Range | Ihre Equity |\n|------------------|-------------|\n| Jede zwei Karten | 85% |\n| Top 30% | 72% |\n| Top 20% | 65% |\n| KK+, AK | 24% |\n| 77-55, Suited Connectors | 78% |\n\n### Range Equity berechnen\n\n```math\n\\text{Equity vs Range} = \\sum_{i} P(\\text{Hand}_i) \\times \\text{Equity vs Hand}_i\n```\n\n| Gegner-Hand | Wahrscheinlichkeit | Ihre Equity | Gewichtet |\n|---------------|-------------|-------------|----------|\n| AA (6 Kombos) | 20% | 20% | 4,0% |\n| KK (6 Kombos) | 20% | 18% | 3,6% |\n| AK (16 Kombos) | 53% | 70% | 37,1% |\n| AQ (2 Kombos) | 7% | 75% | 5,3% |\n| **Gesamt** | 100% | - | **50%** |\n\n### Polarisierte vs Lineare Ranges\n\n| Range-Typ | Equity-Verteilung |\n|------------|---------------------|\n| Polarisiert (Nuts oder Air) | Sie sind entweder weit vorne oder weit hinten |\n| Linear (alle stark) | Ihre Equity ist konsistenter |\n| Gemergt (verschiedene Starken) | Komplexe Equity-Berechnungen |\n\n## Equity Realisierung {#realization}\n\n### Warum rohe Equity nicht alles ist\n\n**Equity Realisierung (EQR)** = Wie viel Ihrer theoretischen Equity Sie tatsachlich erfassen\n\n```math\n\\text{Realisierte Equity} = \\text{Rohe Equity} \\times \\text{EQR}\n```\n\n### Faktoren, die EQR beeinflussen\n\n| Faktor | Einfluss auf EQR |\n|--------|---------------|\n| **Position** | IP realisiert 100%+, OOP realisiert 70-85% |\n| **Skill-Vorteil** | Bessere Spieler realisieren mehr |\n| **Stack-Tiefe** | Tiefer = mehr Realisierung |\n| **Hand-Spielbarkeit** | Verbundene Hande realisieren besser |\n| **Range-Vorteil** | Board favorisiert Ihre Range = hoher |\n\n### Position und EQR\n\n| Position | Typische EQR |\n|----------|-------------|\n| Button | 100-110% |\n| Cutoff | 95-100% |\n| Middle | 90-95% |\n| UTG | 85-95% |\n| Big Blind | 75-90% |\n| Small Blind | 65-80% |\n\n### Spielbarkeits-Beispiele\n\n| Hand | Rohe Equity vs AA | Spielbarkeit | EQR |\n|------|------------------|-------------|-----|\n| KK | 18% | Hoch | 95%+ |\n| 65s | 23% | Hoch | 90%+ |\n| A5o | 29% | Niedrig | 70-80% |\n| Q9o | 31% | Mittel | 80-85% |\n\n### Warum manche Hande underperformen\n\n| Problem | Beispiel | Problem |\n|-------|---------|---------|\n| Dominiert | KJ vs KQ | Gross verlieren wenn beide treffen |\n| Reverse Implied Odds | Schwacher Flush Draw | Treffen und gegen Nut Flush verlieren |\n| Kein Nut-Potenzial | 86o | Kann keine Nuts machen |\n| Leicht gekontert | A2 mit 2 auf Board | Bessere Kicker existieren |\n\n## Equity strategisch nutzen {#strategy}\n\n### Equity-basierte Entscheidungen\n\n```math\n\\text{Entscheidung} = \\begin{cases}\n\\text{Call} & \\text{wenn Equity} > \\text{Erforderliche Pot Odds} \\\\\n\\text{Fold} & \\text{wenn Equity} \u003C \\text{Erforderliche Pot Odds} \\\\\n\\text{Raise} & \\text{wenn Equity rechtfertigt + Fold Equity wertvoll}\n\\end{cases}\n```\n\n### Wann for Value setzen\n\n| Ihre Equity | Aktion |\n|-------------|--------|\n| 65%+ vs Calling Range | Gross for Value setzen |\n| 55-65% | Mittel for Value setzen |\n| 50-55% | Dunner Value oder Check |\n| \u003C50% | Check oder Bluff |\n\n### All-In Equity-Anforderungen\n\n| Situation | Benotigte Mindest-Equity |\n|-----------|----------------------|\n| All-in callen in 2:1 Pot | 33% |\n| All-in callen in 1:1 Pot | 50% |\n| All-in callen in 0,5:1 Pot | 67% |\n\n### Semi-Bluff Equity\n\nDamit Semi-Bluffs profitabel sind:\n\n```math\n\\text{EV} = P(\\text{Fold}) \\times \\text{Pot} + P(\\text{Call}) \\times (\\text{Equity} \\times \\text{Neuer Pot} - \\text{Bet})\n```\n\nBraucht entweder:\n- Hohe Fold Equity\n- Hohe Draw Equity\n- Oder Kombination aus beiden\n\n## Gangige Equity-Szenarien {#scenarios}\n\n### Szenario 1: River Bet callen\n\n**Pot:** $200\n**Gegner setzt:** $100\n**Pot Odds:** 100\u002F400 = 25%\n\n**Entscheidung:** Sie brauchen 25%+ Equity um profitabel zu callen\n\n### Szenario 2: Set uber Set\n\n| Situation | Equity |\n|-----------|--------|\n| Set Konige vs Set Damen | 96% vs 4% |\n| Set vs Two Pair | ~95% vs 5% |\n| Set vs Flush Draw | ~74% vs 26% |\n\n**Lektion:** Set uber Set ist ein Cooler - selten foldbar\n\n### Szenario 3: Overpair vs Combo Draw\n\n**Ihre Hand:** A♠ A♥\n**Board:** K♠ T♠ 9♥\n**Gegner:** Q♠ J♠ (Flush Draw + OESD)\n\n| Street | AA Equity |\n|--------|-----------|\n| Flop | 46% |\n| Turn (Blank) | 77% |\n| Turn (Pik) | 0% |\n| Turn (8 oder Q) | 0% |\n\n**Das Overpair ist tatsachlich hinten!**\n\n### Szenario 4: Multi-Way All-In\n\n**3-Way All-in Preflop:**\n- Spieler A: A♠ A♥ (36%)\n- Spieler B: K♠ K♥ (18%)\n- Spieler C: Q♠ Q♥ (18%)\n- Ties: ~28%\n\n**Hinweis:** AA Equity sinkt signifikant Multi-Way, dominiert aber immer noch\n\n### Szenario 5: Outs blocken\n\n**Ihre Hand:** K♠ Q♠\n**Board:** A♠ J♠ 5♥ 2♣\n\nSie haben:\n- 9 Flush Outs\n- 3 Zehner-Outs (Gutshot)\n- ABER: 1 Zehner ist ein Pik (doppelt gezahlt)\n- **Saubere Outs:** 11\n\nGegner mit A♣ K♣ blockt:\n- Ihre K Outs (Sie konnen K nicht fur Gewinn paaren)\n- Eine Ihrer Straight-Karten\n\n## Equity Tools {#tools}\n\n### Online-Rechner\n\n| Tool | Am besten fur |\n|------|----------|\n| Equilab (kostenlos) | Range vs Range |\n| PokerStove (kostenlos) | Schnelle Berechnungen |\n| Flopzilla | Board-Texturen |\n| PioSolver | GTO-Analyse |\n\n### Diese Zahlen auswendig lernen\n\n| Situation | Equity |\n|-----------|--------|\n| AA vs KK | 82% |\n| Overpair vs Flush Draw | 65% |\n| Flush Draw (nur Turn) | 19% |\n| Flush Draw (Turn + River) | 35% |\n| OESD (nur Turn) | 17% |\n| OESD (Turn + River) | 32% |\n| Set vs Flush Draw | 74% |\n| Two Pair vs OESD | 67% |\n\n## Verwandte Rechner\n\n- [Equity-Rechner](\u002Fpoker\u002Fequity-calculator) - Hand vs Hand\u002FRange\n- [Pot-Odds-Rechner](\u002Fpoker\u002Fpot-odds) - Equity mit Odds vergleichen\n- [Outs-Rechner](\u002Fpoker\u002Fouts-calculator) - Outs in Equity umrechnen",null,[30,33,36,39],{"answer":31,"question":32},"Equity ist Ihre Gewinnwahrscheinlichkeit - wie oft Ihre Hand beim Showdown gewinnt. Pot Odds sind der Preis, der Ihnen zum Callen angeboten wird - wie viel Sie riskieren mussen vs. was Sie gewinnen konnen. Sie vergleichen sie: wenn Equity > erforderliche Pot Odds, ist der Call profitabel. Equity handelt von Ihrer Handstarke; Pot Odds handeln von der Einsatzgrosse.","Was ist der Unterschied zwischen Equity und Pot Odds?",{"answer":34,"question":35},"Verwenden Sie die Regel von 2 und 4: multiplizieren Sie Ihre Outs mit 2 fur eine kommende Karte, oder mit 4 fur zwei Karten. Mit 9 Outs (Flush Draw) haben Sie ~18% Equity nur fur den Turn, ~36% fur Turn+River. Fur prazise Preflop-Matchups (AA vs KK = 82% vs 18%) mussen Sie gangige Szenarien auswendig lernen oder einen Rechner verwenden.","Wie berechnet man Equity ohne Software?",{"answer":37,"question":38},"Absolut. Ihre Equity verschiebt sich dramatisch wenn Gemeinschaftskarten aufgedeckt werden. AA hat 85% Equity Preflop gegen eine zufallige Hand, aber wenn der Flop 7-8-9 derselben Farbe kommt und der Gegner Suited Connectors hat, konnte AA's Equity auf 10% fallen. Board-Textur formt standig die Equity-Verteilungen um.","Andert sich Equity wahrend einer Hand?",{"answer":40,"question":41},"Ja - genau das reprasentieren Draws. Mit einem Flush Draw auf dem Flop haben Sie wahrscheinlich derzeit die schlechteste Hand, aber Sie haben ~35% Equity, weil Sie bis zum River 35% der Zeit die beste Hand machen werden. Equity berucksichtigt alle zukunftigen Karten, nicht nur die aktuelle Handstarke.","Kann man Equity haben ohne die beste Hand?",[43,44,45,46,47,48],"en","ru","es","pt","tr","de",[50,53],{"slug":18,"section":7,"category":8,"difficulty":9,"term":51,"definition":52},"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":17,"section":7,"category":8,"difficulty":9,"term":54,"definition":55},"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.",{"data":57,"body":58},{},{"type":59,"children":60},"root",[61,68,79,85,163,169,176,457,465,488,494,578,704,710,780,786,846,852,858,863,926,934,1374,1380,1632,1638,1643,2130,2135,2456,2462,2609,2615,2688,2694,2700,2867,2873,3022,3028,3162,3168,3173,3283,3545,3551,3557,3565,3660,3666,3753,3759,3897,3903,3999,4005,4011,4016,4029,4034,4040,4057,4139,4145,4512,4658,4664,4725,4731,4737,4747,4873,4879,4981,4987,5086,5092,5210,5216,5313,5319,5325,5911,5917,5990,5996,6053,6059,6064,6416,6421,6439,6445,6451,6696,6706,6712,6771,6781,6787,6809,6879,6887,6893,6901,6924,6934,6940,6955,6960,6988,6993,7006,7012,7018,7092,7098,7213,7219],{"type":62,"tag":63,"props":64,"children":65},"element","h2",{"id":5},[66],{"type":67,"value":25},"text",{"type":62,"tag":69,"props":70,"children":71},"p",{},[72,77],{"type":62,"tag":73,"props":74,"children":75},"strong",{},[76],{"type":67,"value":25},{"type":67,"value":78}," ist das mathematische Herz des Pokers - Ihr rechtmassiger Anteil an jedem Pot basierend auf Wahrscheinlichkeit. Wenn Sie 40% Equity halten, besitzen Sie 40% dieses Pots in Erwartungswert-Begriffen, unabhangig davon, ob Sie diese spezifische Hand gewinnen oder verlieren. Equity transformiert Poker von einem Spiel der Ahnungen in ein Spiel mathematischer Prazision. Jede Entscheidung - einen Bet callen, for Value raisen, eine marginale Hand folden - sollte von Ihrer Equity gegen die Ranges Ihrer Gegner informiert werden. Meistern Sie Equity, und Sie verstehen Poker im Kern: Entscheidungen treffen, die Ihren erwarteten Anteil an jedem Pot uber die Zeit maximieren.",{"type":62,"tag":63,"props":80,"children":82},{"id":81},"inhaltsverzeichnis",[83],{"type":67,"value":84},"Inhaltsverzeichnis",{"type":62,"tag":86,"props":87,"children":88},"ul",{},[89,100,109,118,127,136,145,154],{"type":62,"tag":90,"props":91,"children":92},"li",{},[93],{"type":62,"tag":94,"props":95,"children":97},"a",{"href":96},"#understanding",[98],{"type":67,"value":99},"Equity verstehen",{"type":62,"tag":90,"props":101,"children":102},{},[103],{"type":62,"tag":94,"props":104,"children":106},{"href":105},"#calculation",[107],{"type":67,"value":108},"Equity berechnen",{"type":62,"tag":90,"props":110,"children":111},{},[112],{"type":62,"tag":94,"props":113,"children":115},{"href":114},"#preflop",[116],{"type":67,"value":117},"Preflop 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