[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"term-poker-outs-de":3,"related-outs-de":48,"mdc-u2bvmr-key":55},{"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},"41c5d803-3059-4d2a-b23f-bdb937f48826","outs","published","poker","poker-math","intermediate",[11,12,13,14],"drawing outs","live outs","clean outs","cards to hit",[16,17,18,19],"equity","pot-odds","draw","flush-draw",[21,22,23],"\u002Fpoker\u002Fouts-calculator","\u002Fpoker\u002Fequity-calculator","\u002Fpoker\u002Fpot-odds","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.","# Outs\n\n**Outs** sind deine Rettungsleine, wenn du hinten liegst - die spezifischen Karten, die deine verlierende Hand in einen Gewinner verwandeln. Outs zu zaehlen ist der erste Schritt in der Pokermathematik: sobald du weisst, wie viele Karten dir helfen, kannst du deine Equity berechnen, sie mit Pot Odds vergleichen und mathematisch korrekte Entscheidungen treffen. Ein Flush Draw hat 9 Outs. Ein Open-Ender hat 8. Ein Gutshot hat 4. Praege dir diese Zahlen und die Abkuerzungen zur Umrechnung in Prozente ein. Outs sind die Bruecke zwischen \"Ich glaube, ich sollte callen\" und \"Ich weiss, dieser Call ist profitabel.\"\n\n## Inhaltsverzeichnis\n\n- [Outs verstehen](#understanding)\n- [Outs zaehlen](#counting)\n- [Outs in Equity umrechnen](#converting)\n- [Saubere vs. Schmutzige Outs](#clean-dirty)\n- [Kombinations-Draws](#combination)\n- [Outs strategisch nutzen](#strategy)\n- [Haeufige Szenarien](#scenarios)\n- [Kurzreferenz](#reference)\n\n## Outs verstehen {#understanding}\n\n### Was Outs bedeuten\n\n```math\n\\text{Outs} = \\text{Karten im Deck} - \\text{Gesehene Karten} - \\text{Karten, die nicht helfen}\n```\n\n**Einfaches Beispiel:**\n- Du hast: A♠ K♠\n- Board: D♠ 7♠ 2♦\n- Flush-Outs: 13 Pik - 4 gesehene = **9 Outs**\n\n### Warum Outs wichtig sind\n\n| Anwendung | Wie Outs helfen |\n|-------------|---------------|\n| Equity-Berechnung | Deine Gewinn-% kennen |\n| Pot-Odds-Entscheidungen | Profitabel callen oder folden |\n| Semi-Bluff-Planung | Backup-Equity bewerten |\n| Hand Reading | Moegliche Outs des Gegners kennen |\n\n### Die Deck-Aufschluesselung\n\n| Komponente | Karten |\n|-----------|-------|\n| Gesamtes Deck | 52 |\n| Deine Hole Cards | -2 |\n| Gemeinschaftskarten (Flop) | -3 |\n| Unbekannt (Outs-Pool) | 47 |\n\nAuf dem Turn: 46 unbekannte Karten bleiben.\n\n## Outs zaehlen {#counting}\n\n### Standard-Draw-Outs\n\n| Draw-Typ | Outs | Karten |\n|-----------|------|-------|\n| Flush Draw | 9 | Verbleibende Suited Cards |\n| Open-Ended Straight (OESD) | 8 | Zwei verbindende Raenge |\n| Gutshot Straight | 4 | Ein spezifischer Rang |\n| Zwei Overcards | 6 | 3 von jeder Overcard |\n| Eine Overcard | 3 | 3 von diesem Rang |\n| Pocket Pair zu Set | 2 | 2 verbleibende Karten |\n| Zwei Paare zu Full House | 4 | 2 von jedem gepaarten Rang |\n| Set zu Full House\u002FQuads | 7 | 3 Board-Pairs + 1 Quad |\n\n### Flush Draw zaehlen\n\n```\nDeine Hand: A♥ K♥\nBoard: B♥ 7♥ 2♣\n\nHerzen im Deck: 13\nGesehene Herzen: 4 (A♥, K♥, B♥, 7♥)\nOuts: 13 - 4 = 9\n```\n\n### Straight Draw zaehlen\n\n**Open-Ended Straight Draw (OESD):**\n```\nDeine Hand: 9♠ 8♥\nBoard: 10♦ 7♣ 2♥\n\nKomplettiert mit: Jeder B (4 Karten) oder jede 6 (4 Karten)\nOuts: 8\n```\n\n**Gutshot (Inside Straight):**\n```\nDeine Hand: 9♠ 8♥\nBoard: 10♦ 6♣ 2♥\n\nKomplettiert mit: Nur jede 7 (4 Karten)\nOuts: 4\n```\n\n**Double Gutshot:**\n```\nDeine Hand: B♠ 8♥\nBoard: 10♦ 9♣ 6♥\n\nKomplettiert mit: Jede D (4) oder jede 7 (4)\nOuts: 8 (gleich wie OESD!)\n```\n\n### Overcards zaehlen\n\n```\nDeine Hand: A♠ K♥\nBoard: D♦ 7♣ 2♥\n\nOvercards: A und K\nOuts zu Top Pair: 3 Asse + 3 Koenige = 6\n\nAber Vorsicht: Gegner koennte AD, KD usw. haben.\n```\n\n## Outs in Equity umrechnen {#converting}\n\n### Die 2-und-4-Regel\n\n| Situation | Formel | Genauigkeit |\n|-----------|---------|----------|\n| Eine Karte kommt | Outs × 2 | ±1-2% |\n| Zwei Karten kommen | Outs × 4 | ±1-4% |\n\n### Outs-zu-Equity-Tabelle\n\n| Outs | Eine Karte (×2) | Zwei Karten (×4) | Exakt (Zwei Karten) |\n|------|---------------|----------------|-------------------|\n| 1 | 2% | 4% | 4,3% |\n| 2 | 4% | 8% | 8,4% |\n| 3 | 6% | 12% | 12,5% |\n| 4 | 8% | 16% | 16,5% |\n| 5 | 10% | 20% | 20,4% |\n| 6 | 12% | 24% | 24,1% |\n| 7 | 14% | 28% | 27,8% |\n| 8 | 16% | 32% | 31,5% |\n| 9 | 18% | 36% | 35,0% |\n| 10 | 20% | 40% | 38,4% |\n| 11 | 22% | 44% | 41,7% |\n| 12 | 24% | 48% | 45,0% |\n| 13 | 26% | 52% | 48,1% |\n| 14 | 28% | 56% | 51,2% |\n| 15 | 30% | 60% | 54,1% |\n| 16 | 32% | 64% | 57,0% |\n| 17 | 34% | 68% | 59,8% |\n| 18 | 36% | 72% | 62,4% |\n| 20 | 40% | 80% | 67,5% |\n| 21 | 42% | 84% | 70,0% |\n\n**Hinweis:** Die 4er-Regel ueberschaetzt ueber 8 Outs. Fuer mehr Genauigkeit: Outs × 4 - (Outs - 8) fuer Outs > 8.\n\n### Exakte Formel\n\nFuer eine Karte (Turn oder River):\n\n```math\n\\text{Equity} = \\frac{\\text{Outs}}{\\text{Ungesehene Karten}}\n```\n\nFuer zwei Karten (Flop bis River):\n\n```math\n\\text{Equity} = 1 - \\frac{(47 - \\text{Outs})(46 - \\text{Outs})}{47 \\times 46}\n```\n\n## Saubere vs. Schmutzige Outs {#clean-dirty}\n\n### Was sind saubere Outs?\n\n**Saubere Outs** verbessern deine Hand zu einem definitiven Gewinner.\n\n```\nDeine Hand: 8♠ 7♠\nBoard: 9♦ 6♣ 2♥\n\nOESD-Outs: Jede 10 oder 5\nAlle 8 Outs sind SAUBER - Strasse gewinnt immer\n```\n\n### Was sind schmutzige Outs?\n\n**Schmutzige Outs** verbessern deine Hand, koennten dem Gegner aber mehr helfen.\n\n```\nDeine Hand: 8♠ 7♠\nBoard: 9♠ 6♠ 2♠\n\nStrassen-Outs: 10♠ oder 5♠\nDiese sind SCHMUTZIG - sie komplettieren einen Flush fuer den Gegner!\nSaubere Strassen-Outs: 10♥, 10♦, 10♣, 5♥, 5♦, 5♣ = 6\n```\n\n### Schmutzige Outs reduzieren\n\n| Szenario | Reduktion |\n|----------|----------|\n| Gepaartes Board | Gegner koennte Full House haben |\n| Drei-Flush-Board | Gegner koennte Flush haben |\n| Verbundenes Board | Gegner koennte hoehere Strasse haben |\n| Gegner zeigt Staerke | Deine Outs koennten tot sein |\n\n**Faustregel:** Reduziere schmutzige Outs um 50-100% basierend auf der Wahrscheinlichkeit, dass der Gegner dich geschlagen hat.\n\n### Reduktions-Beispiele\n\n| Dein Draw | Board | Rohe Outs | Saubere Outs | Warum |\n|-----------|-------|----------|------------|-----|\n| Flush Draw | K♥ 9♥ 4♥ (du hast D♥ B♥) | 9 | 9 | Alle sauber (Nut Flush) |\n| Flush Draw | A♥ 9♥ 4♥ (du hast D♥ B♥) | 9 | 7-8 | Gegner koennte A♥ haben |\n| OESD | 10♠ 9♠ 8♦ (du hast 7♣ 6♣) | 8 | 4-6 | Hoehere Strassen moeglich |\n| Overcards | D♦ 8♣ 3♥ (du hast A♠ K♠) | 6 | 3-4 | Gegner koennte AD\u002FKD haben |\n\n## Kombinations-Draws {#combination}\n\n### Outs addieren\n\nWenn du mehrere Draws hast, addiere Outs, aber **subtrahiere ueberlappende Karten**.\n\n### Flush Draw + Gutshot\n\n```\nDeine Hand: A♠ 5♠\nBoard: K♠ 9♠ 8♣\n\nFlush-Outs: 9 Pik\nGutshot-Outs (brauche 7): 4 Siebenen\nUeberlappung: 7♠ doppelt gezaehlt\nGesamt-Outs: 9 + 4 - 1 = 12 Outs (~45% zwei Karten)\n```\n\n### Flush Draw + OESD\n\n```\nDeine Hand: B♠ 10♠\nBoard: 9♠ 8♣ 2♠\n\nFlush-Outs: 9 Pik\nOESD-Outs (D oder 7): 8 Karten\nUeberlappung: D♠ und 7♠ doppelt gezaehlt\nGesamt-Outs: 9 + 8 - 2 = 15 Outs (~54% zwei Karten)\n```\n\n### Flush Draw + Paar\n\n```\nDeine Hand: A♠ K♠\nBoard: D♠ 7♠ 3♦\n\nFlush-Outs: 9 Pik\nPaar-Outs: 3 Asse + 3 Koenige = 6\nUeberlappung: A♠ und K♠ doppelt gezaehlt\nGesamt-Outs: 9 + 6 - 2 = 13 Outs\n\nABER: Paar reicht vielleicht nicht vs. Gegners Set\u002FZwei Paare\nEffektive Outs: ~11-12 (Paar-Outs reduziert)\n```\n\n### Monster-Draw-Outs\n\n| Draw-Kombination | Outs | Equity (Zwei Karten) |\n|------------------|------|-------------------|\n| Flush + Gutshot | 12 | 45% |\n| Flush + OESD | 15 | 54% |\n| Flush + OESD + Overcards | 18+ | 60%+ |\n| Paar + Flush + OESD | 20+ | 65%+ |\n\n**Monster Draws haben oft mehr Equity als gemachte Haende!**\n\n## Outs strategisch nutzen {#strategy}\n\n### Outs mit Pot Odds vergleichen\n\n```math\n\\text{Call korrekt wenn:} \\quad \\frac{\\text{Outs} \\times \\text{Strassen-Multiplikator}}{100} > \\text{Benoetigte Pot Odds}\n```\n\n| Deine Outs | Eine-Karte-Equity | Pot Odds \u003C Dies = Call |\n|-----------|-----------------|------------------------|\n| 4 | 9% | 10% (10:1 Odds) |\n| 6 | 13% | 15% (6:1 Odds) |\n| 8 | 17% | 20% (4:1 Odds) |\n| 9 | 19% | 20% (4:1 Odds) |\n| 12 | 26% | 30% (2,5:1 Odds) |\n| 15 | 32% | 35% (2:1 Odds) |\n\n### Schnelles Entscheidungs-Framework\n\n| Pot Odds | Minimum Outs (Eine Karte) |\n|----------|------------------------|\n| 10% (10:1) | 5 Outs |\n| 15% (6:1) | 7-8 Outs |\n| 20% (4:1) | 10 Outs |\n| 25% (3:1) | 12-13 Outs |\n| 33% (2:1) | 15-16 Outs |\n\n### Implied-Odds-Anpassung\n\nMit guten Implied Odds kannst du mit weniger Outs callen:\n\n```math\n\\text{Angepasste benoetigte Outs} = \\text{Basis-Outs} \\times \\frac{\\text{Aktueller Pot}}{\\text{Aktueller Pot} + \\text{Implied Gewinn}}\n```\n\n## Haeufige Szenarien {#scenarios}\n\n### Szenario 1: Flush Draw auf dem Flop\n\n**Du:** A♠ K♠\n**Board:** D♠ 7♠ 2♦\n**Pot:** 100€, Gegner setzt 50€\n\n| Faktor | Wert |\n|--------|-------|\n| Outs | 9 |\n| Eine-Karte-Equity | 19% |\n| Zwei-Karten-Equity | 35% |\n| Pot Odds | 50€ \u002F 200€ = 25% |\n| Entscheidung (eine Karte) | 19% \u003C 25% = Fold* |\n| Entscheidung (All-In) | 35% > 25% = Call |\n\n*Ausser Implied Odds rechtfertigen es\n\n### Szenario 2: Gutshot auf dem Turn\n\n**Du:** B♠ 10♥\n**Board:** K♦ D♣ 5♠ 2♥\n**Pot:** 80€, Gegner setzt 40€\n\n| Faktor | Wert |\n|--------|-------|\n| Outs | 4 (jedes Ass) |\n| Eine-Karte-Equity | 9% |\n| Pot Odds | 40€ \u002F 160€ = 25% |\n| Entscheidung | 9% \u003C 25% = Klarer Fold |\n\n### Szenario 3: Monster Draw\n\n**Du:** 8♠ 7♠\n**Board:** 9♠ 6♠ 2♦\n**Pot:** 100€, Gegner setzt 100€\n\n| Faktor | Wert |\n|--------|-------|\n| OESD-Outs | 8 (jede 10 oder 5) |\n| Flush-Outs | 9 (verbleibende Pik) |\n| Ueberlappung | -2 (10♠ und 5♠) |\n| Gesamt-Outs | 15 |\n| Zwei-Karten-Equity | 54% |\n| Pot Odds | 100€ \u002F 300€ = 33% |\n| Entscheidung | 54% > 33% = Einfacher Call\u002FRaise! |\n\n### Szenario 4: Overcards (Riskant)\n\n**Du:** A♥ K♦\n**Board:** D♠ 8♣ 3♥\n**Pot:** 50€, Gegner setzt 25€\n\n| Faktor | Wert |\n|--------|-------|\n| Overcard-Outs | 6 |\n| Saubere Outs | ~3-4 (manche A\u002FK geben Gegner Zwei Paare) |\n| Angepasste Equity | 7-9% |\n| Pot Odds | 25€ \u002F 100€ = 25% |\n| Entscheidung | Selbst mit 6 rohen Outs, wahrscheinlich Fold |\n\n## Kurzreferenz {#reference}\n\n### Diese Outs auswendig lernen\n\n| Draw | Outs | Eine Karte | Zwei Karten |\n|------|------|----------|-----------|\n| **Gutshot** | 4 | 9% | 17% |\n| **Overcards** | 6 | 13% | 24% |\n| **OESD** | 8 | 17% | 32% |\n| **Flush Draw** | 9 | 19% | 35% |\n| **Flush + GS** | 12 | 26% | 45% |\n| **Flush + OESD** | 15 | 32% | 54% |\n\n### 2-und-4-Regel Zusammenfassung\n\n```\nEINE Karte kommt: Outs × 2 = Ungefaehre %\nZWEI Karten kommen: Outs × 4 = Ungefaehre %\n```\n\n### Outs-Spickzettel\n\n```\n4 Outs  →  9%  \u002F 17%\n6 Outs  → 13%  \u002F 24%\n8 Outs  → 17%  \u002F 32%\n9 Outs  → 19%  \u002F 35%\n12 Outs → 26%  \u002F 45%\n15 Outs → 32%  \u002F 54%\n```\n\n## Verwandte Rechner\n\n- [Outs-Rechner](\u002Fpoker\u002Fouts-calculator) - Outs automatisch zaehlen\n- [Equity-Rechner](\u002Fpoker\u002Fequity-calculator) - Praezise Equity-Berechnung\n- [Pot-Odds-Rechner](\u002Fpoker\u002Fpot-odds) - Outs mit Pot Odds vergleichen",null,[29,32,35,38],{"answer":30,"question":31},"Mit 4 Karten einer Farbe (2 auf der Hand + 2 auf dem Board) gibt es 13 Karten dieser Farbe insgesamt minus 4 gesehene = 9 verbleibende. Jede dieser 9 Karten komplettiert deinen Flush und gibt dir 9 Outs. Auf dem Flop uebersetzt sich das zu ~35% Equity fuer Turn+River, oder ~19% nur fuer den Turn.","Wie zaehlt man Outs fuer einen Flush Draw?",{"answer":33,"question":34},"Saubere Outs verbessern deine Hand zu einem definitiven Gewinner. Schmutzige Outs verbessern deine Hand, koennten dem Gegner aber eine noch bessere Hand geben. Beispiel: du hast einen Straight Draw, aber eines deiner Outs bringt ein drittes Herz auf das Board - das ist ein schmutziges Out, weil der Gegner einen Flush haben koennte. Reduziere schmutzige Outs immer.","Was ist der Unterschied zwischen 'sauberen' und 'schmutzigen' Outs?",{"answer":36,"question":37},"Multipliziere deine Outs mit 2 fuer ungefaehre Equity, wenn eine Karte kommt (Turn ODER River). Multipliziere mit 4, wenn beide Karten kommen (Turn UND River, wie bei einem All-In auf dem Flop). 9 Outs × 2 = 18% fuer eine Karte; 9 Outs × 4 = 36% fuer zwei Karten. Die Genauigkeit nimmt ueber 8 Outs ab.","Wie funktioniert die 2-und-4-Regel?",{"answer":39,"question":40},"Ja, aber selten. Ein Flush Draw + Open-Ended Straight Draw + Overcards kann 18+ Outs geben. Theoretisch koenntest du 21 Outs haben (ueber 70% Equity), was dich sogar gegen gemachte Haende zum Favoriten macht. Diese 'Monster Draws' sind oft wert, aggressiv als Semi-Bluffs gespielt zu werden.","Kann man mehr als 20 Outs haben?",[42,43,44,45,46,47],"en","ru","de","pt","tr","es",[49,52],{"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":17,"section":7,"category":8,"difficulty":9,"term":53,"definition":54},"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":56,"body":57},{},{"type":58,"children":59},"root",[60,67,78,84,162,168,175,365,373,396,402,481,487,561,566,572,578,746,752,765,771,779,788,796,805,813,822,828,837,843,849,912,918,1392,1402,1408,1413,1625,1630,1966,1972,1978,1988,1997,2003,2013,2022,2028,2102,2112,2118,2259,2265,2271,2283,2289,2298,2304,2313,2319,2328,2334,2430,2438,2444,2450,2688,2814,2820,2906,2912,2917,3174,3180,3186,3210,3305,3310,3316,3337,3405,3411,3432,3538,3544,3565,3646,3652,3658,3823,3829,3838,3844,3853,3859],{"type":61,"tag":62,"props":63,"children":64},"element","h2",{"id":5},[65],{"type":66,"value":24},"text",{"type":61,"tag":68,"props":69,"children":70},"p",{},[71,76],{"type":61,"tag":72,"props":73,"children":74},"strong",{},[75],{"type":66,"value":24},{"type":66,"value":77}," sind deine Rettungsleine, wenn du hinten liegst - die spezifischen Karten, die deine verlierende Hand in einen Gewinner verwandeln. Outs zu zaehlen ist der erste Schritt in der Pokermathematik: sobald du weisst, wie viele Karten dir helfen, kannst du deine Equity berechnen, sie mit Pot Odds vergleichen und mathematisch korrekte Entscheidungen treffen. Ein Flush Draw hat 9 Outs. Ein Open-Ender hat 8. Ein Gutshot hat 4. Praege dir diese Zahlen und die Abkuerzungen zur Umrechnung in Prozente ein. Outs sind die Bruecke zwischen \"Ich glaube, ich sollte callen\" und \"Ich weiss, dieser Call ist profitabel.\"",{"type":61,"tag":62,"props":79,"children":81},{"id":80},"inhaltsverzeichnis",[82],{"type":66,"value":83},"Inhaltsverzeichnis",{"type":61,"tag":85,"props":86,"children":87},"ul",{},[88,99,108,117,126,135,144,153],{"type":61,"tag":89,"props":90,"children":91},"li",{},[92],{"type":61,"tag":93,"props":94,"children":96},"a",{"href":95},"#understanding",[97],{"type":66,"value":98},"Outs verstehen",{"type":61,"tag":89,"props":100,"children":101},{},[102],{"type":61,"tag":93,"props":103,"children":105},{"href":104},"#counting",[106],{"type":66,"value":107},"Outs zaehlen",{"type":61,"tag":89,"props":109,"children":110},{},[111],{"type":61,"tag":93,"props":112,"children":114},{"href":113},"#converting",[115],{"type":66,"value":116},"Outs in Equity 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