[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"blog-article-joker-poker-strategy-en":3,"mdc-423zvr-key":107},{"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":80,"related_articles":81,"title":82,"description":83,"keywords":84,"content":85,"faq":86,"availableLocales":102},"5103adcf-fecd-41aa-aa1f-07dadf00084a","joker-poker-strategy","published","casino","strategies","Evgeniy Volkov","2026-01-25",18,"\u002Fimages\u002Fblog\u002Fjoker-poker-strategy.webp",[14,19,24,29,37,44,49,56,61,68,74],{"name":15,"props":16,"position":17,"rawBlock":18},"JokerPokerPaytableChart",{},0,"::joker-poker-paytable-chart\n::",{"name":20,"props":21,"position":22,"rawBlock":23},"JokerPokerHandAnalyzer",{},1,"::joker-poker-hand-analyzer\n::",{"name":25,"props":26,"position":27,"rawBlock":28},"JokerPokerProbabilityChart",{},2,"::joker-poker-probability-chart\n::",{"name":30,"props":31,"position":35,"rawBlock":36},"Callout",{"type":32,"title":33,"content":34},"success","Master Joker Poker Instantly","Use our interactive hand analyzer below to practice optimal strategy, or calculate exact probabilities using our **[RTP Calculator](\u002Fcasino\u002Frtp-calculator)** before playing for real money.",3,"::callout{type=\"success\" title=\"Master Joker Poker Instantly\"}\nUse our interactive hand analyzer below to practice optimal strategy, or calculate exact probabilities using our **[RTP Calculator](\u002Fcasino\u002Frtp-calculator)** before playing for real money.",{"name":30,"props":38,"position":42,"rawBlock":43},{"type":39,"title":40,"content":41},"warning","Always Bet Max Coins","Notice the **4000-coin jump** for Natural Royal Flush on 5 coins (vs. 1000 for 4 coins). This creates a 1.7-2.5% RTP advantage when betting max. Never play less than 5 coins on video poker machines.",4,"::callout{type=\"warning\" title=\"Always Bet Max Coins\"}\nNotice the **4000-coin jump** for Natural Royal Flush on 5 coins (vs. 1000 for 4 coins). This creates a 1.7-2.5% RTP advantage when betting max. Never play less than 5 coins on video poker machines.",{"name":15,"props":45,"position":47,"rawBlock":48},{"content":46},"::\n\n#### 2. Common Pay (98.44% RTP) - 17\u002F7\u002F5 Kings or Better\n**Paytable:** 800-200-100-50-17-7-5-2-1 (same as full pay)\n- Most widely available variant\n- Excellent for [bankroll growth](\u002Fbetting\u002Fbankroll-growth-calculator)\n- Requires perfect strategy\n\n#### 3. Short Pay (96.38% RTP) - 17\u002F7\u002F4 Kings or Better\n**Paytable:** 800-200-100-50-17-7-**4**-2-1\n- Full House pays only 4-for-1 (vs. 5)\n- Common in casinos worldwide\n- Still beatable with [comps and bonuses](\u002Fcasino\u002Fwagering-calculator)\n\n#### 4. Two Pair Variant (95.51% RTP)\n**Minimum:** Two Pair instead of Kings\n**Paytable:** Adjusted lower on premium hands\n- Easier to win but lower payouts\n- **Avoid** this variant—always choose Kings or Better\n\n### Mathematical Analysis of Paytables\n\nThe key hands that determine RTP in Joker Poker:\n\n```math\n\\text{RTP} = \\sum_{h=1}^{n} P(h) \\times \\text{Payout}(h)\n```\n\nWhere:\n- **P(h)** = probability of hand h with optimal strategy\n- **Payout(h)** = coins returned for hand h\n- **n** = number of possible hands\n\n**Critical Paytable Positions:**\n1. **Straight Flush (17 vs. 15):** +0.89% RTP\n2. **Four of a Kind (7 vs. 6):** +1.25% RTP\n3. **Full House (5 vs. 4):** +2.06% RTP\n\n::callout{type=\"tip\" title=\"Paytable识别 Rule\"}\nAlways check the payouts for **Straight Flush, Four of a Kind, and Full House**. A \"17\u002F7\u002F5\" machine pays 17-for-1 on straight flush, 7-for-1 on four of a kind, and 5-for-1 on full house. This notation instantly tells you the RTP tier.",5,"::joker-poker-paytable-chart\n::\n\n#### 2. Common Pay (98.44% RTP) - 17\u002F7\u002F5 Kings or Better\n**Paytable:** 800-200-100-50-17-7-5-2-1 (same as full pay)\n- Most widely available variant\n- Excellent for [bankroll growth](\u002Fbetting\u002Fbankroll-growth-calculator)\n- Requires perfect strategy\n\n#### 3. Short Pay (96.38% RTP) - 17\u002F7\u002F4 Kings or Better\n**Paytable:** 800-200-100-50-17-7-**4**-2-1\n- Full House pays only 4-for-1 (vs. 5)\n- Common in casinos worldwide\n- Still beatable with [comps and bonuses](\u002Fcasino\u002Fwagering-calculator)\n\n#### 4. Two Pair Variant (95.51% RTP)\n**Minimum:** Two Pair instead of Kings\n**Paytable:** Adjusted lower on premium hands\n- Easier to win but lower payouts\n- **Avoid** this variant—always choose Kings or Better\n\n### Mathematical Analysis of Paytables\n\nThe key hands that determine RTP in Joker Poker:\n\n```math\n\\text{RTP} = \\sum_{h=1}^{n} P(h) \\times \\text{Payout}(h)\n```\n\nWhere:\n- **P(h)** = probability of hand h with optimal strategy\n- **Payout(h)** = coins returned for hand h\n- **n** = number of possible hands\n\n**Critical Paytable Positions:**\n1. **Straight Flush (17 vs. 15):** +0.89% RTP\n2. **Four of a Kind (7 vs. 6):** +1.25% RTP\n3. **Full House (5 vs. 4):** +2.06% RTP\n\n::callout{type=\"tip\" title=\"Paytable识别 Rule\"}\nAlways check the payouts for **Straight Flush, Four of a Kind, and Full House**. A \"17\u002F7\u002F5\" machine pays 17-for-1 on straight flush, 7-for-1 on four of a kind, and 5-for-1 on full house. This notation instantly tells you the RTP tier.",{"name":30,"props":50,"position":54,"rawBlock":55},{"type":51,"title":52,"content":53},"info","Simplified for Beginners","This is a simplified tree for casual players. Advanced players should use the complete strategy chart below for +0.5-1% better RTP.",6,"::callout{type=\"info\" title=\"Simplified for Beginners\"}\nThis is a simplified tree for casual players. Advanced players should use the complete strategy chart below for +0.5-1% better RTP.",{"name":20,"props":57,"position":59,"rawBlock":60},{"content":58},"::\n\n## Advanced Optimal Strategy Charts\n\n### Complete Strategy: Hands WITHOUT Joker\n\nThis is the **exact optimal strategy** for 17\u002F7\u002F5 Kings or Better paytable:\n\n**Rank 1: Pat Hands**\n- Natural Royal Flush → Hold all\n- Straight Flush → Hold all\n- Four of a Kind → Hold all\n- Full House → Hold all\n\n**Rank 2: Four-Card Draws**\n- 4 to Royal Flush\n- 4 to Straight Flush\n- Flush → Hold all\n- Straight → Hold all\n- Three of a Kind\n- 4 to Flush\n\n**Rank 3: Pairs and Three-Card Draws**\n- Two Pair\n- High Pair (K-A)\n- 3 to Royal Flush (sequential, e.g., J-Q-K)\n- 4 to Straight (open-ended with 1+ high cards)\n- Low Pair (2-Q)\n- 3 to Royal Flush (1 gap, e.g., J-K-A)\n- 3 to Straight Flush (sequential)\n- 4 to Straight (open-ended)\n\n**Rank 4: High Card Draws**\n- 2 High Cards (same suit K-A)\n- 3 to Straight Flush (1 gap)\n- 2 High Cards (unsuited)\n- 3 to Straight Flush (2 gaps)\n- 3 to Flush (with 2 high cards)\n- 1 High Card (K or A)\n\n**Rank 5: Desperation Plays**\n- 3 to Flush (1 high card)\n- Discard all 5 cards\n\n### Complete Strategy: Hands WITH Joker\n\n**Rank 1: Premium Hands**\n- Five of a Kind → Hold all\n- Wild Royal Flush → Hold all\n- Straight Flush → Hold all\n- Four of a Kind → Hold all\n\n**Rank 2: Four-Card Draws (With Joker)**\n- 4 to Wild Royal Flush (Joker + 3 royals)\n- Full House → Hold all\n- 4 to Straight Flush (Joker + 3 sequential)\n- Flush → Hold all\n- Three of a Kind (Joker + pair)\n\n**Rank 3: Drawing Hands**\n- Straight → Hold all\n- 4 to Flush (Joker + 3 suited)\n- 3 to Wild Royal Flush (Joker + 2 royals)\n- 3 to Straight Flush (Joker + 2 sequential)\n- Pair (Joker + 1 card matching)\n- 4 to Straight (Joker + 3 sequential)\n- 3 to Flush (Joker + 2 suited, with high cards)\n\n**Rank 4: Weak Draws**\n- 3 to Straight Flush (Joker + 2 cards, 1 gap)\n- 2 to Wild Royal (Joker + 1 royal)\n- **Joker Only** → Hold Joker, discard all 4 other cards\n\n### Exceptions and Edge Cases\n\n**Exception 1: Royal Flush Draw vs. Pat Straight Flush**\n\nIf you have a pat **straight flush** (e.g., 6♠-7♠-8♠-9♠-10♠) but can also draw to **royal flush** (e.g., discard 6♠, hope for J♠):\n\n```math\nEV(\\text{Pat SF}) = 17.0 \\text{ coins (guaranteed)}\n```\n```math\nEV(\\text{Draw to Royal}) = \\frac{1}{47} \\times 800 + \\frac{46}{47} \\times 0 = 17.02 \\text{ coins}\n```\n\n**Decision:** Draw to the Royal (gain 0.02 coins on average).\n\n**Exception 2: Three of a Kind vs. Four to Flush (With Joker)**\n\n- **Dealt:** Joker-K♠-K♦-7♠-3♠ (trips + 4 to flush)\n- **EV (Keep Trips):** 4.68 coins\n- **EV (4 to Flush):** 1.91 coins\n- **Decision:** Keep the Three of a Kind\n\n**Exception 3: Pair of Kings vs. 4 to Straight (Open-Ended)**\n\n- **Dealt:** K♠-K♦-Q♣-J♥-10♠ (pair of Kings + 4 to straight)\n- **EV (Pair):** 1.85 coins\n- **EV (4 to Straight):** 1.06 coins\n- **Decision:** Keep the pair\n\n## Probability Analysis and Expected Value\n\n### Hand Frequencies in Joker Poker\n\nThe 53-card deck creates unique probabilities compared to standard Jacks or Better:\n\n| Hand | Probability (Optimal Play) | Frequency (1 in X hands) |\n|------|---------------------------|--------------------------|\n| Natural Royal Flush | 0.00124% | 80,660 |\n| Five of a Kind | 0.01987% | 5,033 |\n| Wild Royal Flush | 0.0248% | 4,032 |\n| Straight Flush | 0.0635% | 1,575 |\n| Four of a Kind | 1.1823% | 85 |\n| Full House | 2.1456% | 47 |\n| Flush | 1.8976% | 53 |\n| Straight | 3.2145% | 31 |\n| Three of a Kind | 7.3521% | 14 |\n| Two Pair | 9.8654% | 10 |\n| Pair (K+) | 14.2387% | 7 |\n| **Nothing** | 59.6643% | 1.7 |\n\n::joker-poker-probability-chart",7,"::joker-poker-hand-analyzer\n::\n\n## Advanced Optimal Strategy Charts\n\n### Complete Strategy: Hands WITHOUT Joker\n\nThis is the **exact optimal strategy** for 17\u002F7\u002F5 Kings or Better paytable:\n\n**Rank 1: Pat Hands**\n- Natural Royal Flush → Hold all\n- Straight Flush → Hold all\n- Four of a Kind → Hold all\n- Full House → Hold all\n\n**Rank 2: Four-Card Draws**\n- 4 to Royal Flush\n- 4 to Straight Flush\n- Flush → Hold all\n- Straight → Hold all\n- Three of a Kind\n- 4 to Flush\n\n**Rank 3: Pairs and Three-Card Draws**\n- Two Pair\n- High Pair (K-A)\n- 3 to Royal Flush (sequential, e.g., J-Q-K)\n- 4 to Straight (open-ended with 1+ high cards)\n- Low Pair (2-Q)\n- 3 to Royal Flush (1 gap, e.g., J-K-A)\n- 3 to Straight Flush (sequential)\n- 4 to Straight (open-ended)\n\n**Rank 4: High Card Draws**\n- 2 High Cards (same suit K-A)\n- 3 to Straight Flush (1 gap)\n- 2 High Cards (unsuited)\n- 3 to Straight Flush (2 gaps)\n- 3 to Flush (with 2 high cards)\n- 1 High Card (K or A)\n\n**Rank 5: Desperation Plays**\n- 3 to Flush (1 high card)\n- Discard all 5 cards\n\n### Complete Strategy: Hands WITH Joker\n\n**Rank 1: Premium Hands**\n- Five of a Kind → Hold all\n- Wild Royal Flush → Hold all\n- Straight Flush → Hold all\n- Four of a Kind → Hold all\n\n**Rank 2: Four-Card Draws (With Joker)**\n- 4 to Wild Royal Flush (Joker + 3 royals)\n- Full House → Hold all\n- 4 to Straight Flush (Joker + 3 sequential)\n- Flush → Hold all\n- Three of a Kind (Joker + pair)\n\n**Rank 3: Drawing Hands**\n- Straight → Hold all\n- 4 to Flush (Joker + 3 suited)\n- 3 to Wild Royal Flush (Joker + 2 royals)\n- 3 to Straight Flush (Joker + 2 sequential)\n- Pair (Joker + 1 card matching)\n- 4 to Straight (Joker + 3 sequential)\n- 3 to Flush (Joker + 2 suited, with high cards)\n\n**Rank 4: Weak Draws**\n- 3 to Straight Flush (Joker + 2 cards, 1 gap)\n- 2 to Wild Royal (Joker + 1 royal)\n- **Joker Only** → Hold Joker, discard all 4 other cards\n\n### Exceptions and Edge Cases\n\n**Exception 1: Royal Flush Draw vs. Pat Straight Flush**\n\nIf you have a pat **straight flush** (e.g., 6♠-7♠-8♠-9♠-10♠) but can also draw to **royal flush** (e.g., discard 6♠, hope for J♠):\n\n```math\nEV(\\text{Pat SF}) = 17.0 \\text{ coins (guaranteed)}\n```\n```math\nEV(\\text{Draw to Royal}) = \\frac{1}{47} \\times 800 + \\frac{46}{47} \\times 0 = 17.02 \\text{ coins}\n```\n\n**Decision:** Draw to the Royal (gain 0.02 coins on average).\n\n**Exception 2: Three of a Kind vs. Four to Flush (With Joker)**\n\n- **Dealt:** Joker-K♠-K♦-7♠-3♠ (trips + 4 to flush)\n- **EV (Keep Trips):** 4.68 coins\n- **EV (4 to Flush):** 1.91 coins\n- **Decision:** Keep the Three of a Kind\n\n**Exception 3: Pair of Kings vs. 4 to Straight (Open-Ended)**\n\n- **Dealt:** K♠-K♦-Q♣-J♥-10♠ (pair of Kings + 4 to straight)\n- **EV (Pair):** 1.85 coins\n- **EV (4 to Straight):** 1.06 coins\n- **Decision:** Keep the pair\n\n## Probability Analysis and Expected Value\n\n### Hand Frequencies in Joker Poker\n\nThe 53-card deck creates unique probabilities compared to standard Jacks or Better:\n\n| Hand | Probability (Optimal Play) | Frequency (1 in X hands) |\n|------|---------------------------|--------------------------|\n| Natural Royal Flush | 0.00124% | 80,660 |\n| Five of a Kind | 0.01987% | 5,033 |\n| Wild Royal Flush | 0.0248% | 4,032 |\n| Straight Flush | 0.0635% | 1,575 |\n| Four of a Kind | 1.1823% | 85 |\n| Full House | 2.1456% | 47 |\n| Flush | 1.8976% | 53 |\n| Straight | 3.2145% | 31 |\n| Three of a Kind | 7.3521% | 14 |\n| Two Pair | 9.8654% | 10 |\n| Pair (K+) | 14.2387% | 7 |\n| **Nothing** | 59.6643% | 1.7 |\n\n::joker-poker-probability-chart",{"name":30,"props":62,"position":66,"rawBlock":67},{"type":63,"title":64,"content":65},"tip","Bankroll Requirements","For 17\u002F7\u002F5 Joker Poker, you need approximately **2,000-2,500 max bets** to survive a 1% risk of ruin session. Use our **[Variance Calculator](\u002Fcasino\u002Fsession-simulator)** to estimate bankroll needs for your desired session length.",8,"::callout{type=\"tip\" title=\"Bankroll Requirements\"}\nFor 17\u002F7\u002F5 Joker Poker, you need approximately **2,000-2,500 max bets** to survive a 1% risk of ruin session. Use our **[Variance Calculator](\u002Fcasino\u002Fsession-simulator)** to estimate bankroll needs for your desired session length.",{"name":30,"props":69,"position":72,"rawBlock":73},{"type":39,"title":70,"content":71},"Verify Paytables Before Playing","Always check the actual paytable on the machine. Casinos can use different pay schedules even for the same game title. Look for the **17\u002F7\u002F5** notation on Straight Flush \u002F Four of a Kind \u002F Full House payouts.",9,"::callout{type=\"warning\" title=\"Verify Paytables Before Playing\"}\nAlways check the actual paytable on the machine. Casinos can use different pay schedules even for the same game title. Look for the **17\u002F7\u002F5** notation on Straight Flush \u002F Four of a Kind \u002F Full House payouts.",{"name":30,"props":75,"position":78,"rawBlock":79},{"type":32,"title":76,"content":77},"Start Practicing Today","Use the interactive hand analyzer above to test your skills and master Joker Poker strategy. Join the elite 1% of players who can beat the casino with optimal play.",10,"::callout{type=\"success\" title=\"Start Practicing Today\"}\nUse the interactive hand analyzer above to test your skills and master Joker Poker strategy. Join the elite 1% of players who can beat the casino with optimal play.",[],[],"Joker Poker Strategy: Complete Guide to Winning Video Poker (2026)","Master Joker Poker strategy with optimal charts and paytable analysis. Learn when to hold the joker and maximize RTP. Try our free calculator.",[],"\n# Joker Poker Strategy: The Complete Mathematical Guide to Maximum RTP\n\n**Joker Poker** (also called \"Joker Wild\" or \"Kings or Better\") is one of the most exciting video poker variants, featuring a 53-card deck with a wild Joker that substitutes for any card. With optimal strategy, certain paytables offer over **100% RTP**—making it one of the few beatable casino games.\n\nThis guide covers everything from beginner fundamentals to advanced mathematical strategy, including paytable analysis, decision trees, and exact hold\u002Fdiscard rules for maximum [expected value](\u002Fbetting\u002Fvalue-bet-calculator).\n\n::callout{type=\"success\" title=\"Master Joker Poker Instantly\"}\nUse our interactive hand analyzer below to practice optimal strategy, or calculate exact probabilities using our **[RTP Calculator](\u002Fcasino\u002Frtp-calculator)** before playing for real money.\n::\n\n## What is Joker Poker? Game Rules and Basics\n\n### Core Game Mechanics\n\nJoker Poker is a 5-card draw video poker game played with a **53-card deck** (standard 52 cards + 1 Joker). The Joker acts as a **wild card**, substituting for any card to create the best possible hand.\n\n**Standard Gameplay Flow:**\n1. Place your bet (1-5 coins)\n2. Receive 5 cards from the 53-card deck\n3. Choose which cards to hold\u002Fdiscard\n4. Draw replacement cards\n5. Get paid according to the paytable\n\n### Minimum Winning Hand\n\nUnlike Jacks or Better, Joker Poker requires **Kings or Better** as the minimum qualifying hand in most variants. This higher threshold compensates for the wild card advantage.\n\n**Standard Paytable (Kings or Better):**\n\n| Hand | 1 Coin | 2 Coins | 3 Coins | 4 Coins | 5 Coins |\n|------|--------|---------|---------|---------|---------|\n| Natural Royal Flush | 250 | 500 | 750 | 1000 | **4000** |\n| Five of a Kind | 100 | 200 | 300 | 400 | 500 |\n| Wild Royal Flush | 50 | 100 | 150 | 200 | 250 |\n| Straight Flush | 17 | 34 | 51 | 68 | 85 |\n| Four of a Kind | 7 | 14 | 21 | 28 | 35 |\n| Full House | 5 | 10 | 15 | 20 | 25 |\n| Flush | 4 | 8 | 12 | 16 | 20 |\n| Straight | 3 | 6 | 9 | 12 | 15 |\n| Three of a Kind | 2 | 4 | 6 | 8 | 10 |\n| Two Pair | 1 | 2 | 3 | 4 | 5 |\n| Kings or Better | 1 | 2 | 3 | 4 | 5 |\n\n::callout{type=\"warning\" title=\"Always Bet Max Coins\"}\nNotice the **4000-coin jump** for Natural Royal Flush on 5 coins (vs. 1000 for 4 coins). This creates a 1.7-2.5% RTP advantage when betting max. Never play less than 5 coins on video poker machines.\n::\n\n## Understanding Joker Poker Paytables\n\n### Full Pay vs. Short Pay Machines\n\nThe paytable determines your theoretical RTP. Here are the most common Joker Poker variations:\n\n#### 1. Full Pay (100.65% RTP) - Kings or Better\n**Paytable:** 800-200-100-50-17-7-5-2-1\n- Natural Royal: 800-for-1 (5 coins)\n- Five of a Kind: 200-for-1\n- Wild Royal: 100-for-1\n- Straight Flush: **17-for-1** ⭐\n- Four of a Kind: **7-for-1** ⭐\n- Full House: **5-for-1** ⭐\n\n**Where to Find:** Rare; mostly in high-limit rooms in Las Vegas (Aria, Bellagio)\n\n::joker-poker-paytable-chart\n::\n\n#### 2. Common Pay (98.44% RTP) - 17\u002F7\u002F5 Kings or Better\n**Paytable:** 800-200-100-50-17-7-5-2-1 (same as full pay)\n- Most widely available variant\n- Excellent for [bankroll growth](\u002Fbetting\u002Fbankroll-growth-calculator)\n- Requires perfect strategy\n\n#### 3. Short Pay (96.38% RTP) - 17\u002F7\u002F4 Kings or Better\n**Paytable:** 800-200-100-50-17-7-**4**-2-1\n- Full House pays only 4-for-1 (vs. 5)\n- Common in casinos worldwide\n- Still beatable with [comps and bonuses](\u002Fcasino\u002Fwagering-calculator)\n\n#### 4. Two Pair Variant (95.51% RTP)\n**Minimum:** Two Pair instead of Kings\n**Paytable:** Adjusted lower on premium hands\n- Easier to win but lower payouts\n- **Avoid** this variant—always choose Kings or Better\n\n### Mathematical Analysis of Paytables\n\nThe key hands that determine RTP in Joker Poker:\n\n```math\n\\text{RTP} = \\sum_{h=1}^{n} P(h) \\times \\text{Payout}(h)\n```\n\nWhere:\n- **P(h)** = probability of hand h with optimal strategy\n- **Payout(h)** = coins returned for hand h\n- **n** = number of possible hands\n\n**Critical Paytable Positions:**\n1. **Straight Flush (17 vs. 15):** +0.89% RTP\n2. **Four of a Kind (7 vs. 6):** +1.25% RTP\n3. **Full House (5 vs. 4):** +2.06% RTP\n\n::callout{type=\"tip\" title=\"Paytable识别 Rule\"}\nAlways check the payouts for **Straight Flush, Four of a Kind, and Full House**. A \"17\u002F7\u002F5\" machine pays 17-for-1 on straight flush, 7-for-1 on four of a kind, and 5-for-1 on full house. This notation instantly tells you the RTP tier.\n::\n\n## Fundamental Strategy for Beginners\n\n### The Golden Rule: NEVER Discard the Joker\n\nThis is the **#1 rule** in Joker Poker. The Joker guarantees at minimum a pair of Kings (1-for-1 payout). Discarding it is statistically catastrophic:\n\n```math\nEV(\\text{Keep Joker}) - EV(\\text{Discard Joker}) \\approx +4.2\\text{ coins}\n```\n\n**Example Mistake:**\n- **Dealt:** Joker, 2♠, 4♦, 7♣, 9♥\n- **Wrong play:** Discard Joker hoping for straight\n- **Right play:** Keep Joker, discard 2-4-7-9, draw 4 cards\n\nEven with \"garbage\" cards, the Joker guarantees you won't lose your bet.\n\n### Basic Strategy Hierarchy (Without Joker)\n\nWhen you DON'T have a Joker, use this simplified decision tree:\n\n**Priority Order:**\n1. **Made Hand (Full House or Better)** → HOLD all 5 cards\n2. **Four to Royal Flush** → Hold 4, discard 1\n3. **Three of a Kind** → Hold trips, discard 2\n4. **Four to Straight Flush** → Hold 4, discard 1\n5. **Two Pair** → Hold both pairs, discard 1\n6. **Pair of Kings or Aces** → Hold pair, discard 3\n7. **Four to Flush** → Hold 4, discard 1\n8. **Low Pair (2s-Queens)** → Hold pair, discard 3\n9. **Four to Straight (open-ended)** → Hold 4, discard 1\n10. **Three to Royal Flush** → Hold 3, discard 2\n11. **Two High Cards (K-A)** → Hold 2, discard 3\n12. **One High Card (K-A)** → Hold 1, discard 4\n13. **Garbage** → Discard all 5 cards\n\n::callout{type=\"info\" title=\"Simplified for Beginners\"}\nThis is a simplified tree for casual players. Advanced players should use the complete strategy chart below for +0.5-1% better RTP.\n::\n\n### Basic Strategy Hierarchy (With Joker)\n\nWhen you're dealt a Joker, the strategy changes dramatically:\n\n**Priority Order:**\n1. **Four of a Kind or Better** → HOLD all 5 cards\n2. **Four to Wild Royal Flush** → Hold 4 (including Joker), discard 1\n3. **Full House** → HOLD all 5 cards\n4. **Three of a Kind** → Hold trips (including Joker), discard 2\n5. **Four to Straight Flush** → Hold 4 (including Joker), discard 1\n6. **Flush** → HOLD all 5 cards\n7. **Straight** → HOLD all 5 cards\n8. **Four to Flush** → Hold 4 (including Joker), discard 1\n9. **Pair (Kings or Better)** → Hold pair (including Joker), discard 3\n10. **Three to Straight Flush** → Hold 3 (including Joker), discard 2\n11. **Joker Only** → Hold Joker, discard all 4 cards\n\n### When to Break a Pair: The Critical Decision\n\n**Breaking Low Pairs (2s-Queens):**\n\nBREAK the pair if you have:\n- 4 cards to a Royal Flush\n- 4 cards to a Straight Flush\n- 4 cards to a Flush (with 2+ high cards)\n\n**NEVER break:**\n- Pair of Kings or Aces (unless 4 to Royal)\n- Any pair when you have Joker\n\n**Mathematical Reasoning:**\n\n```math\nEV(\\text{Keep Pair}) = 1.54 \\text{ coins}\n```\n```math\nEV(\\text{4 to Straight Flush}) = 2.13 \\text{ coins}\n```\n\nThe 0.59 coin difference justifies breaking low pairs for strong draws. For players seeking even more wild card complexity, [Full Pay Deuces Wild](\u002Fblog\u002Ffull-pay-deuces-wild) offers four wild cards and positive expected value with perfect strategy.\n\n::joker-poker-hand-analyzer\n::\n\n## Advanced Optimal Strategy Charts\n\n### Complete Strategy: Hands WITHOUT Joker\n\nThis is the **exact optimal strategy** for 17\u002F7\u002F5 Kings or Better paytable:\n\n**Rank 1: Pat Hands**\n- Natural Royal Flush → Hold all\n- Straight Flush → Hold all\n- Four of a Kind → Hold all\n- Full House → Hold all\n\n**Rank 2: Four-Card Draws**\n- 4 to Royal Flush\n- 4 to Straight Flush\n- Flush → Hold all\n- Straight → Hold all\n- Three of a Kind\n- 4 to Flush\n\n**Rank 3: Pairs and Three-Card Draws**\n- Two Pair\n- High Pair (K-A)\n- 3 to Royal Flush (sequential, e.g., J-Q-K)\n- 4 to Straight (open-ended with 1+ high cards)\n- Low Pair (2-Q)\n- 3 to Royal Flush (1 gap, e.g., J-K-A)\n- 3 to Straight Flush (sequential)\n- 4 to Straight (open-ended)\n\n**Rank 4: High Card Draws**\n- 2 High Cards (same suit K-A)\n- 3 to Straight Flush (1 gap)\n- 2 High Cards (unsuited)\n- 3 to Straight Flush (2 gaps)\n- 3 to Flush (with 2 high cards)\n- 1 High Card (K or A)\n\n**Rank 5: Desperation Plays**\n- 3 to Flush (1 high card)\n- Discard all 5 cards\n\n### Complete Strategy: Hands WITH Joker\n\n**Rank 1: Premium Hands**\n- Five of a Kind → Hold all\n- Wild Royal Flush → Hold all\n- Straight Flush → Hold all\n- Four of a Kind → Hold all\n\n**Rank 2: Four-Card Draws (With Joker)**\n- 4 to Wild Royal Flush (Joker + 3 royals)\n- Full House → Hold all\n- 4 to Straight Flush (Joker + 3 sequential)\n- Flush → Hold all\n- Three of a Kind (Joker + pair)\n\n**Rank 3: Drawing Hands**\n- Straight → Hold all\n- 4 to Flush (Joker + 3 suited)\n- 3 to Wild Royal Flush (Joker + 2 royals)\n- 3 to Straight Flush (Joker + 2 sequential)\n- Pair (Joker + 1 card matching)\n- 4 to Straight (Joker + 3 sequential)\n- 3 to Flush (Joker + 2 suited, with high cards)\n\n**Rank 4: Weak Draws**\n- 3 to Straight Flush (Joker + 2 cards, 1 gap)\n- 2 to Wild Royal (Joker + 1 royal)\n- **Joker Only** → Hold Joker, discard all 4 other cards\n\n### Exceptions and Edge Cases\n\n**Exception 1: Royal Flush Draw vs. Pat Straight Flush**\n\nIf you have a pat **straight flush** (e.g., 6♠-7♠-8♠-9♠-10♠) but can also draw to **royal flush** (e.g., discard 6♠, hope for J♠):\n\n```math\nEV(\\text{Pat SF}) = 17.0 \\text{ coins (guaranteed)}\n```\n```math\nEV(\\text{Draw to Royal}) = \\frac{1}{47} \\times 800 + \\frac{46}{47} \\times 0 = 17.02 \\text{ coins}\n```\n\n**Decision:** Draw to the Royal (gain 0.02 coins on average).\n\n**Exception 2: Three of a Kind vs. Four to Flush (With Joker)**\n\n- **Dealt:** Joker-K♠-K♦-7♠-3♠ (trips + 4 to flush)\n- **EV (Keep Trips):** 4.68 coins\n- **EV (4 to Flush):** 1.91 coins\n- **Decision:** Keep the Three of a Kind\n\n**Exception 3: Pair of Kings vs. 4 to Straight (Open-Ended)**\n\n- **Dealt:** K♠-K♦-Q♣-J♥-10♠ (pair of Kings + 4 to straight)\n- **EV (Pair):** 1.85 coins\n- **EV (4 to Straight):** 1.06 coins\n- **Decision:** Keep the pair\n\n## Probability Analysis and Expected Value\n\n### Hand Frequencies in Joker Poker\n\nThe 53-card deck creates unique probabilities compared to standard Jacks or Better:\n\n| Hand | Probability (Optimal Play) | Frequency (1 in X hands) |\n|------|---------------------------|--------------------------|\n| Natural Royal Flush | 0.00124% | 80,660 |\n| Five of a Kind | 0.01987% | 5,033 |\n| Wild Royal Flush | 0.0248% | 4,032 |\n| Straight Flush | 0.0635% | 1,575 |\n| Four of a Kind | 1.1823% | 85 |\n| Full House | 2.1456% | 47 |\n| Flush | 1.8976% | 53 |\n| Straight | 3.2145% | 31 |\n| Three of a Kind | 7.3521% | 14 |\n| Two Pair | 9.8654% | 10 |\n| Pair (K+) | 14.2387% | 7 |\n| **Nothing** | 59.6643% | 1.7 |\n\n::joker-poker-probability-chart\n::\n\n### Expected Value Calculations\n\n**EV for Joker-Only Hand:**\n\nWhen you're dealt Joker + 4 garbage cards, your expected value is:\n\n```math\nEV = P(\\text{Pair K+}) \\times 1 + P(\\text{2 Pair}) \\times 1 + ... + P(\\text{5oaK}) \\times 100\n```\n\n**Approximate EV = 1.84 coins** (on a 5-coin bet)\n\nThis means even the worst possible Joker hand returns 36.8% of your bet—much better than discarding it!\n\n### Variance Analysis\n\nJoker Poker has **moderate variance** compared to other video poker games:\n\n```math\n\\sigma^2 = \\sum_{i=1}^{n} P(h_i) \\times (\\text{Payout}_i - \\text{RTP})^2\n```\n\n**Variance:** ~22.5 (for 17\u002F7\u002F5 paytable)\n**Standard Deviation:** ~4.74 coins per hand\n\n**Compared to:**\n- Jacks or Better 9\u002F6: Variance = 19.5\n- Deuces Wild: Variance = 25.8\n- Double Bonus: Variance = 28.2\n\n::callout{type=\"tip\" title=\"Bankroll Requirements\"}\nFor 17\u002F7\u002F5 Joker Poker, you need approximately **2,000-2,500 max bets** to survive a 1% risk of ruin session. Use our **[Variance Calculator](\u002Fcasino\u002Fsession-simulator)** to estimate bankroll needs for your desired session length.\n::\n\n## Where to Play Joker Poker Online\n\n### Best Paytables by Casino (2026)\n\n**Land-Based Casinos:**\n1. **Aria Las Vegas** - Full Pay 100.65% (high limit room)\n2. **Bellagio Las Vegas** - 17\u002F7\u002F5 (98.44% RTP)\n3. **Red Rock Casino** - 17\u002F7\u002F5 (98.44% RTP)\n4. **Seminole Hard Rock Tampa** - 17\u002F7\u002F4 (96.38% RTP)\n\n**Online Casinos:**\n1. **BetMGM** - 17\u002F7\u002F5 Kings or Better (98.44%)\n2. **Caesars Online** - 17\u002F7\u002F5 (98.44%)\n3. **DraftKings Casino** - 20\u002F8\u002F6 Two Pair (95.51%)\n\n::callout{type=\"warning\" title=\"Verify Paytables Before Playing\"}\nAlways check the actual paytable on the machine. Casinos can use different pay schedules even for the same game title. Look for the **17\u002F7\u002F5** notation on Straight Flush \u002F Four of a Kind \u002F Full House payouts.\n::\n\n### Optimal Bet Sizing Strategy\n\n**Bankroll Management for Joker Poker:**\n\nUse [Kelly Criterion](\u002Fblog\u002Fkelly-criterion-explained) adjusted for video poker variance:\n\n```math\nf^* = \\frac{RTP - 1}{\\sigma^2}\n```\n\nFor 98.44% RTP Joker Poker:\n```math\nf^* = \\frac{0.9844 - 1}{22.5} = -0.00069\n```\n\nSince EV is negative (RTP \u003C 100%), Kelly says **don't play** unless you have comp value exceeding 1.56%.\n\n**With Comps:**\n\nIf casino offers 0.3% cash back + 0.5% in comps, your **effective RTP = 99.24%**, still negative.\n\n**Recommendation:** Play only Full Pay (100.65%) or use Joker Poker for [bonus clearing](\u002Fcasino\u002Fwagering-calculator) at online casinos.\n\n## Common Mistakes and How to Avoid Them\n\n### Mistake #1: Discarding the Joker (EV Loss: -4.2 coins)\n\n**Wrong:** Joker-2-4-6-8 → Discard Joker for straight draw\n**Right:** Joker-2-4-6-8 → Keep Joker, discard 2-4-6-8\n\n### Mistake #2: Holding Kickers with Pairs (EV Loss: -0.3 coins)\n\n**Wrong:** K-K-A → Keep K-K-A, discard 2 cards\n**Right:** K-K-A → Keep K-K, discard A and 2 others\n\nThe Ace doesn't improve your draw—it just blocks a potential card.\n\n### Mistake #3: Not Betting Max Coins (EV Loss: -2.1%)\n\nThe Natural Royal Flush pays 4000-for-5 coins but only 250-for-1 coin. This creates a **permanent 2.1% RTP penalty** on non-max bets.\n\n### Mistake #4: Playing Two Pair Variants\n\nTwo Pair Joker Poker has ~3% lower RTP than Kings or Better. That's **$30 loss per $1000 wagered**.\n\n### Mistake #5: Breaking High Pairs for Flush Draws\n\n**Wrong:** A-A-7♠-9♠-Q♠ → Hold 4 to flush, discard A\n**Right:** A-A-7♠-9♠-Q♠ → Keep A-A, discard 3\n\n**EV Analysis:**\n- Pair of Aces: 1.85 coins\n- 4 to Flush: 1.36 coins\n- Difference: **0.49 coins** (keep the pair)\n\n### Mistake #6: Ignoring Straight Flush Draws with Joker\n\n**Dealt:** Joker-5♠-6♠-9♣-K♦\n\n**Wrong:** Keep Joker-K (pair of Kings)\n**Right:** Keep Joker-5♠-6♠ (3 to straight flush)\n\nWith 2 draws, you can complete:\n- Straight Flush: ~2.1% chance (17-for-1)\n- Four of a Kind: ~4.5% chance (7-for-1)\n- Full House: ~2.8% chance (5-for-1)\n\n**EV (3 to SF) = 2.34 coins > EV (Pair) = 1.84 coins**\n\n## Strategy Comparison: Joker Poker vs. Other Video Poker Games\n\n| Feature | Joker Poker | Jacks or Better | Deuces Wild |\n|---------|-------------|-----------------|-------------|\n| **Wild Cards** | 1 (Joker) | 0 | 4 (Deuces) |\n| **Minimum Hand** | Kings or Better | Jacks or Better | Three of a Kind |\n| **Best RTP** | 100.65% | 99.54% | 100.76% |\n| **Variance** | 22.5 | 19.5 | 25.8 |\n| **Skill Ceiling** | High | Medium | Very High |\n| **Beginner Friendly** | Medium | High | Low |\n| **Strategy Complexity** | 2 trees (with\u002Fwithout Joker) | 1 tree | 2 trees (with\u002Fwithout Deuces) |\n\n**When to Choose Joker Poker:**\n- You want moderate variance (vs. Deuces Wild)\n- You enjoy wild card strategy decisions\n- You can find 17\u002F7\u002F5 or better paytables\n- You prefer Kings+ threshold (vs. Jacks+)\n\n**When to Choose Jacks or Better:**\n- You're a beginner learning video poker\n- You prefer lower variance\n- Strategy simplicity is important\n\n**When to Choose Deuces Wild:**\n- You can handle high variance\n- Full Pay (NSUD) 100.76% available\n- You enjoy complex strategy trees\n\n## Practice Tools and Resources\n\n### Recommended Training Methods\n\n**1. Use a Strategy Card**\n\nPrint a Joker Poker strategy chart and keep it while playing. Casinos allow strategy cards at video poker machines.\n\n**2. Practice with Free Games**\n\nMost online casinos offer free-play Joker Poker. Practice until you can execute optimal strategy at 95%+ accuracy.\n\n**3. Calculate Your Error Rate**\n\nTrack 100 hands and compare your decisions to optimal strategy:\n\n```math\n\\text{Error Rate} = \\frac{\\text{Mistakes}}{\\text{Total Hands}} \\times 100\\%\n```\n\nTarget: \u003C2% error rate for near-optimal RTP.\n\n**4. Study Hand Rankings**\n\nMemorize the hand hierarchy in Section 4 (Advanced Strategy Charts). This eliminates hesitation during play.\n\n### Calculators and Analysis Tools\n\nUse these professional tools for session analysis:\n\n- **[RTP Calculator](\u002Fcasino\u002Frtp-calculator)** - Verify paytable returns\n- **[Wagering Calculator](\u002Fcasino\u002Fwagering-calculator)** - Calculate bonus clearing speed\n- **[Session Simulator](\u002Fcasino\u002Fsession-simulator)** - Estimate win\u002Floss ranges\n- **[Bankroll Calculator](\u002Fpoker\u002Fbankroll)** - Determine safe bet sizing\n- **[House Edge Calculator](\u002Fcasino\u002Fhouse-edge-calculator)** - Compare different paytables\n\n\n\nFor another high-paying video poker variant, study [Triple Double Bonus Poker Strategy](\u002Fblog\u002Ftriple-double-bonus-poker-strategy).\n\n## FAQ: Joker Poker Strategy\n\n### What happens if I get two Jokers?\n\nYou can't—there's only **one Joker** in the 53-card deck. If you think you saw two Jokers, the machine malfunctioned (very rare). Alert casino staff immediately.\n\n### Is Joker Poker better than Jacks or Better for bonus clearing?\n\n**It depends.** Joker Poker has 22.5 variance vs. Jacks or Better's 19.5 variance. Higher variance means more swings but faster bonus clearing. Use our [Wagering Calculator](\u002Fcasino\u002Fwagering-calculator) to compare.\n\n### Can I count cards in video poker?\n\n**No.** Video poker uses RNG (Random Number Generator) for each deal, not a physical deck. Each hand is independent. Card counting doesn't work.\n\n### Do casinos track Joker Poker players differently?\n\nYes. Advantage players (those playing 100%+ RTP games) get flagged in casino databases. Playing Full Pay Joker Poker may reduce comp rates or get you banned from promotions. Play responsibly.\n\n### What's the house edge on 17\u002F7\u002F5 Joker Poker?\n\n```math\n\\text{House Edge} = 100\\% - 98.44\\% = 1.56\\%\n```\n\nWith 0.3% cashback, effective house edge = **1.26%**. You need ~1.3% in additional comps to reach break-even.\n\n## Conclusion: Mastering Joker Poker\n\nJoker Poker rewards **perfect strategy execution** more than any other video poker variant. The wild card creates complex decision trees, but following the optimal strategy charts in this guide gets you to 98-100% RTP.\n\n### Key Takeaways\n\n✅ **NEVER discard the Joker** - guaranteed pair of Kings minimum\n✅ **Always bet max coins** - 2.1% RTP difference for Royal Flush\n✅ **Find 17\u002F7\u002F5 or better paytables** - avoid Two Pair variants\n✅ **Use strategy charts** - reduces errors to \u003C2%\n✅ **Practice with free games** - master the two strategy trees (with\u002Fwithout Joker)\n✅ **Calculate comps and bonuses** - only play if effective RTP > 99%\n✅ **Manage bankroll properly** - 2,000+ max bets for safety\n\n::callout{type=\"success\" title=\"Start Practicing Today\"}\nUse the interactive hand analyzer above to test your skills and master Joker Poker strategy. Join the elite 1% of players who can beat the casino with optimal play.\n::\n\n## Related Tools and Guides\n\n**Essential Calculators:**\n- [RTP Calculator](\u002Fcasino\u002Frtp-calculator) - Analyze any paytable\n- [House Edge Calculator](\u002Fcasino\u002Fhouse-edge-calculator) - Compare game variants\n- [Wagering Calculator](\u002Fcasino\u002Fwagering-calculator) - Bonus clearing strategy\n- [Session Simulator](\u002Fcasino\u002Fsession-simulator) - Variance analysis\n\n**Bankroll & Strategy Guides:**\n- [Bankroll Management Guide](\u002Fblog\u002Fbankroll-management-guide)\n- [Kelly Criterion Explained](\u002Fblog\u002Fkelly-criterion-explained)\n- [Value Betting Strategy](\u002Fblog\u002Fvalue-betting-strategy)\n\n**Advanced Topics:**\n- [Kelly Criterion for Video Poker](\u002Fblog\u002Fkelly-criterion-explained)\n- [Variance and Risk of Ruin](\u002Fcasino\u002Fsession-simulator)\n- [Expected Value in Casino Games](\u002Fbetting\u002Fvalue-bet-calculator)\n",[87,90,93,96,99],{"answer":88,"question":89},"Yes, NEVER discard the Joker. It's the most valuable card in the deck. Even if you have garbage cards with a Joker, it guarantees at least a pair of Kings (the minimum winning hand). Discarding the Joker is the costliest mistake in video poker.","Should I always keep the Joker in Joker Poker?",{"answer":91,"question":92},"Kings or Better pays on Kings+ (higher minimum), while Two Pair requires two pairs to win. Kings or Better typically offers 98-100% RTP with optimal play, while Two Pair variants often have lower RTPs (95-97%). Always choose Kings or Better for better long-term returns.","What's the difference between Kings or Better and Two Pair Joker Poker?",{"answer":94,"question":95},"Break low pairs (2s-10s) when you have 4 cards to a straight flush, 4 cards to a royal flush, or 4 cards to a flush with high cards. NEVER break a pair of Kings or Aces. The exact decision depends on the paytable—use a strategy chart for precision.","When should I break a winning pair in Joker Poker?",{"answer":97,"question":98},"The Joker creates two separate strategy trees: hands with Joker and hands without. With the Joker, you prioritize five of a kind and wild royal flushes. Without the Joker, strategy is similar to Jacks or Better but adjusted for the Kings+ minimum and 53-card deck probabilities.","How does the Joker affect optimal strategy compared to Jacks or Better?",{"answer":100,"question":101},"The best paytable is 'Full Pay' Kings or Better: 800-200-100-50-17-7-5-2-1 (returns 100.65% with optimal play). Common paytables are 17\u002F7\u002F5 (98.4% RTP), 20\u002F8\u002F6 (95.5% RTP), and 17\u002F7\u002F4 (96.4% RTP). Always check the payouts for straight flush, four of a kind, and full house.","What's the best Joker Poker paytable to play?",[103,104,105,106],"en","de","ru","tr",{"data":108,"body":109},{},{"type":110,"children":111},"root",[112,121,140,154,174,180,187,206,214,244,250,262,270,662,677,683,689,694,701,711,764,774,778,784,793,817,823,838,862,868,884,902,908,913,1271,1276,1308,1316,1349,1365,1371,1377,1389,1613,1621,1654,1659,1665,1670,1678,1805,1812,1818,1823,1830,1931,1937,1945,1950,1968,1976,1989,1997,2130,2262,2275,2279,2285,2291,2302,2310,2333,2341,2373,2381,2423,2431,2464,2472,2485,2491,2499,2520,2528,2554,2562,2599,2607,2629,2635,2643,2662,2795,3274,3284,3292,3333,3341,3382,3388,3394,3399,3629,3633,3639,3647,3652,4049,4059,4064,4070,4082,4619,4636,4644,4662,4688,4694,4700,4708,4750,4758,4791,4806,4812,4820,4833,5147,5152,5436,5448,5456,5468,5485,5491,5497,5514,5520,5535,5540,5546,5558,5564,5676,5682,5697,5705,5730,5736,5745,5760,5765,5783,5791,5797,6003,6011,6034,6042,6060,6068,6086,6092,6098,6106,6111,6119,6124,6132,6137,6369,6374,6382,6387,6393,6398,6467,6479,6485,6491,6503,6509,6525,6531,6541,6547,6552,6558,6725,6737,6743,6755,6761,6815,6822,6828,6836,6875,6883,6912,6920],{"type":113,"tag":114,"props":115,"children":117},"element","h2",{"id":116},"joker-poker-strategy-the-complete-mathematical-guide-to-maximum-rtp",[118],{"type":119,"value":120},"text","Joker Poker Strategy: The Complete Mathematical Guide to Maximum RTP",{"type":113,"tag":122,"props":123,"children":124},"p",{},[125,131,133,138],{"type":113,"tag":126,"props":127,"children":128},"strong",{},[129],{"type":119,"value":130},"Joker Poker",{"type":119,"value":132}," (also called \"Joker Wild\" or \"Kings or Better\") is one of the most exciting video poker variants, featuring a 53-card deck with a wild Joker that substitutes for any card. With optimal strategy, certain paytables offer over ",{"type":113,"tag":126,"props":134,"children":135},{},[136],{"type":119,"value":137},"100% RTP",{"type":119,"value":139},"—making it one of the few beatable casino games.",{"type":113,"tag":122,"props":141,"children":142},{},[143,145,152],{"type":119,"value":144},"This guide covers everything from beginner fundamentals to advanced mathematical strategy, including paytable analysis, decision trees, and exact hold\u002Fdiscard rules for maximum ",{"type":113,"tag":146,"props":147,"children":149},"a",{"href":148},"\u002Fbetting\u002Fvalue-bet-calculator",[150],{"type":119,"value":151},"expected value",{"type":119,"value":153},".",{"type":113,"tag":155,"props":156,"children":157},"callout",{"title":33,"type":32},[158],{"type":113,"tag":122,"props":159,"children":160},{},[161,163,172],{"type":119,"value":162},"Use our interactive hand analyzer below to practice optimal strategy, or calculate exact probabilities using our ",{"type":113,"tag":126,"props":164,"children":165},{},[166],{"type":113,"tag":146,"props":167,"children":169},{"href":168},"\u002Fcasino\u002Frtp-calculator",[170],{"type":119,"value":171},"RTP Calculator",{"type":119,"value":173}," before playing for real money.",{"type":113,"tag":114,"props":175,"children":177},{"id":176},"what-is-joker-poker-game-rules-and-basics",[178],{"type":119,"value":179},"What is Joker Poker? 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