Play Oh-Seven and 943 other games online.
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Play Oh-Seven and 943 other games online.
No download necessary - play directly from your web browser.
With your friends and thousands of players from the whole world.
Free.
Rules summary
Players and materials
- Oh-Seven is a 30-minute trick-taking game for 2 to 9 players.
- Specifically, it's a variant of Oh, Hell!)
- Oh-Seven uses one or two decks of 32 cards, numbered 0–7 in four suits.
- With standard playing cards, use Q to represent 0.
- Five or more players must use two decks.
- Also needed are either pen and paper or score tokens to track bids and scores.
Overview
- The object of the game is to score points.
- At the start of each of seven rounds, each of which consists of seven tricks, each player bids the number of tricks they intend to take.
- At the end of each round, each player who:
- Matched their bid exactly gains points equal to their bid + 2;
- Missed their bid loses points equal to how many too high or too low they bid.
Deal
- At the start of each round, shuffle the deck and deal each player seven cards.
Bidding
- Each player chooses a card from their hand and places it down in front of themselves, face-down.
- Once each player has committed, the chosen cards are revealed.
- The number on each card is the number of tricks the player is bidding to take.
- The top bid's suit becomes the trump suit for the round, and its bidder leads the first trick.
- To break numeric ties, ♠ beats ♥ beats ♦ beats ♣.
- With two decks, if two players bid the same top card, a rebid is forced, described at the end of this section.
- Record the bids, then return the cards to their players' hands for use in play.
- With standard playing cards, set the Kings aside and flip the appropriate one to indicate the current trump suit.
- If the bids sum to 7, then rather than permit the possibility that everyone gets what they want, a rebid is forced, as follows:
- Whoever had the top bid immediately scores one point.
- With two decks, if two players bid the same high card, they each score one point.
- Players bid again, using the remaining cards in their hands.
- The new bids replace the previous bids.
- Whoever had the top bid immediately scores one point.
- Repeat until the bids don't sum to 7.
- If the players run out of cards, re-deal
- Players keep their bonus points.
Play
- The player with the lead plays any card from their hand.
- The other players then play in clockwise order.
- They must follow the lead if possible, by matching the suit of the lead card.
- If they have no cards of that suit, then they may play any card from their hand.
- After each player has played a card, the winner of the trick is whoever played the highest trump card, if any, else whoever played the highest card of the lead suit. The card ranks from lowest to highest are Q-A-2-3-4-5-6-7.
- With two decks, if there is a tie with the same card, the one played first beats the one played second.
- The winner of the trick takes the cards and piles them face-down in front of themselves, then leads the next trick.
- Continue until all seven tricks are taken.
Scoring
- Each player who:
- Matched their bid exactly gains points equal to their bid + 2;
- Missed loses points equal to how many too high or too low they bid.
Card-passing variant
- Before the bidding, each player looks at their cards and passes some to a neighbour.
- The cards are passed simultaneously and face-down.
- Players may only look at the cards they're receiving after deciding which cards they're passing.
Round | Direction | # |
---|---|---|
1 | No pass | 0 |
2 | left | 1 |
3 | right | 2 |
4 | left | 3 |
5 | right | 2 |
6 | left | 1 |
7 | No pass | 0 |
Statistics (BGA Premium feature)
- Due to engine limitations, some per-table statistics are listed with the per-player statistics.
- The following statistics are calculated on a per-table basis:
- Number of players
- Average nil bid rate
- Average top bid
- Trump selection rate
- The following statistics are calculated on a per-player basis:
- Points per round
- Average bid
- Nil bid rate
- Top bid rate
- Success rate
- Overshoot rate
- Shortfall rate