{
 "version": "https://jsonfeed.org/version/1.1",
 "title": "The River Shivers",
 "description": "Poker explained through maths. Every story ends with a number.",
 "home_page_url": "https://therivershivers.com/",
 "feed_url": "https://therivershivers.com/feed.json",
 "language": "en-IN",
 "items": [
  {
   "id": "https://therivershivers.com/posts/fold-that-costs-you",
   "url": "https://therivershivers.com/posts/fold-that-costs-you",
   "title": "The Fold That Costs You",
   "summary": "You folded 27%. That fold cost you ₹4.55.",
   "content_text": "You folded 27%. That fold cost you ₹4.55.\n\nTurn. Pot ₹100. Villain bets ₹50.\nYou hold A♥ Q♥ on 9♥ 4♥ 2♣ J♠. Villain shows K♣ K♦.\n\nThe price: 50 ÷ (100 + 50 + 50) = 25%.\nYour equity: 12 winning rivers out of 44 = 27.3%.\n27.3% > 25%. That's a call.\n\nEV of calling: 12/44 × ₹200 − ₹50 = +₹4.55.\nFolding throws that away every time.\n\nAssumes no river betting. Villain's cards shown for the maths.\n\nWould you have called? 👇\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/fold-that-costs-you.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#pokerstrategy",
    "#potodds",
    "#pokertips"
   ],
   "_rivershivers": {
    "number": 9,
    "slug": "fold-that-costs-you",
    "title": "The Fold That Costs You",
    "pillar": "equity-leaks",
    "pillar_label": "Equity Leaks",
    "series_day": "monday",
    "series_label": "Leak Monday",
    "template": "hand",
    "hand": {
     "hero": [
      "Ah",
      "Qh"
     ],
     "villain": [
      "Kc",
      "Kd"
     ],
     "board": {
      "flop": [
       "9h",
       "4h",
       "2c"
      ],
      "turn": "Js",
      "river": "3h"
     },
     "position": "IP"
    },
    "decision_point": "turn",
    "action_faced": {
     "bet": 50,
     "pot_before_bet": 100
    },
    "shiver_rating": 3,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#pokerstrategy",
     "#potodds",
     "#pokertips"
    ],
    "maths": {
     "pot": 100,
     "bet": 50,
     "call": 50,
     "final_pot": 200,
     "required": 0.25,
     "equity": 0.2727272727272727,
     "wins": 12,
     "ties": 0,
     "total": 44,
     "ev_call": 4.54545454545454,
     "assumptions": [
      "No river betting",
      "Villain's cards shown for the maths"
     ]
    },
    "outs": [
     "2h",
     "3h",
     "5h",
     "6h",
     "7h",
     "8h",
     "Th",
     "Jh",
     "Kh",
     "As",
     "Ad",
     "Ac"
    ],
    "hook": "You folded 27%. That fold cost you ₹4.55.",
    "cover": {
     "question": "Is 27.3% enough to call?",
     "sub": "Turn. Villain bets ₹50 into ₹100."
    },
    "reveal": "River 3♥: flush. The call was right before the river fell.",
    "takeaway": "Compare your equity to the price. 27.3% > 25% = call.",
    "cta": "Would you have called? Comment below.",
    "caption": "You folded 27%. That fold cost you ₹4.55.\n\nTurn. Pot ₹100. Villain bets ₹50.\nYou hold A♥ Q♥ on 9♥ 4♥ 2♣ J♠. Villain shows K♣ K♦.\n\nThe price: 50 ÷ (100 + 50 + 50) = 25%.\nYour equity: 12 winning rivers out of 44 = 27.3%.\n27.3% > 25%. That's a call.\n\nEV of calling: 12/44 × ₹200 − ₹50 = +₹4.55.\nFolding throws that away every time.\n\nAssumes no river betting. Villain's cards shown for the maths.\n\nWould you have called? 👇\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "pot": "₹100",
     "bet": "₹50",
     "call": "₹50",
     "final_pot": "₹200",
     "pot_n": "100",
     "bet_n": "50",
     "call_n": "50",
     "final_pot_n": "200",
     "required": "25%",
     "equity": "27.3%",
     "equity_int": "27%",
     "outs": "12",
     "unseen": "44",
     "eq_frac": "12/44",
     "ev_call": "+₹4.55",
     "cost": "₹4.55",
     "verdict": "call",
     "cmp": ">",
     "leak_action": "fold"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/myth-never-chase-draws",
   "url": "https://therivershivers.com/posts/myth-never-chase-draws",
   "title": "Myth: Never Chase Draws",
   "summary": "Same draw. Smaller bet. Now chasing earns ₹8.64.",
   "content_text": "\"Never chase draws.\" Let's check the maths.\n\nSame flush draw as \"The Call That Leaks\". Different price.\nTurn. Pot ₹100. Villain bets ₹20.\nYou hold J♥ 10♥ on A♥ 7♥ 2♣ 3♠. Villain shows A♠ K♦.\n\nThe price: 20 ÷ (100 + 20 + 20) = 14.3%.\nYour equity: 9 hearts out of 44 = 20.5%.\n20.5% > 14.3%. That's a call.\n\nEV of calling: 9/44 × ₹140 − ₹20 = +₹8.64.\n\nRiver 5♣. Missed. Right call, wrong river.\n\nThe myth isn't about draws. It's about price.\n\nAssumes no river betting. Villain's cards shown for the maths.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/myth-never-chase-draws.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#pokermyths",
    "#potodds",
    "#pokerstrategy"
   ],
   "_rivershivers": {
    "number": 8,
    "slug": "myth-never-chase-draws",
    "title": "Myth: Never Chase Draws",
    "pillar": "myth-vs-maths",
    "pillar_label": "Myth vs Maths",
    "series_day": "sunday",
    "series_label": "Myth Sunday",
    "template": "hand",
    "hand": {
     "hero": [
      "Jh",
      "Th"
     ],
     "villain": [
      "As",
      "Kd"
     ],
     "board": {
      "flop": [
       "Ah",
       "7h",
       "2c"
      ],
      "turn": "3s",
      "river": "5c"
     },
     "position": "OOP"
    },
    "decision_point": "turn",
    "action_faced": {
     "bet": 20,
     "pot_before_bet": 100
    },
    "shiver_rating": 3,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#pokermyths",
     "#potodds",
     "#pokerstrategy"
    ],
    "maths": {
     "pot": 100,
     "bet": 20,
     "call": 20,
     "final_pot": 140,
     "required": 0.14285714285714285,
     "equity": 0.20454545454545456,
     "wins": 9,
     "ties": 0,
     "total": 44,
     "ev_call": 8.636363636363637,
     "assumptions": [
      "No river betting",
      "Villain's cards shown for the maths"
     ]
    },
    "outs": [
     "2h",
     "3h",
     "4h",
     "5h",
     "6h",
     "8h",
     "9h",
     "Qh",
     "Kh"
    ],
    "hook": "Same draw. Smaller bet. Now chasing earns ₹8.64.",
    "cover": {
     "question": "Never chase draws?",
     "sub": "Same flush draw. This time the bet is ₹20."
    },
    "reveal": "River 5♣. Missed. Right call, wrong river.",
    "takeaway": "Compare your equity to the price. 20.5% > 14.3% = call.",
    "cta": "\"Never chase\"? Check the price first.",
    "caption": "\"Never chase draws.\" Let's check the maths.\n\nSame flush draw as \"The Call That Leaks\". Different price.\nTurn. Pot ₹100. Villain bets ₹20.\nYou hold J♥ 10♥ on A♥ 7♥ 2♣ 3♠. Villain shows A♠ K♦.\n\nThe price: 20 ÷ (100 + 20 + 20) = 14.3%.\nYour equity: 9 hearts out of 44 = 20.5%.\n20.5% > 14.3%. That's a call.\n\nEV of calling: 9/44 × ₹140 − ₹20 = +₹8.64.\n\nRiver 5♣. Missed. Right call, wrong river.\n\nThe myth isn't about draws. It's about price.\n\nAssumes no river betting. Villain's cards shown for the maths.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "pot": "₹100",
     "bet": "₹20",
     "call": "₹20",
     "final_pot": "₹140",
     "pot_n": "100",
     "bet_n": "20",
     "call_n": "20",
     "final_pot_n": "140",
     "required": "14.3%",
     "equity": "20.5%",
     "equity_int": "20%",
     "outs": "9",
     "unseen": "44",
     "eq_frac": "9/44",
     "ev_call": "+₹8.64",
     "cost": "₹8.64",
     "verdict": "call",
     "cmp": ">",
     "leak_action": "fold"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/rule-of-4-and-2",
   "url": "https://therivershivers.com/posts/rule-of-4-and-2",
   "title": "The Rule of 4 and 2",
   "summary": "A fast shortcut for draws. Not the exact answer.",
   "content_text": "The rule of 4 and 2: a fast shortcut for draws.\n\nOn the flop: outs × 4% ≈ your chance by the river.\nOn the turn: outs × 2% ≈ your chance on the river.\n\nIt's an approximation. Flush draw, 9 outs: the rule says 36%, the exact answer is 35%.\nWith 15 outs the rule says 60%. The real number is 54.1%.\n\nThe more outs you have, the more the shortcut overshoots.\n\nExact numbers assume you see both cards and every out wins.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/rule-of-4-and-2.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#pokerodds",
    "#pokerstrategy",
    "#pokertips"
   ],
   "_rivershivers": {
    "number": 7,
    "slug": "rule-of-4-and-2",
    "title": "The Rule of 4 and 2",
    "pillar": "outs-river-odds",
    "pillar_label": "Outs & River Odds",
    "series_day": "friday",
    "series_label": "Math Friday",
    "template": "concept",
    "hand": null,
    "decision_point": null,
    "action_faced": null,
    "shiver_rating": null,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#pokerodds",
     "#pokerstrategy",
     "#pokertips"
    ],
    "maths": null,
    "outs": [],
    "slides": [
     {
      "label": "The shortcut",
      "body": "An approximation. Good enough at the table.",
      "formula": [
       "# on the flop, by the river",
       "≈ outs × 4%",
       "# on the turn, on the river",
       "≈ outs × 2%"
      ]
     },
     {
      "label": "Shortcut vs maths",
      "title": "Flop → river",
      "body": "Exact assumes you see both cards and every out wins.",
      "table": {
       "head": [
        "Draw",
        "Outs",
        "Rule",
        "Exact"
       ],
       "rows": [
        [
         "Gutshot",
         "4",
         "16%",
         "16.5%"
        ],
        [
         "Open-ended",
         "8",
         "32%",
         "31.5%"
        ],
        [
         "Flush draw",
         "9",
         "36%",
         "35%"
        ],
        [
         "Flush + open-ended",
         "15",
         "60%",
         "54.1%"
        ]
       ]
      }
     },
     {
      "label": "Where it breaks",
      "lead": "With 15 outs the rule says 60%. The real number:",
      "big": "54.1%",
      "body": "The more outs you have, the more the shortcut overshoots."
     },
     {
      "label": "Takeaway",
      "title": "Shortcut at the table. Maths at home.",
      "cta": "Save this."
     }
    ],
    "hook": "A fast shortcut for draws. Not the exact answer.",
    "cover": {
     "question": "Is the rule of 4 and 2 right?",
     "sub": "Shortcut vs exact maths."
    },
    "reveal": null,
    "takeaway": null,
    "cta": null,
    "caption": "The rule of 4 and 2: a fast shortcut for draws.\n\nOn the flop: outs × 4% ≈ your chance by the river.\nOn the turn: outs × 2% ≈ your chance on the river.\n\nIt's an approximation. Flush draw, 9 outs: the rule says 36%, the exact answer is 35%.\nWith 15 outs the rule says 60%. The real number is 54.1%.\n\nThe more outs you have, the more the shortcut overshoots.\n\nExact numbers assume you see both cards and every out wins.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "rule9": "36%",
     "exact9": "35%",
     "big_outs": "15",
     "rule_big": "60%",
     "exact_big": "54.1%"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/dictionary-equity",
   "url": "https://therivershivers.com/posts/dictionary-equity",
   "title": "Poker Dictionary: Equity",
   "summary": "Your share of the pot, in one word.",
   "content_text": "Equity: your share of the pot if the hand ran out every possible way.\n\nA♥ Q♥ vs K♣ K♦ on 9♥ 4♥ 2♣ J♠.\nYou win on 12 of 44 rivers = 27.3%.\nIn a ₹200 pot, that's ₹54.55 of it, on average.\n\nBut equity isn't profit. Compare it to the price of the call. That's pot odds.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/dictionary-equity.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#pokerdictionary",
    "#pokerstrategy",
    "#texasholdem"
   ],
   "_rivershivers": {
    "number": 6,
    "slug": "dictionary-equity",
    "title": "Poker Dictionary: Equity",
    "pillar": "poker-dictionary",
    "pillar_label": "Poker Dictionary",
    "series_day": null,
    "series_label": null,
    "template": "concept",
    "hand": null,
    "decision_point": null,
    "action_faced": null,
    "shiver_rating": null,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#pokerdictionary",
     "#pokerstrategy",
     "#texasholdem"
    ],
    "maths": null,
    "outs": [],
    "slides": [
     {
      "label": "Example",
      "lead": "One card to come. You win on 12 of 44 rivers.",
      "cards": {
       "hero": [
        "Ah",
        "Qh"
       ],
       "board": [
        "9h",
        "4h",
        "2c",
        "Js"
       ],
       "villain": [
        "Kc",
        "Kd"
       ]
      }
     },
     {
      "label": "Your equity",
      "big": "27.3%",
      "body": "Villain's cards are known, so 44 cards can come.",
      "formula": [
       "# equity",
       "= 12 ÷ 44"
      ]
     },
     {
      "label": "In rupees",
      "big": "₹54.55",
      "body": "Your average share of a ₹200 pot.",
      "formula": [
       "# equity × pot",
       "= 12/44 × ₹200"
      ]
     },
     {
      "label": "But",
      "title": "Equity isn't profit.",
      "lead": "Compare it to the price of the call. That's pot odds.",
      "cta": "Next word: Outs."
     }
    ],
    "hook": "Your share of the pot, in one word.",
    "cover": {
     "question": "What is equity, really?",
     "sub": "Poker Dictionary: one word at a time."
    },
    "reveal": null,
    "takeaway": null,
    "cta": null,
    "caption": "Equity: your share of the pot if the hand ran out every possible way.\n\nA♥ Q♥ vs K♣ K♦ on 9♥ 4♥ 2♣ J♠.\nYou win on 12 of 44 rivers = 27.3%.\nIn a ₹200 pot, that's ₹54.55 of it, on average.\n\nBut equity isn't profit. Compare it to the price of the call. That's pot odds.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "eq": "27.3%",
     "eq_wins": "12",
     "eq_total": "44",
     "share": "₹54.55",
     "pot_eg": "₹200"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/call-or-fold-open-ended",
   "url": "https://therivershivers.com/posts/call-or-fold-open-ended",
   "title": "Call or Fold?",
   "summary": "Pot-size bet. Open-ended draw. Call or fold?",
   "content_text": "Pot-size bet. Open-ended draw. Call or fold?\n\nTurn. Pot ₹150. Villain bets ₹150.\nYou hold 9♠ 8♠ on 10♥ 7♣ 2♦ K♥. Villain shows K♦ Q♣.\n\nDecide before you read on.\n.\n.\n.\nThe price: 150 ÷ (150 + 150 + 150) = 33.3%.\nYour equity: 8 outs (four jacks, four sixes) out of 44 = 18.2%.\n18.2% < 33.3%. That's a fold.\n\nEV of calling: 8/44 × ₹450 − ₹150 = −₹68.18.\n\nAssumes no river betting, so implied odds are ignored. Villain's cards shown for the maths.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/call-or-fold-open-ended.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#callorfold",
    "#potodds",
    "#pokerstrategy"
   ],
   "_rivershivers": {
    "number": 5,
    "slug": "call-or-fold-open-ended",
    "title": "Call or Fold?",
    "pillar": "pot-odds",
    "pillar_label": "Pot Odds in 30 Seconds",
    "series_day": "wednesday",
    "series_label": "Decision Wednesday",
    "template": "hand",
    "hand": {
     "hero": [
      "9s",
      "8s"
     ],
     "villain": [
      "Kd",
      "Qc"
     ],
     "board": {
      "flop": [
       "Th",
       "7c",
       "2d"
      ],
      "turn": "Kh",
      "river": "3c"
     },
     "position": "IP"
    },
    "decision_point": "turn",
    "action_faced": {
     "bet": 150,
     "pot_before_bet": 150
    },
    "shiver_rating": 4,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#callorfold",
     "#potodds",
     "#pokerstrategy"
    ],
    "maths": {
     "pot": 150,
     "bet": 150,
     "call": 150,
     "final_pot": 450,
     "required": 0.3333333333333333,
     "equity": 0.18181818181818182,
     "wins": 8,
     "ties": 0,
     "total": 44,
     "ev_call": -68.18181818181817,
     "assumptions": [
      "No river betting (implied odds ignored)",
      "Villain's cards shown for the maths"
     ]
    },
    "outs": [
     "6s",
     "6h",
     "6d",
     "6c",
     "Js",
     "Jh",
     "Jd",
     "Jc"
    ],
    "hook": "Pot-size bet. Open-ended draw. Call or fold?",
    "cover": {
     "question": "Call or fold?",
     "sub": "Open-ended draw. Villain bets ₹150 into ₹150."
    },
    "reveal": "River 3♣. Missed. Every call here leaks ₹68.18 on average.",
    "takeaway": "Compare your equity to the price. 18.2% < 33.3% = fold.",
    "cta": "Did you call or fold? Comment before you check.",
    "caption": "Pot-size bet. Open-ended draw. Call or fold?\n\nTurn. Pot ₹150. Villain bets ₹150.\nYou hold 9♠ 8♠ on 10♥ 7♣ 2♦ K♥. Villain shows K♦ Q♣.\n\nDecide before you read on.\n.\n.\n.\nThe price: 150 ÷ (150 + 150 + 150) = 33.3%.\nYour equity: 8 outs (four jacks, four sixes) out of 44 = 18.2%.\n18.2% < 33.3%. That's a fold.\n\nEV of calling: 8/44 × ₹450 − ₹150 = −₹68.18.\n\nAssumes no river betting, so implied odds are ignored. Villain's cards shown for the maths.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "pot": "₹150",
     "bet": "₹150",
     "call": "₹150",
     "final_pot": "₹450",
     "pot_n": "150",
     "bet_n": "150",
     "call_n": "150",
     "final_pot_n": "450",
     "required": "33.3%",
     "equity": "18.2%",
     "equity_int": "18%",
     "outs": "8",
     "unseen": "44",
     "eq_frac": "8/44",
     "ev_call": "−₹68.18",
     "cost": "₹68.18",
     "verdict": "fold",
     "cmp": "<",
     "leak_action": "call"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/the-call-that-leaks",
   "url": "https://therivershivers.com/posts/the-call-that-leaks",
   "title": "The Call That Leaks",
   "summary": "You called with 20%. The price was 25%.",
   "content_text": "You called with 20%. The price was 25%.\n\nTurn. Pot ₹100. Villain bets ₹50.\nYou hold J♥ 10♥ on A♥ 7♥ 2♣ 3♠. Villain shows A♠ K♦.\n\nThe price: 50 ÷ (100 + 50 + 50) = 25%.\nYour equity: 9 hearts out of 44 unseen cards = 20.5%.\n20.5% < 25%. That's a fold.\n\nEV of calling: 9/44 × ₹200 − ₹50 = −₹9.09.\nThe river can still hit. The call still leaks ₹9.09 every time.\n\nAssumes no river betting, so implied odds are ignored. Villain's cards shown for the maths.\n\nResults don't judge decisions. The maths does.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/the-call-that-leaks.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#potodds",
    "#pokerstrategy",
    "#texasholdem"
   ],
   "_rivershivers": {
    "number": 4,
    "slug": "the-call-that-leaks",
    "title": "The Call That Leaks",
    "pillar": "equity-leaks",
    "pillar_label": "Equity Leaks",
    "series_day": "monday",
    "series_label": "Leak Monday",
    "template": "hand",
    "hand": {
     "hero": [
      "Jh",
      "Th"
     ],
     "villain": [
      "As",
      "Kd"
     ],
     "board": {
      "flop": [
       "Ah",
       "7h",
       "2c"
      ],
      "turn": "3s",
      "river": "9h"
     },
     "position": "OOP"
    },
    "decision_point": "turn",
    "action_faced": {
     "bet": 50,
     "pot_before_bet": 100
    },
    "shiver_rating": 4,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#potodds",
     "#pokerstrategy",
     "#texasholdem"
    ],
    "maths": {
     "pot": 100,
     "bet": 50,
     "call": 50,
     "final_pot": 200,
     "required": 0.25,
     "equity": 0.20454545454545456,
     "wins": 9,
     "ties": 0,
     "total": 44,
     "ev_call": -9.090909090909086,
     "assumptions": [
      "No river betting (implied odds ignored)",
      "Villain's cards shown for the maths"
     ]
    },
    "outs": [
     "2h",
     "3h",
     "4h",
     "5h",
     "6h",
     "8h",
     "9h",
     "Qh",
     "Kh"
    ],
    "hook": "You called with 20%. The price was 25%.",
    "cover": {
     "question": "Is this flush draw worth ₹50?",
     "sub": "Turn. Pot ₹100. You're out of position."
    },
    "reveal": "River 9♥: flush. You won this one. The call still leaks ₹9.09 every time.",
    "takeaway": "Compare your equity to the price. 20.5% < 25% = fold.",
    "cta": "Call or fold? Tell us in the comments.",
    "caption": "You called with 20%. The price was 25%.\n\nTurn. Pot ₹100. Villain bets ₹50.\nYou hold J♥ 10♥ on A♥ 7♥ 2♣ 3♠. Villain shows A♠ K♦.\n\nThe price: 50 ÷ (100 + 50 + 50) = 25%.\nYour equity: 9 hearts out of 44 unseen cards = 20.5%.\n20.5% < 25%. That's a fold.\n\nEV of calling: 9/44 × ₹200 − ₹50 = −₹9.09.\nThe river can still hit. The call still leaks ₹9.09 every time.\n\nAssumes no river betting, so implied odds are ignored. Villain's cards shown for the maths.\n\nResults don't judge decisions. The maths does.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "pot": "₹100",
     "bet": "₹50",
     "call": "₹50",
     "final_pot": "₹200",
     "pot_n": "100",
     "bet_n": "50",
     "call_n": "50",
     "final_pot_n": "200",
     "required": "25%",
     "equity": "20.5%",
     "equity_int": "20%",
     "outs": "9",
     "unseen": "44",
     "eq_frac": "9/44",
     "ev_call": "−₹9.09",
     "cost": "₹9.09",
     "verdict": "fold",
     "cmp": "<",
     "leak_action": "call"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/what-the-river-gives-you",
   "url": "https://therivershivers.com/posts/what-the-river-gives-you",
   "title": "What the River Really Gives You",
   "summary": "\"I always get rivered.\" Let's count.",
   "content_text": "\"I always get rivered.\" Let's count.\n\nChance to hit on the river = outs ÷ unseen cards. On the turn, 46 cards are unseen.\n\nFlush draw (9 outs): 19.6%\nOpen-ended straight (8 outs): 17.4%\nTwo overcards (6 outs): 13%\nGutshot (4 outs): 8.7%\n\nA flush draw misses 80.4% of rivers. That's maths, not bad luck.\n\nAssumes every out wins and only your hand is known.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/what-the-river-gives-you.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#pokerodds",
    "#pokerstrategy",
    "#texasholdem"
   ],
   "_rivershivers": {
    "number": 3,
    "slug": "what-the-river-gives-you",
    "title": "What the River Really Gives You",
    "pillar": "outs-river-odds",
    "pillar_label": "Outs & River Odds",
    "series_day": "friday",
    "series_label": "Math Friday",
    "template": "concept",
    "hand": null,
    "decision_point": null,
    "action_faced": null,
    "shiver_rating": null,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#pokerodds",
     "#pokerstrategy",
     "#texasholdem"
    ],
    "maths": null,
    "outs": [],
    "slides": [
     {
      "label": "The formula",
      "body": "On the turn you know 6 cards: your 2 and the board's 4. That leaves 46 unseen.",
      "formula": [
       "# chance to hit on the river",
       "= outs ÷ unseen cards"
      ]
     },
     {
      "label": "Turn → river",
      "title": "Common draws",
      "body": "Assumes every out wins and only your hand is known.",
      "table": {
       "head": [
        "Draw",
        "Outs",
        "Hits"
       ],
       "rows": [
        [
         "Flush draw",
         "9",
         "19.6%"
        ],
        [
         "Open-ended straight",
         "8",
         "17.4%"
        ],
        [
         "Two overcards",
         "6",
         "13%"
        ],
        [
         "Gutshot",
         "4",
         "8.7%"
        ]
       ]
      }
     },
     {
      "label": "The truth",
      "lead": "A flush draw on the turn hits 19.6%.",
      "big": "80.4%",
      "body": "of rivers miss. That's maths, not bad luck."
     },
     {
      "label": "Takeaway",
      "title": "Most rivers miss.",
      "lead": "So price your draw before you chase it.",
      "cta": "Next: the rule of 4 and 2."
     }
    ],
    "hook": "\"I always get rivered.\" Let's count.",
    "cover": {
     "question": "How often does the river save you?",
     "sub": "\"I always get rivered.\" Let's count."
    },
    "reveal": null,
    "takeaway": null,
    "cta": null,
    "caption": "\"I always get rivered.\" Let's count.\n\nChance to hit on the river = outs ÷ unseen cards. On the turn, 46 cards are unseen.\n\nFlush draw (9 outs): 19.6%\nOpen-ended straight (8 outs): 17.4%\nTwo overcards (6 outs): 13%\nGutshot (4 outs): 8.7%\n\nA flush draw misses 80.4% of rivers. That's maths, not bad luck.\n\nAssumes every out wins and only your hand is known.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "flush_turn": "19.6%",
     "flush_miss": "80.4%",
     "oesd_turn": "17.4%",
     "over_turn": "13%",
     "gut_turn": "8.7%"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/pot-odds-in-30-seconds",
   "url": "https://therivershivers.com/posts/pot-odds-in-30-seconds",
   "title": "Pot Odds in 30 Seconds",
   "summary": "Every call has a price.",
   "content_text": "Every call has a price. Here's how to read it in 30 seconds.\n\nRequired equity = call ÷ (pot + bet + call)\n\nPot ₹100. Villain bets ₹50. You call ₹50.\n50 ÷ (100 + 50 + 50) = 25%.\nWin more than 25% of the time and the call makes money.\n\nSave the cheat sheet. Bigger bet, higher price.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/pot-odds-in-30-seconds.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#potodds",
    "#pokerstrategy",
    "#pokertips"
   ],
   "_rivershivers": {
    "number": 2,
    "slug": "pot-odds-in-30-seconds",
    "title": "Pot Odds in 30 Seconds",
    "pillar": "pot-odds",
    "pillar_label": "Pot Odds in 30 Seconds",
    "series_day": "friday",
    "series_label": "Math Friday",
    "template": "concept",
    "hand": null,
    "decision_point": null,
    "action_faced": null,
    "shiver_rating": null,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#potodds",
     "#pokerstrategy",
     "#pokertips"
    ],
    "maths": null,
    "outs": [],
    "slides": [
     {
      "label": "The formula",
      "body": "The share of the pot you must win just to break even.",
      "formula": [
       "# required equity",
       "= call ÷ (pot + bet + call)"
      ]
     },
     {
      "label": "Example",
      "lead": "Pot ₹100. Villain bets ₹50. You call ₹50.",
      "big": "25%",
      "body": "Win more than 25% of the time and the call makes money.",
      "formula": [
       "= 50 ÷ (100 + 50 + 50)"
      ]
     },
     {
      "label": "Cheat sheet",
      "title": "Bet size → equity you need",
      "table": {
       "head": [
        "Bet size",
        "You need"
       ],
       "rows": [
        [
         "1/4 pot",
         "16.7%"
        ],
        [
         "1/3 pot",
         "20%"
        ],
        [
         "1/2 pot",
         "25%"
        ],
        [
         "2/3 pot",
         "28.6%"
        ],
        [
         "3/4 pot",
         "30%"
        ],
        [
         "Pot",
         "33.3%"
        ],
        [
         "2x pot",
         "40%"
        ]
       ]
      }
     },
     {
      "label": "Takeaway",
      "title": "Bigger bet, higher price.",
      "lead": "Before you call, find the price. Then compare it to your equity.",
      "cta": "Save this for your next session."
     }
    ],
    "hook": "Every call has a price.",
    "cover": {
     "question": "How much equity do you need to call?",
     "sub": "Pot odds in 30 seconds."
    },
    "reveal": null,
    "takeaway": null,
    "cta": null,
    "caption": "Every call has a price. Here's how to read it in 30 seconds.\n\nRequired equity = call ÷ (pot + bet + call)\n\nPot ₹100. Villain bets ₹50. You call ₹50.\n50 ÷ (100 + 50 + 50) = 25%.\nWin more than 25% of the time and the call makes money.\n\nSave the cheat sheet. Bigger bet, higher price.\n\nEducational content. 18+. Play responsibly.",
    "values": {
     "pot_eg": "₹100",
     "bet_eg": "₹50",
     "pot_n": "100",
     "bet_n": "50",
     "req_eg": "25%"
    }
   }
  },
  {
   "id": "https://therivershivers.com/posts/the-science-of-poker",
   "url": "https://therivershivers.com/posts/the-science-of-poker",
   "title": "The Science of Poker",
   "summary": "Every hand ends in a number.",
   "content_text": "The river is the last card. It's where hands are won and lost, and where players get the shivers.\n\nWe turn that drama into maths.\n\nEvery post: a real-feeling spot, the maths behind the decision, and what it wins or leaks in ₹.\n\nLeak Monday · Decision Wednesday · Math Friday · Myth Sunday\n\nRight call, wrong river. Results don't judge decisions. The maths does.\n\nEducational content. 18+. Play responsibly.",
   "image": "https://therivershivers.com/reels/the-science-of-poker.png",
   "tags": [
    "#pokermath",
    "#pokerindia",
    "#therivershivers",
    "#pokerstrategy",
    "#pokertips",
    "#texasholdem"
   ],
   "_rivershivers": {
    "number": 1,
    "slug": "the-science-of-poker",
    "title": "The Science of Poker",
    "pillar": "about",
    "pillar_label": "Welcome",
    "series_day": null,
    "series_label": null,
    "template": "concept",
    "hand": null,
    "decision_point": null,
    "action_faced": null,
    "shiver_rating": null,
    "hashtags": [
     "#pokermath",
     "#pokerindia",
     "#therivershivers",
     "#pokerstrategy",
     "#pokertips",
     "#texasholdem"
    ],
    "maths": null,
    "outs": [],
    "slides": [
     {
      "label": "How it works",
      "title": "Every hand ends in a number.",
      "items": [
       "Story: a real-feeling spot.",
       "Maths: equity, pot odds, EV.",
       "Cost: what the decision wins or leaks, in ₹."
      ]
     },
     {
      "label": "Every week",
      "title": "Four posts. One number each.",
      "items": [
       "Leak Monday",
       "Decision Wednesday",
       "Math Friday",
       "Myth Sunday"
      ]
     },
     {
      "label": "The rule",
      "title": "Right call, wrong river.",
      "lead": "Results don't judge decisions. The maths does."
     },
     {
      "label": "Follow",
      "title": "Price every decision.",
      "lead": "Fold too much? Call too light? Both have a cost. We show you the number.",
      "cta": "Follow @therivershivers"
     }
    ],
    "hook": "Every hand ends in a number.",
    "cover": {
     "question": "What does your fold really cost?",
     "sub": "Every hand ends in a number. Welcome to The River Shivers.",
     "art": "spade"
    },
    "reveal": null,
    "takeaway": null,
    "cta": null,
    "caption": "The river is the last card. It's where hands are won and lost, and where players get the shivers.\n\nWe turn that drama into maths.\n\nEvery post: a real-feeling spot, the maths behind the decision, and what it wins or leaks in ₹.\n\nLeak Monday · Decision Wednesday · Math Friday · Myth Sunday\n\nRight call, wrong river. Results don't judge decisions. The maths does.\n\nEducational content. 18+. Play responsibly.",
    "values": {}
   }
  }
 ]
}