A | B | |
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1 | Opening hand probabilities | These are the probabilities of having at least one copy of a certain card in your hand on the early turns when you are mulliganning aggressively for the card. Note that number of copies does not have to be 1 or 2; for example you can use 5 if you have 5 one-mana drops and would like to see your chances of having at least one on turn 1. |

2 | ||

3 | Number of copies in deck: | 2 |

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5 | Going first | |

6 | Probability in hand on turn 1: | 0.4125159642 |

7 | Probability in hand on turn 2: | 0.4577070439 |

8 | Probability in hand on turn 3: | 0.5010904804 |

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10 | Going second | |

11 | Probability in hand on turn 1: | 0.5098143236 |

12 | Probability in hand on turn 2: | 0.5490291777 |

13 | Probability in hand on turn 3: | 0.5866100796 |

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15 | Probabilities of drawing into a card | This is a simple calculator to find the probability of having seen a card at a certain point in the game. It can be useful for figuring out problems related to mana-curve; for example how likely you are to have one of your 4 six-drops in your hand having seen 15 cards. Note that this calculation cannot be done based on the turn number because different decks will see a different number of cards based on mulligans and card draw. |

16 | ||

17 | Number of copies in deck: | 2 |

18 | Number of cards seen: | 19 |

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20 | Probability of having seen card: | #NAME? |

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22 | Probabilities of having combos | These are probabilities for how likely you are to have combos in your hand at certain points in the game. Only 2 card combos are included since 3 card+ combos in Hearthstone are unrealistic and have negligible probabilities. |

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24 | 1 copy + 1 copy | |

25 | Number of cards seen: | 12 |

26 | Probability of having combo: | 0.1517241379 |

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28 | 1 copy + 2 copies | |

29 | Number of cards seen: | 12 |

30 | Probability of having combo: | #NAME? |

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32 | 2 copies + 2 copies | |

33 | Number of cards seen: | 16 |

34 | Probability of having combo: | #NAME? |

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